AoC2022_Day18/out

Check Java/
Check C/
C++/scripts is a directory
C++/scripts/build.sh is a file
C++/scripts/commit.sh is a file
C++/scripts/debug.sh is a file
C++/scripts/lines.sh is a file
C++/scripts/release.sh is a file
C++/scripts/temp is a file
C++/scripts/web.sh is a file
Check C++/
C++/scripts is a directory
Check C++/scripts/
   md5: http://sig.projectdivar.com/sigonasr2/SigScript/raw/branch/main/C++/scripts/md5
   filelist: http://sig.projectdivar.com/sigonasr2/SigScript/raw/branch/main/C++/scripts/filelist
Check scripts/
utils/.coauthors is a file
utils/define.sh is a file
utils/main.sh is a file
utils/search.sh is a file
utils/.updateDirectories is a file
Check utils/
   md5: http://sig.projectdivar.com/sigonasr2/SigScript/raw/branch/main/utils/md5
   filelist: http://sig.projectdivar.com/sigonasr2/SigScript/raw/branch/main/utils/filelist
Running program...


1,8,8
6
12,8,3
12
13,16,7
18
8,1,11
24
7,17,7
30
14,11,16
36
13,9,17
42
5,9,3
48
6,6,4
54
15,11,5
60
3,13,9
66
17,9,15
72
12,1,8
78
4,14,5
84
9,11,17
90
13,16,11
96
7,8,16
102
13,14,14
108
16,9,4
114
9,17,12
120
3,10,5
126
8,5,15
132
7,5,15
136
13,7,2
142
9,3,12
148
4,10,4
154
13,10,15
160
11,14,3
166
6,11,2
172
15,5,14
178
14,4,12
184
16,11,6
190
12,3,10
196
12,3,5
202
12,12,15
208
10,7,2
214
8,17,6
220
13,4,14
226
11,1,8
230
10,16,13
236
11,14,16
242
4,5,4
248
8,10,17
254
15,7,10
260
12,15,16
266
4,13,13
272
14,3,12
276
8,18,12
282
7,17,8
286
15,12,15
292
15,10,3
298
13,9,14
304
11,5,5
310
9,10,18
316
12,12,1
322
6,15,9
328
10,17,10
334
11,1,9
338
7,14,3
344
10,16,5
350
3,8,5
356
19,7,9
362
16,5,9
368
15,11,3
372
2,8,13
378
16,11,9
384
2,9,11
390
4,4,13
396
13,6,16
402
3,14,8
408
9,4,9
414
4,5,12
420
12,14,15
426
1,10,11
432
16,7,6
438
16,12,10
444
6,3,11
450
14,6,4
456
8,10,18
458
12,4,16
464
11,18,8
470
3,9,12
476
17,8,12
482
13,8,17
486
10,13,2
492
10,7,1
496
9,16,4
502
9,4,4
508
8,14,15
514
10,6,17
520
12,16,14
526
8,14,16
530
17,11,6
534
12,16,10
540
15,11,12
546
14,9,5
552
11,15,15
558
15,6,9
564
3,8,13
568
8,5,16
572
17,8,9
578
2,11,9
584
16,13,6
590
10,9,2
596
14,3,6
602
12,4,14
606
3,10,12
610
8,6,16
614
4,12,6
620
10,14,13
626
17,9,6
632
3,14,10
638
14,9,3
644
9,14,17
650
16,7,10
654
9,1,8
660
12,13,17
666
13,4,9
672
15,14,13
678
12,17,11
684
7,14,6
690
11,16,12
696
11,17,13
702
16,14,13
706
9,5,3
712
6,4,14
718
13,16,6
722
6,9,2
728
15,12,14
732
9,14,5
738
10,12,3
744
3,5,11
750
17,11,12
756
2,8,12
760
5,7,3
766
15,5,6
772
10,14,16
776
12,4,4
782
16,7,14
788
13,9,3
792
11,15,3
796
10,15,15
800
2,12,13
806
8,12,17
812
6,15,14
818
12,14,5
824
14,5,14
828
8,10,1
834
11,6,4
840
8,15,5
846
17,7,10
850
9,11,0
856
5,16,8
862
10,10,18
866
11,14,15
866
4,7,6
872
8,2,9
878
16,13,7
882
8,7,2
888
15,14,4
894
12,18,9
900
17,9,13
906
11,10,17
912
15,13,11
918
13,2,8
924
3,13,8
926
11,16,5
930
16,8,5
936
12,13,16
940
9,2,12
944
8,17,9
950
7,1,10
956
16,4,7
962
9,1,10
968
16,10,14
974
16,6,10
978
16,13,11
982
3,4,11
986
3,12,6
990
3,8,3
996
14,12,14
1000
10,15,2
1006
12,5,3
1012
11,2,10
1018
10,2,14
1024
6,17,11
1030
15,14,9
1036
6,16,7
1042
14,13,13
1048
4,11,5
1054
11,17,7
1060
3,10,7
1066
5,9,5
1072
6,9,1
1076
14,14,4
1080
9,4,17
1086
9,5,15
1090
3,9,5
1092
13,12,17
1098
13,16,12
1102
7,6,16
1106
11,15,5
1110
8,17,7
1112
8,4,15
1116
13,2,12
1122
10,13,17
1128
4,6,14
1134
4,6,13
1138
5,4,9
1144
7,12,17
1148
5,10,14
1154
17,12,9
1160
10,18,9
1166
9,12,14
1172
7,9,1
1176
14,14,8
1182
7,2,12
1188
3,15,9
1194
4,14,7
1200
2,12,11
1206
13,4,12
1210
3,11,12
1214
2,6,11
1220
6,5,3
1226
5,5,5
1232
4,10,13
1238
11,2,8
1242
10,11,17
1246
16,4,10
1252
16,11,11
1258
9,2,10
1262
15,15,11
1268
15,4,9
1274
4,12,14
1280
6,11,16
1286
12,17,6
1292
15,13,15
1296
7,8,3
1302
14,8,14
1308
7,17,10
1314
4,7,8
1320
9,2,8
1324
13,13,18
1330
10,3,5
1336
3,8,10
1342
9,7,17
1348
14,11,3
1352
16,12,6
1354
1,9,7
1360
16,10,6
1364
12,18,10
1368
12,15,13
1374
9,16,6
1380
9,17,14
1386
8,4,4
1390
12,4,3
1392
6,8,17
1398
3,12,10
1404
7,7,3
1408
7,6,3
1412
4,10,15
1418
15,3,7
1424
6,7,4
1428
8,16,12
1434
16,10,4
1438
14,9,4
1440
12,9,17
1444
16,7,7
1448
3,11,7
1452
14,12,5
1458
17,7,7
1462
12,16,11
1462
9,12,5
1468
14,15,7
1474
7,6,15
1476
13,4,6
1482
14,15,8
1484
11,11,16
1490
16,15,9
1496
3,5,7
1502
6,5,6
1508
3,7,13
1512
14,13,15
1516
5,15,6
1522
7,16,5
1528
10,4,7
1534
7,5,4
1540
7,15,4
1546
8,9,2
1552
11,2,6
1558
15,13,13
1560
17,10,6
1560
8,16,4
1564
13,12,12
1570
5,16,12
1576
10,17,12
1580
5,11,15
1586
16,7,5
1588
8,18,10
1594
16,10,11
1598
15,13,9
1602
15,14,14
1606
5,8,3
1608
9,6,3
1612
4,7,15
1618
4,17,9
1624
15,6,4
1628
7,15,5
1628
6,12,15
1634
10,16,6
1636
9,13,17
1638
11,2,9
1638
5,6,14
1642
5,9,17
1648
14,13,14
1648
9,3,13
1652
5,8,16
1658
16,5,13
1664
11,14,14
1668
10,14,17
1668
14,3,7
1670
15,4,7
1672
15,16,9
1678
7,15,14
1682
9,7,4
1688
9,3,15
1694
7,16,6
1698
3,7,11
1704
7,6,2
1708
10,4,4
1712
14,7,16
1718
9,17,11
1722
14,7,3
1728
15,3,10
1734
8,4,2
1740
11,5,3
1744
13,15,8
1748
12,2,10
1750
13,15,14
1754
13,8,1
1760
15,7,5
1764
4,7,14
1766
13,12,4
1772
5,17,10
1778
4,8,16
1782
6,12,2
1786
3,8,11
1788
7,10,17
1792
5,11,17
1798
2,9,12
1798
7,18,7
1802
9,3,11
1806
5,14,6
1810
4,15,12
1816
5,8,7
1822
2,9,4
1828
8,4,10
1834
12,12,2
1838
12,4,6
1842
14,10,15
1846
13,17,7
1850
10,8,1
1854
16,6,12
1860
16,11,14
1864
14,3,8
1868
15,12,13
1870
5,10,3
1874
14,14,12
1880
16,9,14
1884
3,12,5
1888
13,15,6
1892
7,5,3
1892
12,13,3
1898
5,8,15
1902
17,5,8
1908
8,3,6
1914
17,7,8
1918
8,3,13
1922
12,10,4
1928
12,10,17
1930
15,12,6
1934
10,0,8
1940
6,18,10
1946
14,16,10
1952
9,5,4
1954
6,15,15
1958
9,10,16
1964
12,6,16
1968
10,8,17
1974
5,14,9
1980
6,13,16
1986
11,2,7
1988
2,12,7
1994
11,3,4
2000
7,3,14
2006
16,10,15
2010
6,15,13
2014
12,2,12
2018
7,9,16
2022
12,11,17
2026
8,10,2
2028
5,6,3
2032
11,7,16
2038
13,10,17
2040
12,5,17
2046
15,12,4
2052
14,15,14
2056
4,14,9
2060
2,8,11
2060
8,8,17
2066
7,13,16
2070
15,9,14
2074
16,8,15
2080
11,4,16
2084
14,7,15
2088
4,12,15
2092
4,3,11
2098
15,7,11
2102
12,3,13
2108
11,5,16
2112
10,14,15
2112
17,10,5
2116
14,9,15
2120
4,7,5
2124
13,11,1
2130
14,11,14
2134
3,7,7
2140
3,5,13
2146
4,4,10
2152
2,8,9
2158
5,13,3
2164
3,13,10
2164
5,7,15
2166
9,12,1
2172
18,9,13
2176
16,13,10
2178
5,7,4
2180
11,4,5
2184
3,14,13
2190
14,5,15
2194
2,7,10
2200
12,13,4
2204
9,17,7
2208
6,2,11
2212
10,5,3
2214
11,1,11
2220
6,9,3
2222
13,6,14
2228
12,17,13
2232
5,13,16
2236
3,8,4
2238
8,13,2
2244
13,12,1
2246
16,14,12
2250
9,4,6
2256
10,2,6
2260
4,7,4
2262
9,12,2
2266
12,11,1
2268
6,13,15
2270
8,16,14
2276
10,3,6
2278
16,10,8
2284
12,16,9
2288
6,18,9
2292
8,6,4
2298
14,16,12
2302
11,6,16
2302
3,15,7
2308
4,7,7
2308
3,9,11
2308
4,5,7
2312
17,8,5
2316
9,12,18
2322
7,12,3
2328
3,9,14
2334
14,5,7
2340
10,0,11
2346
15,7,3
2350
8,16,13
2352
8,4,5
2356
18,11,11
2362
12,10,3
2366
3,15,13
2370
17,13,7
2374
2,12,8
2378
16,4,11
2382
13,11,17
2382
11,6,3
2384
3,13,4
2390
12,6,4
2394
12,6,5
2398
3,5,6
2402
5,15,13
2406
16,10,5
2406
9,14,16
2406
18,7,8
2410
7,11,3
2414
4,9,14
2418
7,3,5
2424
16,10,9
2426
8,4,16
2428
16,14,9
2430
15,6,15
2436
6,16,6
2438
11,10,1
2444
7,2,13
2448
8,2,14
2454
6,6,15
2458
14,14,15
2462
17,10,12
2466
5,4,15
2472
17,13,5
2478
3,5,10
2482
2,7,7
2486
15,16,8
2490
3,13,12
2496
5,3,11
2498
17,8,11
2502
10,5,2
2506
14,6,15
2506
8,17,13
2510
10,9,18
2514
2,10,9
2518
14,15,5
2524
15,4,8
2526
10,10,16
2530
16,10,13
2534
9,14,3
2540
10,5,4
2540
4,16,10
2546
14,4,5
2552
2,12,10
2554
5,11,5
2558
17,13,11
2562
2,11,13
2566
17,10,7
2570
17,6,10
2572
8,12,18
2574
16,10,7
2574
7,12,16
2576
5,17,11
2578
11,13,3
2580
9,5,16
2582
10,14,5
2586
13,12,16
2590
16,8,8
2596
2,12,9
2596
7,14,14
2600
4,15,6
2604
8,14,3
2606
2,12,12
2608
4,11,16
2614
6,7,16
2620
9,7,16
2624
10,13,4
2630
16,6,8
2636
10,18,5
2642
3,6,8
2648
8,5,3
2650
11,13,2
2652
10,3,15
2656
10,11,1
2662
13,5,5
2668
1,10,9
2672
9,3,8
2676
9,6,16
2676
5,3,6
2682
9,4,14
2688
12,3,14
2690
4,5,6
2692
13,17,12
2696
18,10,7
2700
7,13,15
2702
17,9,14
2702
4,6,3
2706
9,16,9
2712
10,8,18
2714
11,4,4
2712
17,14,11
2716
13,3,13
2720
10,15,5
2720
2,7,8
2724
11,7,2
2728
6,10,17
2732
16,9,8
2734
13,14,13
2738
13,14,4
2742
9,2,13
2744
2,13,9
2746
14,6,5
2750
4,13,6
2754
15,5,12
2760
15,15,6
2766
9,10,2
2770
16,8,11
2774
15,13,4
2776
2,11,11
2780
7,10,2
2784
16,13,8
2788
13,6,4
2790
6,14,15
2792
6,12,4
2798
17,6,8
2798
5,12,16
2802
5,15,11
2808
4,8,4
2810
14,10,16
2812
11,1,12
2816
15,12,5
2814
11,10,3
2818
5,15,12
2816
15,7,7
2820
10,18,13
2826
10,17,14
2830
9,18,7
2834
9,11,2
2836
12,14,16
2834
13,5,3
2838
18,7,11
2844
13,18,9
2848
6,16,12
2852
5,8,13
2858
7,2,11
2860
15,8,15
2864
15,10,7
2868
10,14,3
2870
16,13,15
2874
4,8,14
2876
9,11,16
2878
12,6,3
2878
11,2,5
2882
7,4,15
2884
7,2,8
2890
13,5,15
2894
6,10,3
2896
4,14,6
2892
18,9,11
2898
1,8,9
2900
7,4,8
2906
12,2,6
2910
14,9,7
2916
12,3,9
2920
2,9,13
2922
1,8,10
2926
3,13,5
2928
16,11,4
2932
10,11,2
2934
5,3,8
2940
8,16,7
2944
13,10,3
2946
17,8,6
2948
17,12,5
2952
11,12,2
2954
7,2,10
2956
4,9,15
2958
10,17,13
2954
3,12,15
2958
10,6,3
2958
16,12,8
2962
15,10,15
2964
9,17,13
2962
11,8,3
2966
9,14,2
2970
12,3,12
2972
11,16,7
2976
3,6,12
2982
9,16,8
2986
11,17,11
2990
6,9,18
2996
13,2,7
3000
4,7,11
3004
15,8,10
3008
8,4,12
3014
2,9,6
3020
6,12,16
3016
11,16,14
3020
4,8,7
3022
12,15,5
3024
9,3,6
3024
12,3,8
3028
15,2,10
3032
1,11,12
3038
17,12,11
3042
5,5,15
3046
17,14,10
3050
4,9,5
3052
14,6,8
3058
13,5,14
3056
8,5,17
3060
1,9,11
3062
3,10,14
3066
16,7,11
3066
15,11,2
3070
11,14,17
3072
7,14,16
3074
4,9,16
3076
15,8,3
3080
3,9,4
3080
6,7,3
3080
8,13,15
3082
5,10,15
3082
17,7,6
3082
3,7,6
3084
7,15,15
3086
17,6,7
3088
11,15,2
3090
14,13,4
3092
4,4,12
3094
8,17,8
3094
9,11,1
3092
16,8,4
3094
18,8,9
3098
11,18,10
3102
3,9,15
3104
5,2,11
3106
5,10,4
3108
12,8,18
3114
7,16,13
3118
12,16,12
3118
5,6,7
3124
7,8,17
3124
16,6,11
3124
12,18,11
3126
14,8,5
3130
15,14,7
3136
17,7,12
3140
5,11,11
3146
8,2,5
3152
12,1,12
3154
3,9,6
3156
15,7,6
3156
13,15,3
3162
7,12,14
3168
10,4,2
3172
13,15,5
3172
2,13,13
3176
14,5,5
3176
16,12,7
3176
5,14,12
3180
12,12,3
3182
16,14,11
3182
2,14,10
3186
14,16,5
3190
15,5,9
3190
4,12,5
3190
19,8,8
3196
16,5,10
3196
6,3,7
3202
10,2,12
3206
11,17,9
3212
8,11,15
3218
9,8,17
3218
6,2,9
3224
9,1,7
3228
9,2,16
3234
9,13,15
3238
17,14,13
3242
3,6,6
3244
5,14,7
3246
7,10,3
3246
17,9,12
3246
10,3,13
3250
14,12,12
3254
7,16,14
3254
8,2,11
3256
8,13,17
3258
5,12,15
3256
9,4,13
3258
3,5,8
3260
2,10,5
3264
4,15,11
3266
13,2,9
3270
3,12,14
3272
3,5,9
3274
8,16,6
3272
3,9,7
3274
14,9,16
3276
13,17,8
3280
10,2,8
3282
6,15,10
3286
5,14,5
3288
16,8,10
3288
5,12,4
3292
14,14,5
3294
3,7,12
3294
4,8,12
3300
15,4,14
3304
4,4,8
3310
14,5,12
3312
12,1,10
3316
13,3,6
3318
4,14,14
3324
8,5,4
3320
14,4,6
3320
11,6,2
3322
6,4,4
3328
9,12,17
3326
4,13,12
3328
8,4,6
3328
5,5,16
3332
2,6,7
3336
15,13,12
3338
6,2,8
3340
16,12,15
3342
16,11,13
3344
10,12,16
3350
7,17,5
3354
11,13,4
3354
10,16,16
3360
10,15,7
3366
12,13,2
3366
4,3,8
3368
7,3,7
3372
13,8,3
3374
11,15,17
3378
13,16,10
3378
11,12,4
3382
16,15,11
3384
1,8,7
3386
3,11,4
3392
6,9,16
3396
10,17,11
3394
6,15,7
3398
12,15,4
3402
6,9,17
3398
7,13,1
3404
14,16,8
3406
3,6,9
3408
4,16,12
3410
5,9,2
3412
15,12,3
3414
5,6,5
3418
9,12,4
3422
7,10,1
3422
6,3,12
3426
10,3,8
3428
14,4,15
3432
5,4,6
3436
7,13,3
3438
17,7,13
3442
15,13,6
3444
6,4,9
3448
4,5,13
3446
8,8,2
3448
3,12,11
3450
13,2,10
3452
15,7,15
3452
0,11,7
3458
17,11,13
3460
17,10,8
3462
4,7,3
3462
2,11,7
3464
11,17,8
3464
7,4,10
3468
6,6,14
3470
8,5,14
3474
15,11,4
3472
14,8,15
3470
4,3,9
3474
10,4,12
3480
14,16,11
3480
2,9,7
3480
15,12,9
3484
5,11,3
3488
10,2,13
3486
9,2,14
3486
5,9,4
3486
3,7,5
3486
15,6,14
3488
5,15,8
3492
7,4,7
3494
6,8,16
3490
2,15,12
3496
16,14,8
3498
9,7,13
3504
8,14,17
3504
13,11,2
3508
4,9,13
3510
14,13,12
3508
7,10,16
3510
11,16,13
3508
13,14,5
3506
2,8,6
3510
15,13,10
3510
15,5,5
3512
18,7,10
3514
17,13,9
3518
6,16,9
3522
4,14,13
3522
11,15,4
3522
15,11,15
3524
15,15,9
3524
14,8,4
3526
10,17,6
3530
15,13,7
3530
6,8,2
3534
10,10,17
3532
5,12,2
3536
10,6,18
3540
17,6,5
3546
4,6,12
3546
8,7,18
3552
6,16,11
3554
4,15,10
3556
9,18,10
3560
3,13,11
3560
16,5,8
3560
12,17,8
3562
11,11,17
3560
9,17,6
3558
8,1,13
3564
13,17,6
3564
9,9,17
3568
2,6,9
3572
12,16,7
3574
17,6,12
3576
10,2,7
3576
15,10,4
3576
8,15,15
3578
14,16,7
3578
16,5,7
3580
3,5,14
3584
11,7,5
3590
7,3,4
3594
13,11,3
3594
2,9,5
3592
11,6,18
3596
10,17,8
3600
3,11,10
3604
10,9,1
3606
7,2,7
3608
16,9,13
3608
8,12,16
3610
4,8,6
3612
8,15,4
3612
4,16,11
3612
3,15,10
3612
16,9,11
3614
8,8,16
3616
5,16,9
3618
17,8,8
3618
12,14,4
3616
6,14,6
3618
16,3,9
3624
11,13,17
3624
9,14,14
3630
7,4,13
3636
9,2,15
3636
8,11,18
3638
17,11,7
3640
7,9,2
3638
8,1,9
3642
11,17,10
3640
8,18,8
3644
14,12,16
3646
16,14,5
3652
3,15,12
3652
11,4,6
3654
9,18,9
3656
15,10,16
3658
3,9,10
3660
5,4,14
3662
8,17,11
3666
5,14,11
3668
15,13,5
3668
16,3,10
3668
10,10,2
3668
9,9,2
3668
16,7,12
3668
10,7,17
3668
10,12,18
3672
11,8,17
3676
10,4,16
3680
14,12,6
3682
11,12,3
3678
3,12,9
3678
4,6,8
3680
11,1,10
3678
4,3,12
3680
13,4,13
3680
8,16,8
3680
10,8,2
3680
13,16,13
3684
8,8,18
3686
11,16,15
3688
5,13,15
3688
13,13,6
3694
5,15,5
3696
10,1,10
3698
14,3,10
3702
13,8,14
3704
7,5,12
3710
16,7,9
3714
15,16,10
3716
6,4,5
3720
5,14,14
3724
16,6,6
3728
15,12,12
3726
18,9,8
3732
1,8,12
3736
5,13,14
3738
17,9,7
3740
12,14,2
3744
4,12,3
3750
7,6,13
3756
11,10,18
3758
10,1,12
3760
15,4,13
3764
8,6,1
3770
12,10,16
3774
7,6,4
3772
6,10,16
3770
17,13,10
3768
12,16,6
3768
15,5,13
3766
6,17,13
3772
9,1,12
3774
9,8,16
3774
10,4,13
3774
11,7,3
3774
18,10,8
3774
11,1,6
3778
6,17,8
3782
16,13,5
3780
13,14,15
3780
14,14,14
3776
16,8,9
3774
3,6,11
3772
4,6,5
3774
6,16,10
3774
11,18,9
3770
7,4,11
3774
5,5,12
3778
3,14,6
3782
10,9,3
3786
3,14,9
3782
8,10,16
3782
9,15,6
3786
8,2,13
3782
7,14,4
3784
13,2,11
3786
12,10,2
3790
8,7,3
3792
3,4,10
3792
2,15,8
3798
14,2,8
3800
7,17,11
3800
4,13,11
3802
7,15,9
3806
13,17,9
3808
15,4,11
3812
13,17,13
3812
2,7,11
3810
8,18,7
3808
14,13,5
3806
3,6,5
3806
10,2,11
3810
9,13,16
3810
11,2,12
3810
7,13,4
3812
10,16,15
3812
7,4,14
3810
11,4,15
3814
4,13,7
3816
15,7,13
3822
13,15,12
3826
6,4,12
3830
11,15,11
3836
16,12,5
3834
18,8,8
3830
4,6,7
3828
13,3,5
3830
6,7,17
3832
15,3,6
3834
9,17,5
3838
8,7,17
3838
8,5,2
3840
3,11,15
3844
10,5,17
3848
5,7,16
3848
17,10,14
3850
3,7,8
3848
7,16,7
3846
7,11,2
3846
15,13,8
3846
2,7,13
3848
11,16,4
3850
4,12,4
3850
9,4,15
3848
4,5,15
3852
12,5,4
3852
13,7,3
3852
9,16,10
3856
5,10,5
3856
4,16,8
3860
4,5,10
3862
7,3,13
3860
16,13,12
3860
15,14,6
3860
13,3,9
3860
11,3,14
3864
1,6,10
3870
15,8,17
3876
4,12,13
3878
8,18,6
3880
14,15,9
3882
10,4,3
3882
9,18,8
3882
2,8,5
3882
16,5,12
3882
3,8,12
3876
15,15,7
3876
9,15,8
3880
15,7,4
3880
3,15,11
3880
17,9,5
3880
16,11,12
3878
13,9,16
3880
11,7,17
3880
6,14,3
3884
9,16,16
3888
11,7,1
3890
16,15,8
3892
11,18,7
3894
9,2,7
3894
5,5,3
3896
16,12,12
3896
13,5,4
3894
12,1,9
3894
7,5,16
3894
6,4,15
3894
17,10,11
3896
2,6,8
3894
5,16,11
3890
5,13,4
3892
5,9,15
3892
6,14,13
3896
14,15,13
3900
4,9,12
3900
16,12,9
3896
6,13,3
3896
10,1,8
3894
13,11,18
3898
14,14,16
3902
1,10,7
3906
14,4,9
3908
3,14,11
3908
3,7,10
3908
8,2,8
3908
2,8,7
3906
7,9,17
3904
3,12,12
3902
14,17,10
3906
9,14,4
3908
3,6,10
3906
6,11,14
3912
16,4,8
3912
7,11,17
3914
14,12,13
3912
11,3,10
3914
7,11,15
3918
12,5,14
3920
11,9,17
3920
12,5,5
3918
8,17,12
3914
17,9,9
3918
3,11,5
3916
2,11,6
3920
10,1,7
3920
4,5,14
3918
8,16,5
3916
17,11,14
3916
7,13,17
3916
17,11,11
3912
9,2,9
3912
9,5,2
3912
11,8,2
3912
3,10,4
3910
11,6,15
3914
12,4,11
3920
5,4,10
3922
10,4,15
3920
17,12,7
3920
4,13,10
3922
14,7,4
3920
16,12,11
3916
7,16,8
3916
10,2,10
3914
14,17,13
3918
9,6,5
3924
15,4,5
3926
3,5,12
3924
15,13,14
3920
8,3,9
3924
9,4,3
3924
3,12,7
3924
6,1,12
3930
8,9,16
3930
15,14,11
3930
15,12,8
3930
15,14,15
3930
1,11,11
3930
6,16,8
3926
12,16,5
3926
16,8,13
3930
8,11,1
3932
11,1,7
3930
4,15,8
3932
18,8,13
3936
13,14,3
3938
3,8,7
3936
15,7,14
3934
4,6,6
3930
10,18,10
3928
5,4,4
3932
6,4,13
3932
1,10,8
3934
7,7,17
3934
13,3,8
3932
14,8,17
3934
6,8,3
3930
14,14,6
3932
3,6,14
3934
13,17,10
3934
12,3,6
3932
14,5,16
3936
17,5,9
3938
17,5,10
3938
16,15,10
3940
2,13,7
3944
8,17,5
3942
18,12,11
3944
8,17,10
3942
16,5,5
3946
9,2,11
3942
5,4,13
3942
14,8,3
3938
16,7,13
3934
11,12,17
3936
17,8,10
3934
4,5,5
3932
13,12,15
3934
16,12,13
3934
8,16,11
3936
4,15,7
3934
10,1,11
3930
2,10,10
3934
9,15,5
3932
9,16,14
3934
7,13,2
3934
17,11,8
3936
12,8,16
3942
6,3,6
3944
2,13,8
3942
6,6,13
3944
17,7,11
3940
8,12,15
3940
5,12,3
3936
16,15,7
3938
5,9,13
3940
6,3,8
3940
9,15,2
3942
6,17,12
3942
9,16,7
3940
15,9,12
3946
12,7,15
3952
7,17,14
3956
10,9,17
3952
8,1,8
3952
9,10,1
3952
11,7,18
3954
3,7,15
3958
5,6,16
3960
6,14,4
3962
4,13,5
3960
9,15,12
3966
7,7,4
3966
7,3,8
3964
11,11,1
3964
8,11,17
3960
11,11,18
3962
14,10,3
3960
10,2,9
3958
6,11,3
3956
2,9,9
3958
8,15,2
3962
3,13,13
3960
9,16,13
3958
8,15,14
3958
16,6,4
3962
16,8,14
3960
6,8,15
3962
15,10,14
3962
15,16,14
3968
9,16,5
3962
2,3,8
3968
5,3,9
3968
13,8,4
3970
12,12,17
3968
4,12,12
3968
9,18,11
3970
5,3,12
3970
2,7,9
3968
5,9,16
3964
14,2,13
3970
16,11,8
3968
6,15,5
3970
16,6,13
3970
12,8,2
3972
6,2,7
3972
8,14,4
3970
4,4,11
3968
1,9,8
3968
10,3,14
3966
10,15,12
3970
2,6,12
3972
15,6,8
3972
3,10,6
3972
14,13,16
3972
2,11,14
3976
14,3,11
3978
9,6,2
3980
4,7,12
3978
2,13,11
3980
6,6,16
3978
5,4,5
3976
2,5,10
3980
14,3,14
3986
7,5,13
3986
11,3,13
3986
5,14,8
3986
12,3,7
3988
5,13,12
3990
7,2,9
3988
16,5,11
3986
12,16,13
3980
7,14,7
3984
4,15,9
3982
9,3,7
3982
16,9,6
3984
6,13,4
3980
13,4,3
3982
4,7,16
3982
3,8,8
3984
11,3,6
3982
3,13,6
3980
8,3,12
3980
11,8,4
3984
10,17,9
3982
4,14,8
3978
16,9,5
3974
5,12,14
3974
9,9,1
3974
4,4,9
3972
17,9,8
3966
7,9,3
3964
15,14,12
3960
6,12,3
3954
10,3,7
3950
7,5,2
3950
11,4,8
3956
8,3,10
3958
5,16,6
3960
17,11,9
3960
12,6,14
3962
12,2,11
3962
6,16,13
3960
6,7,18
3964
2,4,10
3966
8,15,3
3966
14,16,9
3964
6,3,14
3966
16,11,5
3962
12,9,2
3964
13,4,4
3964
15,14,8
3960
8,18,9
3958
18,9,9
3958
13,7,16
3960
8,13,13
3966
16,14,7
3964
13,6,15
3962
18,13,8
3968
15,14,10
3968
13,5,9
3972
15,16,12
3976
6,17,10
3972
13,14,6
3970
4,11,15
3966
4,17,11
3968
8,9,1
3966
4,9,3
3970
10,6,15
3974
15,3,11
3974
14,11,15
3972
6,5,15
3970
4,11,14
3972
12,2,7
3970
10,15,14
3974
6,13,13
3978
4,6,4
3976
14,4,8
3976
15,15,15
3980
11,2,11
3976
7,15,8
3978
3,16,9
3982
13,2,13
3982
2,5,9
3982
10,4,10
3988
8,12,2
3990
10,6,2
3986
14,6,14
3984
11,17,14
3984
8,6,3
3980
16,14,10
3974
9,5,7
3980
15,15,12
3980
2,11,8
3980
8,2,15
3982
2,13,10
3978
6,5,7
3982
14,2,10
3982
5,8,2
3982
8,2,10
3978
9,9,18
3978
6,13,2
3978
10,16,4
3978
14,12,4
3976
12,5,15
3978
2,10,6
3976
5,14,3
3978
5,8,4
3976
9,15,15
3978
13,5,16
3978
15,15,10
3974
5,7,8
3978
12,7,2
3978
3,11,6
3974
11,3,12
3974
4,13,14
3972
15,15,5
3974
14,11,2
3974
7,15,11
3980
8,1,7
3982
13,15,4
3980
13,13,2
3984
17,5,12
3986
11,5,17
3986
7,15,7
3984
6,15,12
3984
9,1,11
3980
9,5,1
3984
7,4,9
3984
9,6,17
3984
10,16,8
3986
12,2,9
3982
18,10,6
3984
3,10,9
3988
5,3,10
3988
16,8,12
3986
7,16,9
3986
14,15,12
3982
13,15,7
3980
16,8,7
3982
14,16,6
3982
5,6,11
3988
8,6,2
3982
13,13,17
3982
5,4,7
3986
7,13,18
3990
16,9,12
3986
1,11,7
3986
13,10,16
3982
18,11,9
3986
13,4,15
3986
15,3,8
3986
6,3,5
3986
10,13,16
3984
18,12,8
3988
6,10,2
3986
3,10,16
3992
10,6,16
3990
11,3,5
3984
11,10,2
3982
4,7,13
3980
1,9,10
3982
11,9,18
3982
13,16,5
3980
11,13,5
3984
4,13,16
3988
3,10,13
3988
11,3,15
3988
16,9,7
3984
5,6,4
3980
1,7,8
3982
13,6,2
3986
15,16,11
3984
12,16,4
3984
13,10,2
3984
2,9,14
3986
2,5,7
3988
4,3,10
3986
10,4,5
3986
9,13,3
3990
9,13,2
3986
11,16,3
3988
11,3,9
3988
17,11,10
3990
13,3,10
3988
11,1,14
3994
10,15,6
3992
7,15,16
3994
6,12,17
3996
13,8,2
3994
2,6,13
3996
11,15,12
3996
12,8,1
3998
15,5,10
4000
4,11,4
3998
8,3,8
3996
1,11,10
4000
18,9,7
4000
5,15,9
3996
10,4,17
3996
8,18,11
3994
10,7,3
3994
9,7,18
3996
7,3,6
3994
11,17,5
3998
14,17,14
4002
7,2,6
4004
13,15,15
4006
3,14,14
4008
14,5,6
4006
13,17,11
4004
15,8,5
4004
11,9,3
4004
3,10,15
4000
6,14,5
3998
4,14,4
4002
5,7,5
4002
15,6,13
4000
12,4,5
3996
14,6,12
4000
7,16,4
4000
3,4,8
4002
7,7,2
4002
15,4,6
3998
14,12,15
3992
15,6,16
3996
9,15,4
3994
13,10,1
3996
15,6,6
3996
8,9,17
3992
16,6,5
3988
4,4,5
3990
13,10,18
3992
3,7,14
3990
7,6,17
3992
7,6,6
3998
12,9,1
4000
2,10,8
4000
7,8,1
4004
12,11,16
4004
11,3,16
4006
5,5,9
4010
11,8,16
4010
14,10,17
4012
14,10,14
4012
5,15,7
4008
2,8,10
4004
10,13,3
3998
6,4,11
3998
14,14,10
4002
4,10,16
4000
5,8,5
4000
4,10,14
3994
9,12,16
3990
16,10,12
3986
16,6,7
3982
12,7,18
3984
13,3,7
3980
11,3,11
3980
1,7,9
3980
3,8,6
3974
9,3,16
3976
9,17,8
3972
5,14,4
3968
5,17,9
3968
18,11,8
3966
5,4,11
3964
10,7,16
3962
7,7,15
3966
6,2,10
3966
16,13,13
3964
13,12,2
3962
16,11,15
3960
12,8,17
3956
17,8,7
3952
16,14,6
3950
4,13,15
3948
2,7,5
3950
5,11,4
3946
6,14,7
3944
12,15,6
3944
11,13,15
3948
4,16,6
3950
6,6,3
3946
14,13,3
3950
11,14,4
3948
4,9,6
3948
16,12,4
3948
7,16,12
3948
7,17,12
3946
9,10,17
3940
15,11,7
3944
9,13,4
3942
11,9,2
3938
10,14,4
3934
4,10,5
3930
15,9,15
3928
3,11,3
3932
12,7,17
3932
3,5,5
3932
7,1,12
3934
8,4,14
3932
2,11,10
3926
8,6,17
3922
18,9,12
3922
7,4,5
3922
11,14,2
3920
3,6,13
3914
15,6,3
3916
6,3,13
3914
7,9,15
3918
6,5,4
3916
17,12,12
3916
14,10,13
3920
4,8,15
3916
13,16,14
3916
11,4,11
3918
4,16,7
3918
10,18,7
3920
7,4,4
3916
5,2,5
3922
14,4,14
3918
5,13,9
3922
7,2,15
3926
13,14,8
3928
6,7,5
3930
13,7,17
3930
15,6,11
3932
10,17,7
3928
17,13,12
3928
4,9,4
3922
7,6,1
3924
15,8,8
3928
17,12,4
3930
16,11,7
3924
4,5,9
3922
11,6,17
3918
14,14,9
3916
4,13,9
3914
9,3,14
3910
6,13,12
3912
11,11,2
3910
15,15,8
3904
4,9,10
3908
12,11,4
3912
9,8,3
3918
12,6,17
3916
5,3,13
3916
15,8,11
3916
2,10,7
3910
5,4,8
3908
11,8,18
3904
16,12,14
3902
8,11,2
3898
4,14,15
3900
12,5,13
3904
1,11,9
3904
13,13,15
3904
1,9,9
3900
6,14,17
3906
7,16,10
3906
4,4,14
3906
16,6,9
3902
1,10,10
3898
4,9,11
3898
16,15,12
3898
16,14,14
3900
9,15,14
3896
9,4,5
3894
12,14,3
3890
13,11,6
3896
15,14,5
3890
3,8,16
3894
9,9,16
3892
12,15,14
3892
11,4,3
3890
6,5,14
3890
4,5,11
3888
15,5,8
3886
18,8,10
3886
6,3,9
3884
7,7,16
3880
12,3,15
3882
14,4,13
3880
15,3,13
3884
15,15,13
3884
8,9,18
3882
12,17,7
3878
1,10,12
3880
9,7,2
3880
5,11,9
3886
15,8,12
3886
13,16,4
3886
10,9,16
3886
18,10,11
3886
12,13,14
3892
1,7,12
3896
13,15,13
3890
17,6,9
3888
2,9,10
3882
8,4,13
3878
15,6,5
3872
5,11,16
3868
3,6,7
3862
4,4,7
3862
4,12,7
3862
14,9,14
3858
7,15,13
3858
8,11,3
3860
15,8,7
3860
5,7,14
3860
3,12,13
3856
11,16,9
3858
13,18,10
3858
6,10,15
3860
11,16,11
3858
7,3,15
3858
12,7,3
3854
14,12,8
3858
6,14,9
3860
10,4,14
3858
1,10,6
3860
3,10,8
3860
7,5,7
3862
14,11,4
3862
11,4,14
3860
13,6,3
3856
4,6,11
3852
3,14,4
3854
17,6,11
3852
18,13,10
3856
2,12,5
3860
8,13,16
3854
17,12,8
3850
9,1,9
3848
15,4,12
3846
11,17,6
3844
10,6,5
3848
14,6,16
3844
17,12,10
3840
18,9,10
3840
4,11,3
3838
2,12,6
3836
7,12,15
3830
10,3,9
3830
12,9,3
3826
11,15,9
3830
5,10,17
3830
8,13,1
3832
9,5,13
3836
12,9,16
3834
15,9,16
3834
13,4,7
3836
6,13,17
3834
10,18,6
3834
6,7,14
3836
10,7,4
3838
13,13,5
3838
8,7,16
3834
17,4,9
3838
8,9,4
3844
9,9,19
3848
4,11,13
3848
13,7,4
3846
13,6,5
3844
6,4,6
3842
5,13,5
3842
15,9,3
3842
10,13,1
3846
10,6,4
3842
4,14,12
3840
6,12,6
3846
5,16,7
3842
4,15,13
3840
12,4,12
3840
10,14,6
3842
9,6,1
3842
15,6,10
3838
7,3,10
3838
8,4,3
3836
13,9,1
3836
5,2,12
3838
14,3,5
3838
7,11,18
3840
14,10,2
3840
4,8,5
3834
6,12,18
3838
7,17,6
3836
9,8,18
3832
3,14,7
3830
12,4,13
3826
14,4,11
3826
15,7,16
3826
14,2,9
3826
8,3,15
3824
5,16,14
3830
14,3,9
3826
12,14,17
3826
17,14,6
3830
5,6,13
3830
7,14,15
3824
4,15,14
3826
14,14,13
3820
5,3,7
3818
8,2,7
3816
13,3,15
3818
8,1,10
3814
4,3,6
3818
17,12,6
3816
6,8,1
3816
14,5,4
3816
17,9,11
3812
13,15,9
3814
11,5,13
3818
3,10,11
3820
17,10,10
3822
15,10,11
3826
13,18,12
3830
14,15,15
3828
16,16,9
3830
14,12,3
3828
11,3,7
3826
18,10,9
3826
13,3,14
3822
4,10,6
3822
3,12,8
3820
2,9,8
3818
14,8,13
3822
13,11,16
3818
5,10,16
3812
9,17,9
3808
14,5,9
3808
13,12,3
3804
5,12,8
3810
7,18,12
3812
9,5,14
3810
5,6,15
3806
0,8,10
3810
16,9,10
3812
8,2,12
3808
17,6,6
3806
14,5,13
3804
3,8,9
3804
5,5,13
3802
8,13,4
3802
15,12,7
3798
14,11,5
3798
14,15,6
3792
18,10,10
3790
9,8,1
3792
5,12,6
3794
10,3,4
3794
10,5,16
3790
7,4,6
3786
13,16,9
3782
6,5,5
3780
10,2,15
3780
4,16,9
3774
4,8,13
3768
11,15,13
3768
5,5,14
3762
9,7,3
3756
6,2,12
3752
11,9,1
3750
15,16,13
3750
15,16,7
3750
10,5,5
3748
14,6,11
3750
14,15,10
3748
2,14,9
3748
8,8,15
3752
10,11,18
3750
12,2,13
3750
12,10,18
3750
10,15,17
3752
17,14,9
3752
12,15,7
3752
7,3,12
3750
12,12,16
3746
6,9,4
3748
1,12,10
3750
13,10,4
3752
14,4,7
3746
10,10,4
3752
13,14,12
3752
2,12,14
3752
8,5,5
3754
14,9,17
3752
8,11,4
3756
7,4,3
3756
10,2,5
3756
8,16,10
3754
10,11,16
3750
18,12,9
3750
17,4,11
3754
14,16,13
3750
11,9,4
3752
18,7,12
3754
7,4,12
3748
13,9,2
3744
13,13,16
3740
8,3,5
3738
6,5,16
3736
1,7,11
3738
7,10,19
3744
14,6,13
3742
15,11,14
3738
14,2,11
3738
14,4,10
3738
8,8,3
3736
15,8,4
3732
14,10,5
3734
3,15,6
3734
17,13,8
3730
11,3,3
3732
10,16,7
3726
17,7,9
3722
6,2,6
3722
14,6,6
3722
17,12,13
3722
14,7,5
3720
13,4,5
3714
4,3,7
3712
13,8,16
3710
3,9,9
3708
2,10,12
3708
16,4,9
3702
1,8,11
3698
10,18,12
3700
10,12,1
3700
16,11,10
3698
15,8,6
3698
10,14,2
3694
13,3,12
3690
18,11,10
3688
18,12,10
3684
6,7,15
3678
7,18,9
3680
12,15,9
3680
6,5,13
3676
13,4,8
3674
2,5,8
3672
5,5,6
3670
10,12,17
3664
15,17,8
3668
10,15,16
3666
7,15,3
3666
8,0,11
3670
4,14,11
3666
15,5,7
3662
3,16,10
3662
8,16,15
3664
15,11,16
3664
6,7,2
3664
12,17,12
3662
4,15,5
3662
15,7,12
3660
6,14,14
3656
18,13,7
3658
4,4,6
3654
6,10,4
3654
10,16,11
3656
11,4,13
3652
4,11,12
3652
10,0,7
3654
6,5,12
3652
16,7,8
3648
9,16,11
3646
14,15,11
3644
16,7,4
3642
12,18,12
3642
17,8,13
3638
2,11,12
3632
2,14,13
3634
8,8,4
3636
6,2,13
3636
9,5,17
3632
11,6,1
3634
2,13,6
3634
3,3,8
3634
12,7,16
3628
7,9,18
3628
11,14,5
3624
15,3,12
3622
14,17,11
3622
14,12,2
3622
16,8,6
3616
15,7,9
3616
10,10,15
3620
3,4,9
3618
6,4,8
3616
5,7,2
3616
15,10,6
3618
9,8,2
3612
9,15,3
3610
5,4,12
3604
16,7,15
3604
9,11,18
3600
13,5,13
3598
2,14,11
3598
12,5,16
3592
4,16,5
3594
14,17,8
3594
5,7,10
3600
12,6,15
3594
13,6,6
3596
2,7,15
3600
11,13,18
3604
7,1,7
3606
15,9,5
3606
5,15,14
3602
8,13,3
3598
10,16,14
3592
4,17,13
3598
13,3,11
3596
16,13,9
3590
2,14,8
3588
7,2,5
3588
11,13,16
3584
12,10,1
3580
4,12,10
3582
5,14,10
3584
4,12,8
3584
6,16,15
3588
18,5,11
3594
7,8,2
3588
14,8,16
3584
7,17,13
3580
13,14,7
3580
10,1,9
3576
2,6,10
3570
12,4,7
3570
4,11,2
3574
9,16,15
3570
8,3,11
3568
6,3,10
3564
11,5,4
3558
4,5,8
3554
9,5,11
3560
1,12,9
3560
15,16,6
3560
10,3,12
3556
4,10,17
3558
10,10,1
3554
8,9,3
3552
15,12,16
3552
15,8,16
3548
13,9,4
3546
7,11,16
3542
4,11,7
3544
9,11,3
3546
5,2,10
3546
10,3,16
3544
11,16,6
3540
5,16,10
3536
11,8,1
3532
13,7,18
3534
11,18,13
3536
9,17,10
3530
8,3,7
3526
4,13,3
3528
12,17,9
3524
10,15,3
3522
6,15,6
3518
17,10,9
3512
13,4,11
3510
9,15,16
3508
13,13,14
3506
5,1,7
3512
11,2,14
3512
8,1,12
3508
10,18,11
3506
4,13,8
3502
2,10,4
3502
14,3,13
3496
17,13,6
3492
1,9,13
3496
2,11,5
3494
6,15,4
3494
8,15,6
3494
17,14,7
3494
12,11,18
3492
11,5,2
3492
9,16,3
3494
2,8,8
3488
3,8,15
3486
14,6,3
3484
5,2,9
3484
12,6,18
3484
18,6,8
3486
3,6,4
3488
10,9,0
3492
16,9,3
3494
6,12,14
3492
7,17,9
3488
7,14,13
3488
7,16,15
3486
10,17,5
3482
12,15,3
3480
3,4,7
3480
9,3,5
3478
5,14,16
3482
7,5,6
3480
6,14,16
3476
13,5,2
3478
5,13,8
3476
7,1,9
3476
17,9,10
3470
8,15,16
3468
6,6,10
3474
7,5,14
3470
MinX: -1 MaxX:20
MinY: -1 MaxY:19
MinZ: -1 MaxZ:20
====================
-1,-1,-1 (-1,-1,-1)
Connected (-1,-1,-1) -> (0,-1,-1)
Ignored (-2,-1,-1) because it's out of bounds.
Connected (-1,-1,-1) -> (-1,0,-1)
Ignored (-1,-2,-1) because it's out of bounds.
Connected (-1,-1,-1) -> (-1,-1,0)
Ignored (-1,-1,-2) because it's out of bounds.
====================
-1,-1,0 (-1,-1,0)
Connected (-1,-1,0) -> (0,-1,0)
Ignored (-2,-1,0) because it's out of bounds.
Connected (-1,-1,0) -> (-1,0,0)
Ignored (-1,-2,0) because it's out of bounds.
Connected (-1,-1,0) -> (-1,-1,1)
Connected (-1,-1,0) -> (-1,-1,-1)
====================
-1,-1,1 (-1,-1,1)
Connected (-1,-1,1) -> (0,-1,1)
Ignored (-2,-1,1) because it's out of bounds.
Connected (-1,-1,1) -> (-1,0,1)
Ignored (-1,-2,1) because it's out of bounds.
Connected (-1,-1,1) -> (-1,-1,2)
Connected (-1,-1,1) -> (-1,-1,0)
====================
-1,-1,2 (-1,-1,2)
Connected (-1,-1,2) -> (0,-1,2)
Ignored (-2,-1,2) because it's out of bounds.
Connected (-1,-1,2) -> (-1,0,2)
Ignored (-1,-2,2) because it's out of bounds.
Connected (-1,-1,2) -> (-1,-1,3)
Connected (-1,-1,2) -> (-1,-1,1)
====================
-1,-1,3 (-1,-1,3)
Connected (-1,-1,3) -> (0,-1,3)
Ignored (-2,-1,3) because it's out of bounds.
Connected (-1,-1,3) -> (-1,0,3)
Ignored (-1,-2,3) because it's out of bounds.
Connected (-1,-1,3) -> (-1,-1,4)
Connected (-1,-1,3) -> (-1,-1,2)
====================
-1,-1,4 (-1,-1,4)
Connected (-1,-1,4) -> (0,-1,4)
Ignored (-2,-1,4) because it's out of bounds.
Connected (-1,-1,4) -> (-1,0,4)
Ignored (-1,-2,4) because it's out of bounds.
Connected (-1,-1,4) -> (-1,-1,5)
Connected (-1,-1,4) -> (-1,-1,3)
====================
-1,-1,5 (-1,-1,5)
Connected (-1,-1,5) -> (0,-1,5)
Ignored (-2,-1,5) because it's out of bounds.
Connected (-1,-1,5) -> (-1,0,5)
Ignored (-1,-2,5) because it's out of bounds.
Connected (-1,-1,5) -> (-1,-1,6)
Connected (-1,-1,5) -> (-1,-1,4)
====================
-1,-1,6 (-1,-1,6)
Connected (-1,-1,6) -> (0,-1,6)
Ignored (-2,-1,6) because it's out of bounds.
Connected (-1,-1,6) -> (-1,0,6)
Ignored (-1,-2,6) because it's out of bounds.
Connected (-1,-1,6) -> (-1,-1,7)
Connected (-1,-1,6) -> (-1,-1,5)
====================
-1,-1,7 (-1,-1,7)
Connected (-1,-1,7) -> (0,-1,7)
Ignored (-2,-1,7) because it's out of bounds.
Connected (-1,-1,7) -> (-1,0,7)
Ignored (-1,-2,7) because it's out of bounds.
Connected (-1,-1,7) -> (-1,-1,8)
Connected (-1,-1,7) -> (-1,-1,6)
====================
-1,-1,8 (-1,-1,8)
Connected (-1,-1,8) -> (0,-1,8)
Ignored (-2,-1,8) because it's out of bounds.
Connected (-1,-1,8) -> (-1,0,8)
Ignored (-1,-2,8) because it's out of bounds.
Connected (-1,-1,8) -> (-1,-1,9)
Connected (-1,-1,8) -> (-1,-1,7)
====================
-1,-1,9 (-1,-1,9)
Connected (-1,-1,9) -> (0,-1,9)
Ignored (-2,-1,9) because it's out of bounds.
Connected (-1,-1,9) -> (-1,0,9)
Ignored (-1,-2,9) because it's out of bounds.
Connected (-1,-1,9) -> (-1,-1,10)
Connected (-1,-1,9) -> (-1,-1,8)
====================
-1,-1,10 (-1,-1,10)
Connected (-1,-1,10) -> (0,-1,10)
Ignored (-2,-1,10) because it's out of bounds.
Connected (-1,-1,10) -> (-1,0,10)
Ignored (-1,-2,10) because it's out of bounds.
Connected (-1,-1,10) -> (-1,-1,11)
Connected (-1,-1,10) -> (-1,-1,9)
====================
-1,-1,11 (-1,-1,11)
Connected (-1,-1,11) -> (0,-1,11)
Ignored (-2,-1,11) because it's out of bounds.
Connected (-1,-1,11) -> (-1,0,11)
Ignored (-1,-2,11) because it's out of bounds.
Connected (-1,-1,11) -> (-1,-1,12)
Connected (-1,-1,11) -> (-1,-1,10)
====================
-1,-1,12 (-1,-1,12)
Connected (-1,-1,12) -> (0,-1,12)
Ignored (-2,-1,12) because it's out of bounds.
Connected (-1,-1,12) -> (-1,0,12)
Ignored (-1,-2,12) because it's out of bounds.
Connected (-1,-1,12) -> (-1,-1,13)
Connected (-1,-1,12) -> (-1,-1,11)
====================
-1,-1,13 (-1,-1,13)
Connected (-1,-1,13) -> (0,-1,13)
Ignored (-2,-1,13) because it's out of bounds.
Connected (-1,-1,13) -> (-1,0,13)
Ignored (-1,-2,13) because it's out of bounds.
Connected (-1,-1,13) -> (-1,-1,14)
Connected (-1,-1,13) -> (-1,-1,12)
====================
-1,-1,14 (-1,-1,14)
Connected (-1,-1,14) -> (0,-1,14)
Ignored (-2,-1,14) because it's out of bounds.
Connected (-1,-1,14) -> (-1,0,14)
Ignored (-1,-2,14) because it's out of bounds.
Connected (-1,-1,14) -> (-1,-1,15)
Connected (-1,-1,14) -> (-1,-1,13)
====================
-1,-1,15 (-1,-1,15)
Connected (-1,-1,15) -> (0,-1,15)
Ignored (-2,-1,15) because it's out of bounds.
Connected (-1,-1,15) -> (-1,0,15)
Ignored (-1,-2,15) because it's out of bounds.
Connected (-1,-1,15) -> (-1,-1,16)
Connected (-1,-1,15) -> (-1,-1,14)
====================
-1,-1,16 (-1,-1,16)
Connected (-1,-1,16) -> (0,-1,16)
Ignored (-2,-1,16) because it's out of bounds.
Connected (-1,-1,16) -> (-1,0,16)
Ignored (-1,-2,16) because it's out of bounds.
Connected (-1,-1,16) -> (-1,-1,17)
Connected (-1,-1,16) -> (-1,-1,15)
====================
-1,-1,17 (-1,-1,17)
Connected (-1,-1,17) -> (0,-1,17)
Ignored (-2,-1,17) because it's out of bounds.
Connected (-1,-1,17) -> (-1,0,17)
Ignored (-1,-2,17) because it's out of bounds.
Connected (-1,-1,17) -> (-1,-1,18)
Connected (-1,-1,17) -> (-1,-1,16)
====================
-1,-1,18 (-1,-1,18)
Connected (-1,-1,18) -> (0,-1,18)
Ignored (-2,-1,18) because it's out of bounds.
Connected (-1,-1,18) -> (-1,0,18)
Ignored (-1,-2,18) because it's out of bounds.
Connected (-1,-1,18) -> (-1,-1,19)
Connected (-1,-1,18) -> (-1,-1,17)
====================
-1,-1,19 (-1,-1,19)
Connected (-1,-1,19) -> (0,-1,19)
Ignored (-2,-1,19) because it's out of bounds.
Connected (-1,-1,19) -> (-1,0,19)
Ignored (-1,-2,19) because it's out of bounds.
Connected (-1,-1,19) -> (-1,-1,20)
Connected (-1,-1,19) -> (-1,-1,18)
====================
-1,-1,20 (-1,-1,20)
Connected (-1,-1,20) -> (0,-1,20)
Ignored (-2,-1,20) because it's out of bounds.
Connected (-1,-1,20) -> (-1,0,20)
Ignored (-1,-2,20) because it's out of bounds.
Ignored (-1,-1,21) because it's out of bounds.
Connected (-1,-1,20) -> (-1,-1,19)
====================
-1,0,-1 (-1,0,-1)
Connected (-1,0,-1) -> (0,0,-1)
Ignored (-2,0,-1) because it's out of bounds.
Connected (-1,0,-1) -> (-1,1,-1)
Connected (-1,0,-1) -> (-1,-1,-1)
Connected (-1,0,-1) -> (-1,0,0)
Ignored (-1,0,-2) because it's out of bounds.
====================
-1,0,0 (-1,0,0)
Connected (-1,0,0) -> (0,0,0)
Ignored (-2,0,0) because it's out of bounds.
Connected (-1,0,0) -> (-1,1,0)
Connected (-1,0,0) -> (-1,-1,0)
Connected (-1,0,0) -> (-1,0,1)
Connected (-1,0,0) -> (-1,0,-1)
====================
-1,0,1 (-1,0,1)
Connected (-1,0,1) -> (0,0,1)
Ignored (-2,0,1) because it's out of bounds.
Connected (-1,0,1) -> (-1,1,1)
Connected (-1,0,1) -> (-1,-1,1)
Connected (-1,0,1) -> (-1,0,2)
Connected (-1,0,1) -> (-1,0,0)
====================
-1,0,2 (-1,0,2)
Connected (-1,0,2) -> (0,0,2)
Ignored (-2,0,2) because it's out of bounds.
Connected (-1,0,2) -> (-1,1,2)
Connected (-1,0,2) -> (-1,-1,2)
Connected (-1,0,2) -> (-1,0,3)
Connected (-1,0,2) -> (-1,0,1)
====================
-1,0,3 (-1,0,3)
Connected (-1,0,3) -> (0,0,3)
Ignored (-2,0,3) because it's out of bounds.
Connected (-1,0,3) -> (-1,1,3)
Connected (-1,0,3) -> (-1,-1,3)
Connected (-1,0,3) -> (-1,0,4)
Connected (-1,0,3) -> (-1,0,2)
====================
-1,0,4 (-1,0,4)
Connected (-1,0,4) -> (0,0,4)
Ignored (-2,0,4) because it's out of bounds.
Connected (-1,0,4) -> (-1,1,4)
Connected (-1,0,4) -> (-1,-1,4)
Connected (-1,0,4) -> (-1,0,5)
Connected (-1,0,4) -> (-1,0,3)
====================
-1,0,5 (-1,0,5)
Connected (-1,0,5) -> (0,0,5)
Ignored (-2,0,5) because it's out of bounds.
Connected (-1,0,5) -> (-1,1,5)
Connected (-1,0,5) -> (-1,-1,5)
Connected (-1,0,5) -> (-1,0,6)
Connected (-1,0,5) -> (-1,0,4)
====================
-1,0,6 (-1,0,6)
Connected (-1,0,6) -> (0,0,6)
Ignored (-2,0,6) because it's out of bounds.
Connected (-1,0,6) -> (-1,1,6)
Connected (-1,0,6) -> (-1,-1,6)
Connected (-1,0,6) -> (-1,0,7)
Connected (-1,0,6) -> (-1,0,5)
====================
-1,0,7 (-1,0,7)
Connected (-1,0,7) -> (0,0,7)
Ignored (-2,0,7) because it's out of bounds.
Connected (-1,0,7) -> (-1,1,7)
Connected (-1,0,7) -> (-1,-1,7)
Connected (-1,0,7) -> (-1,0,8)
Connected (-1,0,7) -> (-1,0,6)
====================
-1,0,8 (-1,0,8)
Connected (-1,0,8) -> (0,0,8)
Ignored (-2,0,8) because it's out of bounds.
Connected (-1,0,8) -> (-1,1,8)
Connected (-1,0,8) -> (-1,-1,8)
Connected (-1,0,8) -> (-1,0,9)
Connected (-1,0,8) -> (-1,0,7)
====================
-1,0,9 (-1,0,9)
Connected (-1,0,9) -> (0,0,9)
Ignored (-2,0,9) because it's out of bounds.
Connected (-1,0,9) -> (-1,1,9)
Connected (-1,0,9) -> (-1,-1,9)
Connected (-1,0,9) -> (-1,0,10)
Connected (-1,0,9) -> (-1,0,8)
====================
-1,0,10 (-1,0,10)
Connected (-1,0,10) -> (0,0,10)
Ignored (-2,0,10) because it's out of bounds.
Connected (-1,0,10) -> (-1,1,10)
Connected (-1,0,10) -> (-1,-1,10)
Connected (-1,0,10) -> (-1,0,11)
Connected (-1,0,10) -> (-1,0,9)
====================
-1,0,11 (-1,0,11)
Connected (-1,0,11) -> (0,0,11)
Ignored (-2,0,11) because it's out of bounds.
Connected (-1,0,11) -> (-1,1,11)
Connected (-1,0,11) -> (-1,-1,11)
Connected (-1,0,11) -> (-1,0,12)
Connected (-1,0,11) -> (-1,0,10)
====================
-1,0,12 (-1,0,12)
Connected (-1,0,12) -> (0,0,12)
Ignored (-2,0,12) because it's out of bounds.
Connected (-1,0,12) -> (-1,1,12)
Connected (-1,0,12) -> (-1,-1,12)
Connected (-1,0,12) -> (-1,0,13)
Connected (-1,0,12) -> (-1,0,11)
====================
-1,0,13 (-1,0,13)
Connected (-1,0,13) -> (0,0,13)
Ignored (-2,0,13) because it's out of bounds.
Connected (-1,0,13) -> (-1,1,13)
Connected (-1,0,13) -> (-1,-1,13)
Connected (-1,0,13) -> (-1,0,14)
Connected (-1,0,13) -> (-1,0,12)
====================
-1,0,14 (-1,0,14)
Connected (-1,0,14) -> (0,0,14)
Ignored (-2,0,14) because it's out of bounds.
Connected (-1,0,14) -> (-1,1,14)
Connected (-1,0,14) -> (-1,-1,14)
Connected (-1,0,14) -> (-1,0,15)
Connected (-1,0,14) -> (-1,0,13)
====================
-1,0,15 (-1,0,15)
Connected (-1,0,15) -> (0,0,15)
Ignored (-2,0,15) because it's out of bounds.
Connected (-1,0,15) -> (-1,1,15)
Connected (-1,0,15) -> (-1,-1,15)
Connected (-1,0,15) -> (-1,0,16)
Connected (-1,0,15) -> (-1,0,14)
====================
-1,0,16 (-1,0,16)
Connected (-1,0,16) -> (0,0,16)
Ignored (-2,0,16) because it's out of bounds.
Connected (-1,0,16) -> (-1,1,16)
Connected (-1,0,16) -> (-1,-1,16)
Connected (-1,0,16) -> (-1,0,17)
Connected (-1,0,16) -> (-1,0,15)
====================
-1,0,17 (-1,0,17)
Connected (-1,0,17) -> (0,0,17)
Ignored (-2,0,17) because it's out of bounds.
Connected (-1,0,17) -> (-1,1,17)
Connected (-1,0,17) -> (-1,-1,17)
Connected (-1,0,17) -> (-1,0,18)
Connected (-1,0,17) -> (-1,0,16)
====================
-1,0,18 (-1,0,18)
Connected (-1,0,18) -> (0,0,18)
Ignored (-2,0,18) because it's out of bounds.
Connected (-1,0,18) -> (-1,1,18)
Connected (-1,0,18) -> (-1,-1,18)
Connected (-1,0,18) -> (-1,0,19)
Connected (-1,0,18) -> (-1,0,17)
====================
-1,0,19 (-1,0,19)
Connected (-1,0,19) -> (0,0,19)
Ignored (-2,0,19) because it's out of bounds.
Connected (-1,0,19) -> (-1,1,19)
Connected (-1,0,19) -> (-1,-1,19)
Connected (-1,0,19) -> (-1,0,20)
Connected (-1,0,19) -> (-1,0,18)
====================
-1,0,20 (-1,0,20)
Connected (-1,0,20) -> (0,0,20)
Ignored (-2,0,20) because it's out of bounds.
Connected (-1,0,20) -> (-1,1,20)
Connected (-1,0,20) -> (-1,-1,20)
Ignored (-1,0,21) because it's out of bounds.
Connected (-1,0,20) -> (-1,0,19)
====================
-1,1,-1 (-1,1,-1)
Connected (-1,1,-1) -> (0,1,-1)
Ignored (-2,1,-1) because it's out of bounds.
Connected (-1,1,-1) -> (-1,2,-1)
Connected (-1,1,-1) -> (-1,0,-1)
Connected (-1,1,-1) -> (-1,1,0)
Ignored (-1,1,-2) because it's out of bounds.
====================
-1,1,0 (-1,1,0)
Connected (-1,1,0) -> (0,1,0)
Ignored (-2,1,0) because it's out of bounds.
Connected (-1,1,0) -> (-1,2,0)
Connected (-1,1,0) -> (-1,0,0)
Connected (-1,1,0) -> (-1,1,1)
Connected (-1,1,0) -> (-1,1,-1)
====================
-1,1,1 (-1,1,1)
Connected (-1,1,1) -> (0,1,1)
Ignored (-2,1,1) because it's out of bounds.
Connected (-1,1,1) -> (-1,2,1)
Connected (-1,1,1) -> (-1,0,1)
Connected (-1,1,1) -> (-1,1,2)
Connected (-1,1,1) -> (-1,1,0)
====================
-1,1,2 (-1,1,2)
Connected (-1,1,2) -> (0,1,2)
Ignored (-2,1,2) because it's out of bounds.
Connected (-1,1,2) -> (-1,2,2)
Connected (-1,1,2) -> (-1,0,2)
Connected (-1,1,2) -> (-1,1,3)
Connected (-1,1,2) -> (-1,1,1)
====================
-1,1,3 (-1,1,3)
Connected (-1,1,3) -> (0,1,3)
Ignored (-2,1,3) because it's out of bounds.
Connected (-1,1,3) -> (-1,2,3)
Connected (-1,1,3) -> (-1,0,3)
Connected (-1,1,3) -> (-1,1,4)
Connected (-1,1,3) -> (-1,1,2)
====================
-1,1,4 (-1,1,4)
Connected (-1,1,4) -> (0,1,4)
Ignored (-2,1,4) because it's out of bounds.
Connected (-1,1,4) -> (-1,2,4)
Connected (-1,1,4) -> (-1,0,4)
Connected (-1,1,4) -> (-1,1,5)
Connected (-1,1,4) -> (-1,1,3)
====================
-1,1,5 (-1,1,5)
Connected (-1,1,5) -> (0,1,5)
Ignored (-2,1,5) because it's out of bounds.
Connected (-1,1,5) -> (-1,2,5)
Connected (-1,1,5) -> (-1,0,5)
Connected (-1,1,5) -> (-1,1,6)
Connected (-1,1,5) -> (-1,1,4)
====================
-1,1,6 (-1,1,6)
Connected (-1,1,6) -> (0,1,6)
Ignored (-2,1,6) because it's out of bounds.
Connected (-1,1,6) -> (-1,2,6)
Connected (-1,1,6) -> (-1,0,6)
Connected (-1,1,6) -> (-1,1,7)
Connected (-1,1,6) -> (-1,1,5)
====================
-1,1,7 (-1,1,7)
Connected (-1,1,7) -> (0,1,7)
Ignored (-2,1,7) because it's out of bounds.
Connected (-1,1,7) -> (-1,2,7)
Connected (-1,1,7) -> (-1,0,7)
Connected (-1,1,7) -> (-1,1,8)
Connected (-1,1,7) -> (-1,1,6)
====================
-1,1,8 (-1,1,8)
Connected (-1,1,8) -> (0,1,8)
Ignored (-2,1,8) because it's out of bounds.
Connected (-1,1,8) -> (-1,2,8)
Connected (-1,1,8) -> (-1,0,8)
Connected (-1,1,8) -> (-1,1,9)
Connected (-1,1,8) -> (-1,1,7)
====================
-1,1,9 (-1,1,9)
Connected (-1,1,9) -> (0,1,9)
Ignored (-2,1,9) because it's out of bounds.
Connected (-1,1,9) -> (-1,2,9)
Connected (-1,1,9) -> (-1,0,9)
Connected (-1,1,9) -> (-1,1,10)
Connected (-1,1,9) -> (-1,1,8)
====================
-1,1,10 (-1,1,10)
Connected (-1,1,10) -> (0,1,10)
Ignored (-2,1,10) because it's out of bounds.
Connected (-1,1,10) -> (-1,2,10)
Connected (-1,1,10) -> (-1,0,10)
Connected (-1,1,10) -> (-1,1,11)
Connected (-1,1,10) -> (-1,1,9)
====================
-1,1,11 (-1,1,11)
Connected (-1,1,11) -> (0,1,11)
Ignored (-2,1,11) because it's out of bounds.
Connected (-1,1,11) -> (-1,2,11)
Connected (-1,1,11) -> (-1,0,11)
Connected (-1,1,11) -> (-1,1,12)
Connected (-1,1,11) -> (-1,1,10)
====================
-1,1,12 (-1,1,12)
Connected (-1,1,12) -> (0,1,12)
Ignored (-2,1,12) because it's out of bounds.
Connected (-1,1,12) -> (-1,2,12)
Connected (-1,1,12) -> (-1,0,12)
Connected (-1,1,12) -> (-1,1,13)
Connected (-1,1,12) -> (-1,1,11)
====================
-1,1,13 (-1,1,13)
Connected (-1,1,13) -> (0,1,13)
Ignored (-2,1,13) because it's out of bounds.
Connected (-1,1,13) -> (-1,2,13)
Connected (-1,1,13) -> (-1,0,13)
Connected (-1,1,13) -> (-1,1,14)
Connected (-1,1,13) -> (-1,1,12)
====================
-1,1,14 (-1,1,14)
Connected (-1,1,14) -> (0,1,14)
Ignored (-2,1,14) because it's out of bounds.
Connected (-1,1,14) -> (-1,2,14)
Connected (-1,1,14) -> (-1,0,14)
Connected (-1,1,14) -> (-1,1,15)
Connected (-1,1,14) -> (-1,1,13)
====================
-1,1,15 (-1,1,15)
Connected (-1,1,15) -> (0,1,15)
Ignored (-2,1,15) because it's out of bounds.
Connected (-1,1,15) -> (-1,2,15)
Connected (-1,1,15) -> (-1,0,15)
Connected (-1,1,15) -> (-1,1,16)
Connected (-1,1,15) -> (-1,1,14)
====================
-1,1,16 (-1,1,16)
Connected (-1,1,16) -> (0,1,16)
Ignored (-2,1,16) because it's out of bounds.
Connected (-1,1,16) -> (-1,2,16)
Connected (-1,1,16) -> (-1,0,16)
Connected (-1,1,16) -> (-1,1,17)
Connected (-1,1,16) -> (-1,1,15)
====================
-1,1,17 (-1,1,17)
Connected (-1,1,17) -> (0,1,17)
Ignored (-2,1,17) because it's out of bounds.
Connected (-1,1,17) -> (-1,2,17)
Connected (-1,1,17) -> (-1,0,17)
Connected (-1,1,17) -> (-1,1,18)
Connected (-1,1,17) -> (-1,1,16)
====================
-1,1,18 (-1,1,18)
Connected (-1,1,18) -> (0,1,18)
Ignored (-2,1,18) because it's out of bounds.
Connected (-1,1,18) -> (-1,2,18)
Connected (-1,1,18) -> (-1,0,18)
Connected (-1,1,18) -> (-1,1,19)
Connected (-1,1,18) -> (-1,1,17)
====================
-1,1,19 (-1,1,19)
Connected (-1,1,19) -> (0,1,19)
Ignored (-2,1,19) because it's out of bounds.
Connected (-1,1,19) -> (-1,2,19)
Connected (-1,1,19) -> (-1,0,19)
Connected (-1,1,19) -> (-1,1,20)
Connected (-1,1,19) -> (-1,1,18)
====================
-1,1,20 (-1,1,20)
Connected (-1,1,20) -> (0,1,20)
Ignored (-2,1,20) because it's out of bounds.
Connected (-1,1,20) -> (-1,2,20)
Connected (-1,1,20) -> (-1,0,20)
Ignored (-1,1,21) because it's out of bounds.
Connected (-1,1,20) -> (-1,1,19)
====================
-1,2,-1 (-1,2,-1)
Connected (-1,2,-1) -> (0,2,-1)
Ignored (-2,2,-1) because it's out of bounds.
Connected (-1,2,-1) -> (-1,3,-1)
Connected (-1,2,-1) -> (-1,1,-1)
Connected (-1,2,-1) -> (-1,2,0)
Ignored (-1,2,-2) because it's out of bounds.
====================
-1,2,0 (-1,2,0)
Connected (-1,2,0) -> (0,2,0)
Ignored (-2,2,0) because it's out of bounds.
Connected (-1,2,0) -> (-1,3,0)
Connected (-1,2,0) -> (-1,1,0)
Connected (-1,2,0) -> (-1,2,1)
Connected (-1,2,0) -> (-1,2,-1)
====================
-1,2,1 (-1,2,1)
Connected (-1,2,1) -> (0,2,1)
Ignored (-2,2,1) because it's out of bounds.
Connected (-1,2,1) -> (-1,3,1)
Connected (-1,2,1) -> (-1,1,1)
Connected (-1,2,1) -> (-1,2,2)
Connected (-1,2,1) -> (-1,2,0)
====================
-1,2,2 (-1,2,2)
Connected (-1,2,2) -> (0,2,2)
Ignored (-2,2,2) because it's out of bounds.
Connected (-1,2,2) -> (-1,3,2)
Connected (-1,2,2) -> (-1,1,2)
Connected (-1,2,2) -> (-1,2,3)
Connected (-1,2,2) -> (-1,2,1)
====================
-1,2,3 (-1,2,3)
Connected (-1,2,3) -> (0,2,3)
Ignored (-2,2,3) because it's out of bounds.
Connected (-1,2,3) -> (-1,3,3)
Connected (-1,2,3) -> (-1,1,3)
Connected (-1,2,3) -> (-1,2,4)
Connected (-1,2,3) -> (-1,2,2)
====================
-1,2,4 (-1,2,4)
Connected (-1,2,4) -> (0,2,4)
Ignored (-2,2,4) because it's out of bounds.
Connected (-1,2,4) -> (-1,3,4)
Connected (-1,2,4) -> (-1,1,4)
Connected (-1,2,4) -> (-1,2,5)
Connected (-1,2,4) -> (-1,2,3)
====================
-1,2,5 (-1,2,5)
Connected (-1,2,5) -> (0,2,5)
Ignored (-2,2,5) because it's out of bounds.
Connected (-1,2,5) -> (-1,3,5)
Connected (-1,2,5) -> (-1,1,5)
Connected (-1,2,5) -> (-1,2,6)
Connected (-1,2,5) -> (-1,2,4)
====================
-1,2,6 (-1,2,6)
Connected (-1,2,6) -> (0,2,6)
Ignored (-2,2,6) because it's out of bounds.
Connected (-1,2,6) -> (-1,3,6)
Connected (-1,2,6) -> (-1,1,6)
Connected (-1,2,6) -> (-1,2,7)
Connected (-1,2,6) -> (-1,2,5)
====================
-1,2,7 (-1,2,7)
Connected (-1,2,7) -> (0,2,7)
Ignored (-2,2,7) because it's out of bounds.
Connected (-1,2,7) -> (-1,3,7)
Connected (-1,2,7) -> (-1,1,7)
Connected (-1,2,7) -> (-1,2,8)
Connected (-1,2,7) -> (-1,2,6)
====================
-1,2,8 (-1,2,8)
Connected (-1,2,8) -> (0,2,8)
Ignored (-2,2,8) because it's out of bounds.
Connected (-1,2,8) -> (-1,3,8)
Connected (-1,2,8) -> (-1,1,8)
Connected (-1,2,8) -> (-1,2,9)
Connected (-1,2,8) -> (-1,2,7)
====================
-1,2,9 (-1,2,9)
Connected (-1,2,9) -> (0,2,9)
Ignored (-2,2,9) because it's out of bounds.
Connected (-1,2,9) -> (-1,3,9)
Connected (-1,2,9) -> (-1,1,9)
Connected (-1,2,9) -> (-1,2,10)
Connected (-1,2,9) -> (-1,2,8)
====================
-1,2,10 (-1,2,10)
Connected (-1,2,10) -> (0,2,10)
Ignored (-2,2,10) because it's out of bounds.
Connected (-1,2,10) -> (-1,3,10)
Connected (-1,2,10) -> (-1,1,10)
Connected (-1,2,10) -> (-1,2,11)
Connected (-1,2,10) -> (-1,2,9)
====================
-1,2,11 (-1,2,11)
Connected (-1,2,11) -> (0,2,11)
Ignored (-2,2,11) because it's out of bounds.
Connected (-1,2,11) -> (-1,3,11)
Connected (-1,2,11) -> (-1,1,11)
Connected (-1,2,11) -> (-1,2,12)
Connected (-1,2,11) -> (-1,2,10)
====================
-1,2,12 (-1,2,12)
Connected (-1,2,12) -> (0,2,12)
Ignored (-2,2,12) because it's out of bounds.
Connected (-1,2,12) -> (-1,3,12)
Connected (-1,2,12) -> (-1,1,12)
Connected (-1,2,12) -> (-1,2,13)
Connected (-1,2,12) -> (-1,2,11)
====================
-1,2,13 (-1,2,13)
Connected (-1,2,13) -> (0,2,13)
Ignored (-2,2,13) because it's out of bounds.
Connected (-1,2,13) -> (-1,3,13)
Connected (-1,2,13) -> (-1,1,13)
Connected (-1,2,13) -> (-1,2,14)
Connected (-1,2,13) -> (-1,2,12)
====================
-1,2,14 (-1,2,14)
Connected (-1,2,14) -> (0,2,14)
Ignored (-2,2,14) because it's out of bounds.
Connected (-1,2,14) -> (-1,3,14)
Connected (-1,2,14) -> (-1,1,14)
Connected (-1,2,14) -> (-1,2,15)
Connected (-1,2,14) -> (-1,2,13)
====================
-1,2,15 (-1,2,15)
Connected (-1,2,15) -> (0,2,15)
Ignored (-2,2,15) because it's out of bounds.
Connected (-1,2,15) -> (-1,3,15)
Connected (-1,2,15) -> (-1,1,15)
Connected (-1,2,15) -> (-1,2,16)
Connected (-1,2,15) -> (-1,2,14)
====================
-1,2,16 (-1,2,16)
Connected (-1,2,16) -> (0,2,16)
Ignored (-2,2,16) because it's out of bounds.
Connected (-1,2,16) -> (-1,3,16)
Connected (-1,2,16) -> (-1,1,16)
Connected (-1,2,16) -> (-1,2,17)
Connected (-1,2,16) -> (-1,2,15)
====================
-1,2,17 (-1,2,17)
Connected (-1,2,17) -> (0,2,17)
Ignored (-2,2,17) because it's out of bounds.
Connected (-1,2,17) -> (-1,3,17)
Connected (-1,2,17) -> (-1,1,17)
Connected (-1,2,17) -> (-1,2,18)
Connected (-1,2,17) -> (-1,2,16)
====================
-1,2,18 (-1,2,18)
Connected (-1,2,18) -> (0,2,18)
Ignored (-2,2,18) because it's out of bounds.
Connected (-1,2,18) -> (-1,3,18)
Connected (-1,2,18) -> (-1,1,18)
Connected (-1,2,18) -> (-1,2,19)
Connected (-1,2,18) -> (-1,2,17)
====================
-1,2,19 (-1,2,19)
Connected (-1,2,19) -> (0,2,19)
Ignored (-2,2,19) because it's out of bounds.
Connected (-1,2,19) -> (-1,3,19)
Connected (-1,2,19) -> (-1,1,19)
Connected (-1,2,19) -> (-1,2,20)
Connected (-1,2,19) -> (-1,2,18)
====================
-1,2,20 (-1,2,20)
Connected (-1,2,20) -> (0,2,20)
Ignored (-2,2,20) because it's out of bounds.
Connected (-1,2,20) -> (-1,3,20)
Connected (-1,2,20) -> (-1,1,20)
Ignored (-1,2,21) because it's out of bounds.
Connected (-1,2,20) -> (-1,2,19)
====================
-1,3,-1 (-1,3,-1)
Connected (-1,3,-1) -> (0,3,-1)
Ignored (-2,3,-1) because it's out of bounds.
Connected (-1,3,-1) -> (-1,4,-1)
Connected (-1,3,-1) -> (-1,2,-1)
Connected (-1,3,-1) -> (-1,3,0)
Ignored (-1,3,-2) because it's out of bounds.
====================
-1,3,0 (-1,3,0)
Connected (-1,3,0) -> (0,3,0)
Ignored (-2,3,0) because it's out of bounds.
Connected (-1,3,0) -> (-1,4,0)
Connected (-1,3,0) -> (-1,2,0)
Connected (-1,3,0) -> (-1,3,1)
Connected (-1,3,0) -> (-1,3,-1)
====================
-1,3,1 (-1,3,1)
Connected (-1,3,1) -> (0,3,1)
Ignored (-2,3,1) because it's out of bounds.
Connected (-1,3,1) -> (-1,4,1)
Connected (-1,3,1) -> (-1,2,1)
Connected (-1,3,1) -> (-1,3,2)
Connected (-1,3,1) -> (-1,3,0)
====================
-1,3,2 (-1,3,2)
Connected (-1,3,2) -> (0,3,2)
Ignored (-2,3,2) because it's out of bounds.
Connected (-1,3,2) -> (-1,4,2)
Connected (-1,3,2) -> (-1,2,2)
Connected (-1,3,2) -> (-1,3,3)
Connected (-1,3,2) -> (-1,3,1)
====================
-1,3,3 (-1,3,3)
Connected (-1,3,3) -> (0,3,3)
Ignored (-2,3,3) because it's out of bounds.
Connected (-1,3,3) -> (-1,4,3)
Connected (-1,3,3) -> (-1,2,3)
Connected (-1,3,3) -> (-1,3,4)
Connected (-1,3,3) -> (-1,3,2)
====================
-1,3,4 (-1,3,4)
Connected (-1,3,4) -> (0,3,4)
Ignored (-2,3,4) because it's out of bounds.
Connected (-1,3,4) -> (-1,4,4)
Connected (-1,3,4) -> (-1,2,4)
Connected (-1,3,4) -> (-1,3,5)
Connected (-1,3,4) -> (-1,3,3)
====================
-1,3,5 (-1,3,5)
Connected (-1,3,5) -> (0,3,5)
Ignored (-2,3,5) because it's out of bounds.
Connected (-1,3,5) -> (-1,4,5)
Connected (-1,3,5) -> (-1,2,5)
Connected (-1,3,5) -> (-1,3,6)
Connected (-1,3,5) -> (-1,3,4)
====================
-1,3,6 (-1,3,6)
Connected (-1,3,6) -> (0,3,6)
Ignored (-2,3,6) because it's out of bounds.
Connected (-1,3,6) -> (-1,4,6)
Connected (-1,3,6) -> (-1,2,6)
Connected (-1,3,6) -> (-1,3,7)
Connected (-1,3,6) -> (-1,3,5)
====================
-1,3,7 (-1,3,7)
Connected (-1,3,7) -> (0,3,7)
Ignored (-2,3,7) because it's out of bounds.
Connected (-1,3,7) -> (-1,4,7)
Connected (-1,3,7) -> (-1,2,7)
Connected (-1,3,7) -> (-1,3,8)
Connected (-1,3,7) -> (-1,3,6)
====================
-1,3,8 (-1,3,8)
Connected (-1,3,8) -> (0,3,8)
Ignored (-2,3,8) because it's out of bounds.
Connected (-1,3,8) -> (-1,4,8)
Connected (-1,3,8) -> (-1,2,8)
Connected (-1,3,8) -> (-1,3,9)
Connected (-1,3,8) -> (-1,3,7)
====================
-1,3,9 (-1,3,9)
Connected (-1,3,9) -> (0,3,9)
Ignored (-2,3,9) because it's out of bounds.
Connected (-1,3,9) -> (-1,4,9)
Connected (-1,3,9) -> (-1,2,9)
Connected (-1,3,9) -> (-1,3,10)
Connected (-1,3,9) -> (-1,3,8)
====================
-1,3,10 (-1,3,10)
Connected (-1,3,10) -> (0,3,10)
Ignored (-2,3,10) because it's out of bounds.
Connected (-1,3,10) -> (-1,4,10)
Connected (-1,3,10) -> (-1,2,10)
Connected (-1,3,10) -> (-1,3,11)
Connected (-1,3,10) -> (-1,3,9)
====================
-1,3,11 (-1,3,11)
Connected (-1,3,11) -> (0,3,11)
Ignored (-2,3,11) because it's out of bounds.
Connected (-1,3,11) -> (-1,4,11)
Connected (-1,3,11) -> (-1,2,11)
Connected (-1,3,11) -> (-1,3,12)
Connected (-1,3,11) -> (-1,3,10)
====================
-1,3,12 (-1,3,12)
Connected (-1,3,12) -> (0,3,12)
Ignored (-2,3,12) because it's out of bounds.
Connected (-1,3,12) -> (-1,4,12)
Connected (-1,3,12) -> (-1,2,12)
Connected (-1,3,12) -> (-1,3,13)
Connected (-1,3,12) -> (-1,3,11)
====================
-1,3,13 (-1,3,13)
Connected (-1,3,13) -> (0,3,13)
Ignored (-2,3,13) because it's out of bounds.
Connected (-1,3,13) -> (-1,4,13)
Connected (-1,3,13) -> (-1,2,13)
Connected (-1,3,13) -> (-1,3,14)
Connected (-1,3,13) -> (-1,3,12)
====================
-1,3,14 (-1,3,14)
Connected (-1,3,14) -> (0,3,14)
Ignored (-2,3,14) because it's out of bounds.
Connected (-1,3,14) -> (-1,4,14)
Connected (-1,3,14) -> (-1,2,14)
Connected (-1,3,14) -> (-1,3,15)
Connected (-1,3,14) -> (-1,3,13)
====================
-1,3,15 (-1,3,15)
Connected (-1,3,15) -> (0,3,15)
Ignored (-2,3,15) because it's out of bounds.
Connected (-1,3,15) -> (-1,4,15)
Connected (-1,3,15) -> (-1,2,15)
Connected (-1,3,15) -> (-1,3,16)
Connected (-1,3,15) -> (-1,3,14)
====================
-1,3,16 (-1,3,16)
Connected (-1,3,16) -> (0,3,16)
Ignored (-2,3,16) because it's out of bounds.
Connected (-1,3,16) -> (-1,4,16)
Connected (-1,3,16) -> (-1,2,16)
Connected (-1,3,16) -> (-1,3,17)
Connected (-1,3,16) -> (-1,3,15)
====================
-1,3,17 (-1,3,17)
Connected (-1,3,17) -> (0,3,17)
Ignored (-2,3,17) because it's out of bounds.
Connected (-1,3,17) -> (-1,4,17)
Connected (-1,3,17) -> (-1,2,17)
Connected (-1,3,17) -> (-1,3,18)
Connected (-1,3,17) -> (-1,3,16)
====================
-1,3,18 (-1,3,18)
Connected (-1,3,18) -> (0,3,18)
Ignored (-2,3,18) because it's out of bounds.
Connected (-1,3,18) -> (-1,4,18)
Connected (-1,3,18) -> (-1,2,18)
Connected (-1,3,18) -> (-1,3,19)
Connected (-1,3,18) -> (-1,3,17)
====================
-1,3,19 (-1,3,19)
Connected (-1,3,19) -> (0,3,19)
Ignored (-2,3,19) because it's out of bounds.
Connected (-1,3,19) -> (-1,4,19)
Connected (-1,3,19) -> (-1,2,19)
Connected (-1,3,19) -> (-1,3,20)
Connected (-1,3,19) -> (-1,3,18)
====================
-1,3,20 (-1,3,20)
Connected (-1,3,20) -> (0,3,20)
Ignored (-2,3,20) because it's out of bounds.
Connected (-1,3,20) -> (-1,4,20)
Connected (-1,3,20) -> (-1,2,20)
Ignored (-1,3,21) because it's out of bounds.
Connected (-1,3,20) -> (-1,3,19)
====================
-1,4,-1 (-1,4,-1)
Connected (-1,4,-1) -> (0,4,-1)
Ignored (-2,4,-1) because it's out of bounds.
Connected (-1,4,-1) -> (-1,5,-1)
Connected (-1,4,-1) -> (-1,3,-1)
Connected (-1,4,-1) -> (-1,4,0)
Ignored (-1,4,-2) because it's out of bounds.
====================
-1,4,0 (-1,4,0)
Connected (-1,4,0) -> (0,4,0)
Ignored (-2,4,0) because it's out of bounds.
Connected (-1,4,0) -> (-1,5,0)
Connected (-1,4,0) -> (-1,3,0)
Connected (-1,4,0) -> (-1,4,1)
Connected (-1,4,0) -> (-1,4,-1)
====================
-1,4,1 (-1,4,1)
Connected (-1,4,1) -> (0,4,1)
Ignored (-2,4,1) because it's out of bounds.
Connected (-1,4,1) -> (-1,5,1)
Connected (-1,4,1) -> (-1,3,1)
Connected (-1,4,1) -> (-1,4,2)
Connected (-1,4,1) -> (-1,4,0)
====================
-1,4,2 (-1,4,2)
Connected (-1,4,2) -> (0,4,2)
Ignored (-2,4,2) because it's out of bounds.
Connected (-1,4,2) -> (-1,5,2)
Connected (-1,4,2) -> (-1,3,2)
Connected (-1,4,2) -> (-1,4,3)
Connected (-1,4,2) -> (-1,4,1)
====================
-1,4,3 (-1,4,3)
Connected (-1,4,3) -> (0,4,3)
Ignored (-2,4,3) because it's out of bounds.
Connected (-1,4,3) -> (-1,5,3)
Connected (-1,4,3) -> (-1,3,3)
Connected (-1,4,3) -> (-1,4,4)
Connected (-1,4,3) -> (-1,4,2)
====================
-1,4,4 (-1,4,4)
Connected (-1,4,4) -> (0,4,4)
Ignored (-2,4,4) because it's out of bounds.
Connected (-1,4,4) -> (-1,5,4)
Connected (-1,4,4) -> (-1,3,4)
Connected (-1,4,4) -> (-1,4,5)
Connected (-1,4,4) -> (-1,4,3)
====================
-1,4,5 (-1,4,5)
Connected (-1,4,5) -> (0,4,5)
Ignored (-2,4,5) because it's out of bounds.
Connected (-1,4,5) -> (-1,5,5)
Connected (-1,4,5) -> (-1,3,5)
Connected (-1,4,5) -> (-1,4,6)
Connected (-1,4,5) -> (-1,4,4)
====================
-1,4,6 (-1,4,6)
Connected (-1,4,6) -> (0,4,6)
Ignored (-2,4,6) because it's out of bounds.
Connected (-1,4,6) -> (-1,5,6)
Connected (-1,4,6) -> (-1,3,6)
Connected (-1,4,6) -> (-1,4,7)
Connected (-1,4,6) -> (-1,4,5)
====================
-1,4,7 (-1,4,7)
Connected (-1,4,7) -> (0,4,7)
Ignored (-2,4,7) because it's out of bounds.
Connected (-1,4,7) -> (-1,5,7)
Connected (-1,4,7) -> (-1,3,7)
Connected (-1,4,7) -> (-1,4,8)
Connected (-1,4,7) -> (-1,4,6)
====================
-1,4,8 (-1,4,8)
Connected (-1,4,8) -> (0,4,8)
Ignored (-2,4,8) because it's out of bounds.
Connected (-1,4,8) -> (-1,5,8)
Connected (-1,4,8) -> (-1,3,8)
Connected (-1,4,8) -> (-1,4,9)
Connected (-1,4,8) -> (-1,4,7)
====================
-1,4,9 (-1,4,9)
Connected (-1,4,9) -> (0,4,9)
Ignored (-2,4,9) because it's out of bounds.
Connected (-1,4,9) -> (-1,5,9)
Connected (-1,4,9) -> (-1,3,9)
Connected (-1,4,9) -> (-1,4,10)
Connected (-1,4,9) -> (-1,4,8)
====================
-1,4,10 (-1,4,10)
Connected (-1,4,10) -> (0,4,10)
Ignored (-2,4,10) because it's out of bounds.
Connected (-1,4,10) -> (-1,5,10)
Connected (-1,4,10) -> (-1,3,10)
Connected (-1,4,10) -> (-1,4,11)
Connected (-1,4,10) -> (-1,4,9)
====================
-1,4,11 (-1,4,11)
Connected (-1,4,11) -> (0,4,11)
Ignored (-2,4,11) because it's out of bounds.
Connected (-1,4,11) -> (-1,5,11)
Connected (-1,4,11) -> (-1,3,11)
Connected (-1,4,11) -> (-1,4,12)
Connected (-1,4,11) -> (-1,4,10)
====================
-1,4,12 (-1,4,12)
Connected (-1,4,12) -> (0,4,12)
Ignored (-2,4,12) because it's out of bounds.
Connected (-1,4,12) -> (-1,5,12)
Connected (-1,4,12) -> (-1,3,12)
Connected (-1,4,12) -> (-1,4,13)
Connected (-1,4,12) -> (-1,4,11)
====================
-1,4,13 (-1,4,13)
Connected (-1,4,13) -> (0,4,13)
Ignored (-2,4,13) because it's out of bounds.
Connected (-1,4,13) -> (-1,5,13)
Connected (-1,4,13) -> (-1,3,13)
Connected (-1,4,13) -> (-1,4,14)
Connected (-1,4,13) -> (-1,4,12)
====================
-1,4,14 (-1,4,14)
Connected (-1,4,14) -> (0,4,14)
Ignored (-2,4,14) because it's out of bounds.
Connected (-1,4,14) -> (-1,5,14)
Connected (-1,4,14) -> (-1,3,14)
Connected (-1,4,14) -> (-1,4,15)
Connected (-1,4,14) -> (-1,4,13)
====================
-1,4,15 (-1,4,15)
Connected (-1,4,15) -> (0,4,15)
Ignored (-2,4,15) because it's out of bounds.
Connected (-1,4,15) -> (-1,5,15)
Connected (-1,4,15) -> (-1,3,15)
Connected (-1,4,15) -> (-1,4,16)
Connected (-1,4,15) -> (-1,4,14)
====================
-1,4,16 (-1,4,16)
Connected (-1,4,16) -> (0,4,16)
Ignored (-2,4,16) because it's out of bounds.
Connected (-1,4,16) -> (-1,5,16)
Connected (-1,4,16) -> (-1,3,16)
Connected (-1,4,16) -> (-1,4,17)
Connected (-1,4,16) -> (-1,4,15)
====================
-1,4,17 (-1,4,17)
Connected (-1,4,17) -> (0,4,17)
Ignored (-2,4,17) because it's out of bounds.
Connected (-1,4,17) -> (-1,5,17)
Connected (-1,4,17) -> (-1,3,17)
Connected (-1,4,17) -> (-1,4,18)
Connected (-1,4,17) -> (-1,4,16)
====================
-1,4,18 (-1,4,18)
Connected (-1,4,18) -> (0,4,18)
Ignored (-2,4,18) because it's out of bounds.
Connected (-1,4,18) -> (-1,5,18)
Connected (-1,4,18) -> (-1,3,18)
Connected (-1,4,18) -> (-1,4,19)
Connected (-1,4,18) -> (-1,4,17)
====================
-1,4,19 (-1,4,19)
Connected (-1,4,19) -> (0,4,19)
Ignored (-2,4,19) because it's out of bounds.
Connected (-1,4,19) -> (-1,5,19)
Connected (-1,4,19) -> (-1,3,19)
Connected (-1,4,19) -> (-1,4,20)
Connected (-1,4,19) -> (-1,4,18)
====================
-1,4,20 (-1,4,20)
Connected (-1,4,20) -> (0,4,20)
Ignored (-2,4,20) because it's out of bounds.
Connected (-1,4,20) -> (-1,5,20)
Connected (-1,4,20) -> (-1,3,20)
Ignored (-1,4,21) because it's out of bounds.
Connected (-1,4,20) -> (-1,4,19)
====================
-1,5,-1 (-1,5,-1)
Connected (-1,5,-1) -> (0,5,-1)
Ignored (-2,5,-1) because it's out of bounds.
Connected (-1,5,-1) -> (-1,6,-1)
Connected (-1,5,-1) -> (-1,4,-1)
Connected (-1,5,-1) -> (-1,5,0)
Ignored (-1,5,-2) because it's out of bounds.
====================
-1,5,0 (-1,5,0)
Connected (-1,5,0) -> (0,5,0)
Ignored (-2,5,0) because it's out of bounds.
Connected (-1,5,0) -> (-1,6,0)
Connected (-1,5,0) -> (-1,4,0)
Connected (-1,5,0) -> (-1,5,1)
Connected (-1,5,0) -> (-1,5,-1)
====================
-1,5,1 (-1,5,1)
Connected (-1,5,1) -> (0,5,1)
Ignored (-2,5,1) because it's out of bounds.
Connected (-1,5,1) -> (-1,6,1)
Connected (-1,5,1) -> (-1,4,1)
Connected (-1,5,1) -> (-1,5,2)
Connected (-1,5,1) -> (-1,5,0)
====================
-1,5,2 (-1,5,2)
Connected (-1,5,2) -> (0,5,2)
Ignored (-2,5,2) because it's out of bounds.
Connected (-1,5,2) -> (-1,6,2)
Connected (-1,5,2) -> (-1,4,2)
Connected (-1,5,2) -> (-1,5,3)
Connected (-1,5,2) -> (-1,5,1)
====================
-1,5,3 (-1,5,3)
Connected (-1,5,3) -> (0,5,3)
Ignored (-2,5,3) because it's out of bounds.
Connected (-1,5,3) -> (-1,6,3)
Connected (-1,5,3) -> (-1,4,3)
Connected (-1,5,3) -> (-1,5,4)
Connected (-1,5,3) -> (-1,5,2)
====================
-1,5,4 (-1,5,4)
Connected (-1,5,4) -> (0,5,4)
Ignored (-2,5,4) because it's out of bounds.
Connected (-1,5,4) -> (-1,6,4)
Connected (-1,5,4) -> (-1,4,4)
Connected (-1,5,4) -> (-1,5,5)
Connected (-1,5,4) -> (-1,5,3)
====================
-1,5,5 (-1,5,5)
Connected (-1,5,5) -> (0,5,5)
Ignored (-2,5,5) because it's out of bounds.
Connected (-1,5,5) -> (-1,6,5)
Connected (-1,5,5) -> (-1,4,5)
Connected (-1,5,5) -> (-1,5,6)
Connected (-1,5,5) -> (-1,5,4)
====================
-1,5,6 (-1,5,6)
Connected (-1,5,6) -> (0,5,6)
Ignored (-2,5,6) because it's out of bounds.
Connected (-1,5,6) -> (-1,6,6)
Connected (-1,5,6) -> (-1,4,6)
Connected (-1,5,6) -> (-1,5,7)
Connected (-1,5,6) -> (-1,5,5)
====================
-1,5,7 (-1,5,7)
Connected (-1,5,7) -> (0,5,7)
Ignored (-2,5,7) because it's out of bounds.
Connected (-1,5,7) -> (-1,6,7)
Connected (-1,5,7) -> (-1,4,7)
Connected (-1,5,7) -> (-1,5,8)
Connected (-1,5,7) -> (-1,5,6)
====================
-1,5,8 (-1,5,8)
Connected (-1,5,8) -> (0,5,8)
Ignored (-2,5,8) because it's out of bounds.
Connected (-1,5,8) -> (-1,6,8)
Connected (-1,5,8) -> (-1,4,8)
Connected (-1,5,8) -> (-1,5,9)
Connected (-1,5,8) -> (-1,5,7)
====================
-1,5,9 (-1,5,9)
Connected (-1,5,9) -> (0,5,9)
Ignored (-2,5,9) because it's out of bounds.
Connected (-1,5,9) -> (-1,6,9)
Connected (-1,5,9) -> (-1,4,9)
Connected (-1,5,9) -> (-1,5,10)
Connected (-1,5,9) -> (-1,5,8)
====================
-1,5,10 (-1,5,10)
Connected (-1,5,10) -> (0,5,10)
Ignored (-2,5,10) because it's out of bounds.
Connected (-1,5,10) -> (-1,6,10)
Connected (-1,5,10) -> (-1,4,10)
Connected (-1,5,10) -> (-1,5,11)
Connected (-1,5,10) -> (-1,5,9)
====================
-1,5,11 (-1,5,11)
Connected (-1,5,11) -> (0,5,11)
Ignored (-2,5,11) because it's out of bounds.
Connected (-1,5,11) -> (-1,6,11)
Connected (-1,5,11) -> (-1,4,11)
Connected (-1,5,11) -> (-1,5,12)
Connected (-1,5,11) -> (-1,5,10)
====================
-1,5,12 (-1,5,12)
Connected (-1,5,12) -> (0,5,12)
Ignored (-2,5,12) because it's out of bounds.
Connected (-1,5,12) -> (-1,6,12)
Connected (-1,5,12) -> (-1,4,12)
Connected (-1,5,12) -> (-1,5,13)
Connected (-1,5,12) -> (-1,5,11)
====================
-1,5,13 (-1,5,13)
Connected (-1,5,13) -> (0,5,13)
Ignored (-2,5,13) because it's out of bounds.
Connected (-1,5,13) -> (-1,6,13)
Connected (-1,5,13) -> (-1,4,13)
Connected (-1,5,13) -> (-1,5,14)
Connected (-1,5,13) -> (-1,5,12)
====================
-1,5,14 (-1,5,14)
Connected (-1,5,14) -> (0,5,14)
Ignored (-2,5,14) because it's out of bounds.
Connected (-1,5,14) -> (-1,6,14)
Connected (-1,5,14) -> (-1,4,14)
Connected (-1,5,14) -> (-1,5,15)
Connected (-1,5,14) -> (-1,5,13)
====================
-1,5,15 (-1,5,15)
Connected (-1,5,15) -> (0,5,15)
Ignored (-2,5,15) because it's out of bounds.
Connected (-1,5,15) -> (-1,6,15)
Connected (-1,5,15) -> (-1,4,15)
Connected (-1,5,15) -> (-1,5,16)
Connected (-1,5,15) -> (-1,5,14)
====================
-1,5,16 (-1,5,16)
Connected (-1,5,16) -> (0,5,16)
Ignored (-2,5,16) because it's out of bounds.
Connected (-1,5,16) -> (-1,6,16)
Connected (-1,5,16) -> (-1,4,16)
Connected (-1,5,16) -> (-1,5,17)
Connected (-1,5,16) -> (-1,5,15)
====================
-1,5,17 (-1,5,17)
Connected (-1,5,17) -> (0,5,17)
Ignored (-2,5,17) because it's out of bounds.
Connected (-1,5,17) -> (-1,6,17)
Connected (-1,5,17) -> (-1,4,17)
Connected (-1,5,17) -> (-1,5,18)
Connected (-1,5,17) -> (-1,5,16)
====================
-1,5,18 (-1,5,18)
Connected (-1,5,18) -> (0,5,18)
Ignored (-2,5,18) because it's out of bounds.
Connected (-1,5,18) -> (-1,6,18)
Connected (-1,5,18) -> (-1,4,18)
Connected (-1,5,18) -> (-1,5,19)
Connected (-1,5,18) -> (-1,5,17)
====================
-1,5,19 (-1,5,19)
Connected (-1,5,19) -> (0,5,19)
Ignored (-2,5,19) because it's out of bounds.
Connected (-1,5,19) -> (-1,6,19)
Connected (-1,5,19) -> (-1,4,19)
Connected (-1,5,19) -> (-1,5,20)
Connected (-1,5,19) -> (-1,5,18)
====================
-1,5,20 (-1,5,20)
Connected (-1,5,20) -> (0,5,20)
Ignored (-2,5,20) because it's out of bounds.
Connected (-1,5,20) -> (-1,6,20)
Connected (-1,5,20) -> (-1,4,20)
Ignored (-1,5,21) because it's out of bounds.
Connected (-1,5,20) -> (-1,5,19)
====================
-1,6,-1 (-1,6,-1)
Connected (-1,6,-1) -> (0,6,-1)
Ignored (-2,6,-1) because it's out of bounds.
Connected (-1,6,-1) -> (-1,7,-1)
Connected (-1,6,-1) -> (-1,5,-1)
Connected (-1,6,-1) -> (-1,6,0)
Ignored (-1,6,-2) because it's out of bounds.
====================
-1,6,0 (-1,6,0)
Connected (-1,6,0) -> (0,6,0)
Ignored (-2,6,0) because it's out of bounds.
Connected (-1,6,0) -> (-1,7,0)
Connected (-1,6,0) -> (-1,5,0)
Connected (-1,6,0) -> (-1,6,1)
Connected (-1,6,0) -> (-1,6,-1)
====================
-1,6,1 (-1,6,1)
Connected (-1,6,1) -> (0,6,1)
Ignored (-2,6,1) because it's out of bounds.
Connected (-1,6,1) -> (-1,7,1)
Connected (-1,6,1) -> (-1,5,1)
Connected (-1,6,1) -> (-1,6,2)
Connected (-1,6,1) -> (-1,6,0)
====================
-1,6,2 (-1,6,2)
Connected (-1,6,2) -> (0,6,2)
Ignored (-2,6,2) because it's out of bounds.
Connected (-1,6,2) -> (-1,7,2)
Connected (-1,6,2) -> (-1,5,2)
Connected (-1,6,2) -> (-1,6,3)
Connected (-1,6,2) -> (-1,6,1)
====================
-1,6,3 (-1,6,3)
Connected (-1,6,3) -> (0,6,3)
Ignored (-2,6,3) because it's out of bounds.
Connected (-1,6,3) -> (-1,7,3)
Connected (-1,6,3) -> (-1,5,3)
Connected (-1,6,3) -> (-1,6,4)
Connected (-1,6,3) -> (-1,6,2)
====================
-1,6,4 (-1,6,4)
Connected (-1,6,4) -> (0,6,4)
Ignored (-2,6,4) because it's out of bounds.
Connected (-1,6,4) -> (-1,7,4)
Connected (-1,6,4) -> (-1,5,4)
Connected (-1,6,4) -> (-1,6,5)
Connected (-1,6,4) -> (-1,6,3)
====================
-1,6,5 (-1,6,5)
Connected (-1,6,5) -> (0,6,5)
Ignored (-2,6,5) because it's out of bounds.
Connected (-1,6,5) -> (-1,7,5)
Connected (-1,6,5) -> (-1,5,5)
Connected (-1,6,5) -> (-1,6,6)
Connected (-1,6,5) -> (-1,6,4)
====================
-1,6,6 (-1,6,6)
Connected (-1,6,6) -> (0,6,6)
Ignored (-2,6,6) because it's out of bounds.
Connected (-1,6,6) -> (-1,7,6)
Connected (-1,6,6) -> (-1,5,6)
Connected (-1,6,6) -> (-1,6,7)
Connected (-1,6,6) -> (-1,6,5)
====================
-1,6,7 (-1,6,7)
Connected (-1,6,7) -> (0,6,7)
Ignored (-2,6,7) because it's out of bounds.
Connected (-1,6,7) -> (-1,7,7)
Connected (-1,6,7) -> (-1,5,7)
Connected (-1,6,7) -> (-1,6,8)
Connected (-1,6,7) -> (-1,6,6)
====================
-1,6,8 (-1,6,8)
Connected (-1,6,8) -> (0,6,8)
Ignored (-2,6,8) because it's out of bounds.
Connected (-1,6,8) -> (-1,7,8)
Connected (-1,6,8) -> (-1,5,8)
Connected (-1,6,8) -> (-1,6,9)
Connected (-1,6,8) -> (-1,6,7)
====================
-1,6,9 (-1,6,9)
Connected (-1,6,9) -> (0,6,9)
Ignored (-2,6,9) because it's out of bounds.
Connected (-1,6,9) -> (-1,7,9)
Connected (-1,6,9) -> (-1,5,9)
Connected (-1,6,9) -> (-1,6,10)
Connected (-1,6,9) -> (-1,6,8)
====================
-1,6,10 (-1,6,10)
Connected (-1,6,10) -> (0,6,10)
Ignored (-2,6,10) because it's out of bounds.
Connected (-1,6,10) -> (-1,7,10)
Connected (-1,6,10) -> (-1,5,10)
Connected (-1,6,10) -> (-1,6,11)
Connected (-1,6,10) -> (-1,6,9)
====================
-1,6,11 (-1,6,11)
Connected (-1,6,11) -> (0,6,11)
Ignored (-2,6,11) because it's out of bounds.
Connected (-1,6,11) -> (-1,7,11)
Connected (-1,6,11) -> (-1,5,11)
Connected (-1,6,11) -> (-1,6,12)
Connected (-1,6,11) -> (-1,6,10)
====================
-1,6,12 (-1,6,12)
Connected (-1,6,12) -> (0,6,12)
Ignored (-2,6,12) because it's out of bounds.
Connected (-1,6,12) -> (-1,7,12)
Connected (-1,6,12) -> (-1,5,12)
Connected (-1,6,12) -> (-1,6,13)
Connected (-1,6,12) -> (-1,6,11)
====================
-1,6,13 (-1,6,13)
Connected (-1,6,13) -> (0,6,13)
Ignored (-2,6,13) because it's out of bounds.
Connected (-1,6,13) -> (-1,7,13)
Connected (-1,6,13) -> (-1,5,13)
Connected (-1,6,13) -> (-1,6,14)
Connected (-1,6,13) -> (-1,6,12)
====================
-1,6,14 (-1,6,14)
Connected (-1,6,14) -> (0,6,14)
Ignored (-2,6,14) because it's out of bounds.
Connected (-1,6,14) -> (-1,7,14)
Connected (-1,6,14) -> (-1,5,14)
Connected (-1,6,14) -> (-1,6,15)
Connected (-1,6,14) -> (-1,6,13)
====================
-1,6,15 (-1,6,15)
Connected (-1,6,15) -> (0,6,15)
Ignored (-2,6,15) because it's out of bounds.
Connected (-1,6,15) -> (-1,7,15)
Connected (-1,6,15) -> (-1,5,15)
Connected (-1,6,15) -> (-1,6,16)
Connected (-1,6,15) -> (-1,6,14)
====================
-1,6,16 (-1,6,16)
Connected (-1,6,16) -> (0,6,16)
Ignored (-2,6,16) because it's out of bounds.
Connected (-1,6,16) -> (-1,7,16)
Connected (-1,6,16) -> (-1,5,16)
Connected (-1,6,16) -> (-1,6,17)
Connected (-1,6,16) -> (-1,6,15)
====================
-1,6,17 (-1,6,17)
Connected (-1,6,17) -> (0,6,17)
Ignored (-2,6,17) because it's out of bounds.
Connected (-1,6,17) -> (-1,7,17)
Connected (-1,6,17) -> (-1,5,17)
Connected (-1,6,17) -> (-1,6,18)
Connected (-1,6,17) -> (-1,6,16)
====================
-1,6,18 (-1,6,18)
Connected (-1,6,18) -> (0,6,18)
Ignored (-2,6,18) because it's out of bounds.
Connected (-1,6,18) -> (-1,7,18)
Connected (-1,6,18) -> (-1,5,18)
Connected (-1,6,18) -> (-1,6,19)
Connected (-1,6,18) -> (-1,6,17)
====================
-1,6,19 (-1,6,19)
Connected (-1,6,19) -> (0,6,19)
Ignored (-2,6,19) because it's out of bounds.
Connected (-1,6,19) -> (-1,7,19)
Connected (-1,6,19) -> (-1,5,19)
Connected (-1,6,19) -> (-1,6,20)
Connected (-1,6,19) -> (-1,6,18)
====================
-1,6,20 (-1,6,20)
Connected (-1,6,20) -> (0,6,20)
Ignored (-2,6,20) because it's out of bounds.
Connected (-1,6,20) -> (-1,7,20)
Connected (-1,6,20) -> (-1,5,20)
Ignored (-1,6,21) because it's out of bounds.
Connected (-1,6,20) -> (-1,6,19)
====================
-1,7,-1 (-1,7,-1)
Connected (-1,7,-1) -> (0,7,-1)
Ignored (-2,7,-1) because it's out of bounds.
Connected (-1,7,-1) -> (-1,8,-1)
Connected (-1,7,-1) -> (-1,6,-1)
Connected (-1,7,-1) -> (-1,7,0)
Ignored (-1,7,-2) because it's out of bounds.
====================
-1,7,0 (-1,7,0)
Connected (-1,7,0) -> (0,7,0)
Ignored (-2,7,0) because it's out of bounds.
Connected (-1,7,0) -> (-1,8,0)
Connected (-1,7,0) -> (-1,6,0)
Connected (-1,7,0) -> (-1,7,1)
Connected (-1,7,0) -> (-1,7,-1)
====================
-1,7,1 (-1,7,1)
Connected (-1,7,1) -> (0,7,1)
Ignored (-2,7,1) because it's out of bounds.
Connected (-1,7,1) -> (-1,8,1)
Connected (-1,7,1) -> (-1,6,1)
Connected (-1,7,1) -> (-1,7,2)
Connected (-1,7,1) -> (-1,7,0)
====================
-1,7,2 (-1,7,2)
Connected (-1,7,2) -> (0,7,2)
Ignored (-2,7,2) because it's out of bounds.
Connected (-1,7,2) -> (-1,8,2)
Connected (-1,7,2) -> (-1,6,2)
Connected (-1,7,2) -> (-1,7,3)
Connected (-1,7,2) -> (-1,7,1)
====================
-1,7,3 (-1,7,3)
Connected (-1,7,3) -> (0,7,3)
Ignored (-2,7,3) because it's out of bounds.
Connected (-1,7,3) -> (-1,8,3)
Connected (-1,7,3) -> (-1,6,3)
Connected (-1,7,3) -> (-1,7,4)
Connected (-1,7,3) -> (-1,7,2)
====================
-1,7,4 (-1,7,4)
Connected (-1,7,4) -> (0,7,4)
Ignored (-2,7,4) because it's out of bounds.
Connected (-1,7,4) -> (-1,8,4)
Connected (-1,7,4) -> (-1,6,4)
Connected (-1,7,4) -> (-1,7,5)
Connected (-1,7,4) -> (-1,7,3)
====================
-1,7,5 (-1,7,5)
Connected (-1,7,5) -> (0,7,5)
Ignored (-2,7,5) because it's out of bounds.
Connected (-1,7,5) -> (-1,8,5)
Connected (-1,7,5) -> (-1,6,5)
Connected (-1,7,5) -> (-1,7,6)
Connected (-1,7,5) -> (-1,7,4)
====================
-1,7,6 (-1,7,6)
Connected (-1,7,6) -> (0,7,6)
Ignored (-2,7,6) because it's out of bounds.
Connected (-1,7,6) -> (-1,8,6)
Connected (-1,7,6) -> (-1,6,6)
Connected (-1,7,6) -> (-1,7,7)
Connected (-1,7,6) -> (-1,7,5)
====================
-1,7,7 (-1,7,7)
Connected (-1,7,7) -> (0,7,7)
Ignored (-2,7,7) because it's out of bounds.
Connected (-1,7,7) -> (-1,8,7)
Connected (-1,7,7) -> (-1,6,7)
Connected (-1,7,7) -> (-1,7,8)
Connected (-1,7,7) -> (-1,7,6)
====================
-1,7,8 (-1,7,8)
Connected (-1,7,8) -> (0,7,8)
Ignored (-2,7,8) because it's out of bounds.
Connected (-1,7,8) -> (-1,8,8)
Connected (-1,7,8) -> (-1,6,8)
Connected (-1,7,8) -> (-1,7,9)
Connected (-1,7,8) -> (-1,7,7)
====================
-1,7,9 (-1,7,9)
Connected (-1,7,9) -> (0,7,9)
Ignored (-2,7,9) because it's out of bounds.
Connected (-1,7,9) -> (-1,8,9)
Connected (-1,7,9) -> (-1,6,9)
Connected (-1,7,9) -> (-1,7,10)
Connected (-1,7,9) -> (-1,7,8)
====================
-1,7,10 (-1,7,10)
Connected (-1,7,10) -> (0,7,10)
Ignored (-2,7,10) because it's out of bounds.
Connected (-1,7,10) -> (-1,8,10)
Connected (-1,7,10) -> (-1,6,10)
Connected (-1,7,10) -> (-1,7,11)
Connected (-1,7,10) -> (-1,7,9)
====================
-1,7,11 (-1,7,11)
Connected (-1,7,11) -> (0,7,11)
Ignored (-2,7,11) because it's out of bounds.
Connected (-1,7,11) -> (-1,8,11)
Connected (-1,7,11) -> (-1,6,11)
Connected (-1,7,11) -> (-1,7,12)
Connected (-1,7,11) -> (-1,7,10)
====================
-1,7,12 (-1,7,12)
Connected (-1,7,12) -> (0,7,12)
Ignored (-2,7,12) because it's out of bounds.
Connected (-1,7,12) -> (-1,8,12)
Connected (-1,7,12) -> (-1,6,12)
Connected (-1,7,12) -> (-1,7,13)
Connected (-1,7,12) -> (-1,7,11)
====================
-1,7,13 (-1,7,13)
Connected (-1,7,13) -> (0,7,13)
Ignored (-2,7,13) because it's out of bounds.
Connected (-1,7,13) -> (-1,8,13)
Connected (-1,7,13) -> (-1,6,13)
Connected (-1,7,13) -> (-1,7,14)
Connected (-1,7,13) -> (-1,7,12)
====================
-1,7,14 (-1,7,14)
Connected (-1,7,14) -> (0,7,14)
Ignored (-2,7,14) because it's out of bounds.
Connected (-1,7,14) -> (-1,8,14)
Connected (-1,7,14) -> (-1,6,14)
Connected (-1,7,14) -> (-1,7,15)
Connected (-1,7,14) -> (-1,7,13)
====================
-1,7,15 (-1,7,15)
Connected (-1,7,15) -> (0,7,15)
Ignored (-2,7,15) because it's out of bounds.
Connected (-1,7,15) -> (-1,8,15)
Connected (-1,7,15) -> (-1,6,15)
Connected (-1,7,15) -> (-1,7,16)
Connected (-1,7,15) -> (-1,7,14)
====================
-1,7,16 (-1,7,16)
Connected (-1,7,16) -> (0,7,16)
Ignored (-2,7,16) because it's out of bounds.
Connected (-1,7,16) -> (-1,8,16)
Connected (-1,7,16) -> (-1,6,16)
Connected (-1,7,16) -> (-1,7,17)
Connected (-1,7,16) -> (-1,7,15)
====================
-1,7,17 (-1,7,17)
Connected (-1,7,17) -> (0,7,17)
Ignored (-2,7,17) because it's out of bounds.
Connected (-1,7,17) -> (-1,8,17)
Connected (-1,7,17) -> (-1,6,17)
Connected (-1,7,17) -> (-1,7,18)
Connected (-1,7,17) -> (-1,7,16)
====================
-1,7,18 (-1,7,18)
Connected (-1,7,18) -> (0,7,18)
Ignored (-2,7,18) because it's out of bounds.
Connected (-1,7,18) -> (-1,8,18)
Connected (-1,7,18) -> (-1,6,18)
Connected (-1,7,18) -> (-1,7,19)
Connected (-1,7,18) -> (-1,7,17)
====================
-1,7,19 (-1,7,19)
Connected (-1,7,19) -> (0,7,19)
Ignored (-2,7,19) because it's out of bounds.
Connected (-1,7,19) -> (-1,8,19)
Connected (-1,7,19) -> (-1,6,19)
Connected (-1,7,19) -> (-1,7,20)
Connected (-1,7,19) -> (-1,7,18)
====================
-1,7,20 (-1,7,20)
Connected (-1,7,20) -> (0,7,20)
Ignored (-2,7,20) because it's out of bounds.
Connected (-1,7,20) -> (-1,8,20)
Connected (-1,7,20) -> (-1,6,20)
Ignored (-1,7,21) because it's out of bounds.
Connected (-1,7,20) -> (-1,7,19)
====================
-1,8,-1 (-1,8,-1)
Connected (-1,8,-1) -> (0,8,-1)
Ignored (-2,8,-1) because it's out of bounds.
Connected (-1,8,-1) -> (-1,9,-1)
Connected (-1,8,-1) -> (-1,7,-1)
Connected (-1,8,-1) -> (-1,8,0)
Ignored (-1,8,-2) because it's out of bounds.
====================
-1,8,0 (-1,8,0)
Connected (-1,8,0) -> (0,8,0)
Ignored (-2,8,0) because it's out of bounds.
Connected (-1,8,0) -> (-1,9,0)
Connected (-1,8,0) -> (-1,7,0)
Connected (-1,8,0) -> (-1,8,1)
Connected (-1,8,0) -> (-1,8,-1)
====================
-1,8,1 (-1,8,1)
Connected (-1,8,1) -> (0,8,1)
Ignored (-2,8,1) because it's out of bounds.
Connected (-1,8,1) -> (-1,9,1)
Connected (-1,8,1) -> (-1,7,1)
Connected (-1,8,1) -> (-1,8,2)
Connected (-1,8,1) -> (-1,8,0)
====================
-1,8,2 (-1,8,2)
Connected (-1,8,2) -> (0,8,2)
Ignored (-2,8,2) because it's out of bounds.
Connected (-1,8,2) -> (-1,9,2)
Connected (-1,8,2) -> (-1,7,2)
Connected (-1,8,2) -> (-1,8,3)
Connected (-1,8,2) -> (-1,8,1)
====================
-1,8,3 (-1,8,3)
Connected (-1,8,3) -> (0,8,3)
Ignored (-2,8,3) because it's out of bounds.
Connected (-1,8,3) -> (-1,9,3)
Connected (-1,8,3) -> (-1,7,3)
Connected (-1,8,3) -> (-1,8,4)
Connected (-1,8,3) -> (-1,8,2)
====================
-1,8,4 (-1,8,4)
Connected (-1,8,4) -> (0,8,4)
Ignored (-2,8,4) because it's out of bounds.
Connected (-1,8,4) -> (-1,9,4)
Connected (-1,8,4) -> (-1,7,4)
Connected (-1,8,4) -> (-1,8,5)
Connected (-1,8,4) -> (-1,8,3)
====================
-1,8,5 (-1,8,5)
Connected (-1,8,5) -> (0,8,5)
Ignored (-2,8,5) because it's out of bounds.
Connected (-1,8,5) -> (-1,9,5)
Connected (-1,8,5) -> (-1,7,5)
Connected (-1,8,5) -> (-1,8,6)
Connected (-1,8,5) -> (-1,8,4)
====================
-1,8,6 (-1,8,6)
Connected (-1,8,6) -> (0,8,6)
Ignored (-2,8,6) because it's out of bounds.
Connected (-1,8,6) -> (-1,9,6)
Connected (-1,8,6) -> (-1,7,6)
Connected (-1,8,6) -> (-1,8,7)
Connected (-1,8,6) -> (-1,8,5)
====================
-1,8,7 (-1,8,7)
Connected (-1,8,7) -> (0,8,7)
Ignored (-2,8,7) because it's out of bounds.
Connected (-1,8,7) -> (-1,9,7)
Connected (-1,8,7) -> (-1,7,7)
Connected (-1,8,7) -> (-1,8,8)
Connected (-1,8,7) -> (-1,8,6)
====================
-1,8,8 (-1,8,8)
Connected (-1,8,8) -> (0,8,8)
Ignored (-2,8,8) because it's out of bounds.
Connected (-1,8,8) -> (-1,9,8)
Connected (-1,8,8) -> (-1,7,8)
Connected (-1,8,8) -> (-1,8,9)
Connected (-1,8,8) -> (-1,8,7)
====================
-1,8,9 (-1,8,9)
Connected (-1,8,9) -> (0,8,9)
Ignored (-2,8,9) because it's out of bounds.
Connected (-1,8,9) -> (-1,9,9)
Connected (-1,8,9) -> (-1,7,9)
Connected (-1,8,9) -> (-1,8,10)
Connected (-1,8,9) -> (-1,8,8)
====================
-1,8,10 (-1,8,10)
Ignored (0,8,10) because a block exists there.
Ignored (-2,8,10) because it's out of bounds.
Connected (-1,8,10) -> (-1,9,10)
Connected (-1,8,10) -> (-1,7,10)
Connected (-1,8,10) -> (-1,8,11)
Connected (-1,8,10) -> (-1,8,9)
====================
-1,8,11 (-1,8,11)
Connected (-1,8,11) -> (0,8,11)
Ignored (-2,8,11) because it's out of bounds.
Connected (-1,8,11) -> (-1,9,11)
Connected (-1,8,11) -> (-1,7,11)
Connected (-1,8,11) -> (-1,8,12)
Connected (-1,8,11) -> (-1,8,10)
====================
-1,8,12 (-1,8,12)
Connected (-1,8,12) -> (0,8,12)
Ignored (-2,8,12) because it's out of bounds.
Connected (-1,8,12) -> (-1,9,12)
Connected (-1,8,12) -> (-1,7,12)
Connected (-1,8,12) -> (-1,8,13)
Connected (-1,8,12) -> (-1,8,11)
====================
-1,8,13 (-1,8,13)
Connected (-1,8,13) -> (0,8,13)
Ignored (-2,8,13) because it's out of bounds.
Connected (-1,8,13) -> (-1,9,13)
Connected (-1,8,13) -> (-1,7,13)
Connected (-1,8,13) -> (-1,8,14)
Connected (-1,8,13) -> (-1,8,12)
====================
-1,8,14 (-1,8,14)
Connected (-1,8,14) -> (0,8,14)
Ignored (-2,8,14) because it's out of bounds.
Connected (-1,8,14) -> (-1,9,14)
Connected (-1,8,14) -> (-1,7,14)
Connected (-1,8,14) -> (-1,8,15)
Connected (-1,8,14) -> (-1,8,13)
====================
-1,8,15 (-1,8,15)
Connected (-1,8,15) -> (0,8,15)
Ignored (-2,8,15) because it's out of bounds.
Connected (-1,8,15) -> (-1,9,15)
Connected (-1,8,15) -> (-1,7,15)
Connected (-1,8,15) -> (-1,8,16)
Connected (-1,8,15) -> (-1,8,14)
====================
-1,8,16 (-1,8,16)
Connected (-1,8,16) -> (0,8,16)
Ignored (-2,8,16) because it's out of bounds.
Connected (-1,8,16) -> (-1,9,16)
Connected (-1,8,16) -> (-1,7,16)
Connected (-1,8,16) -> (-1,8,17)
Connected (-1,8,16) -> (-1,8,15)
====================
-1,8,17 (-1,8,17)
Connected (-1,8,17) -> (0,8,17)
Ignored (-2,8,17) because it's out of bounds.
Connected (-1,8,17) -> (-1,9,17)
Connected (-1,8,17) -> (-1,7,17)
Connected (-1,8,17) -> (-1,8,18)
Connected (-1,8,17) -> (-1,8,16)
====================
-1,8,18 (-1,8,18)
Connected (-1,8,18) -> (0,8,18)
Ignored (-2,8,18) because it's out of bounds.
Connected (-1,8,18) -> (-1,9,18)
Connected (-1,8,18) -> (-1,7,18)
Connected (-1,8,18) -> (-1,8,19)
Connected (-1,8,18) -> (-1,8,17)
====================
-1,8,19 (-1,8,19)
Connected (-1,8,19) -> (0,8,19)
Ignored (-2,8,19) because it's out of bounds.
Connected (-1,8,19) -> (-1,9,19)
Connected (-1,8,19) -> (-1,7,19)
Connected (-1,8,19) -> (-1,8,20)
Connected (-1,8,19) -> (-1,8,18)
====================
-1,8,20 (-1,8,20)
Connected (-1,8,20) -> (0,8,20)
Ignored (-2,8,20) because it's out of bounds.
Connected (-1,8,20) -> (-1,9,20)
Connected (-1,8,20) -> (-1,7,20)
Ignored (-1,8,21) because it's out of bounds.
Connected (-1,8,20) -> (-1,8,19)
====================
-1,9,-1 (-1,9,-1)
Connected (-1,9,-1) -> (0,9,-1)
Ignored (-2,9,-1) because it's out of bounds.
Connected (-1,9,-1) -> (-1,10,-1)
Connected (-1,9,-1) -> (-1,8,-1)
Connected (-1,9,-1) -> (-1,9,0)
Ignored (-1,9,-2) because it's out of bounds.
====================
-1,9,0 (-1,9,0)
Connected (-1,9,0) -> (0,9,0)
Ignored (-2,9,0) because it's out of bounds.
Connected (-1,9,0) -> (-1,10,0)
Connected (-1,9,0) -> (-1,8,0)
Connected (-1,9,0) -> (-1,9,1)
Connected (-1,9,0) -> (-1,9,-1)
====================
-1,9,1 (-1,9,1)
Connected (-1,9,1) -> (0,9,1)
Ignored (-2,9,1) because it's out of bounds.
Connected (-1,9,1) -> (-1,10,1)
Connected (-1,9,1) -> (-1,8,1)
Connected (-1,9,1) -> (-1,9,2)
Connected (-1,9,1) -> (-1,9,0)
====================
-1,9,2 (-1,9,2)
Connected (-1,9,2) -> (0,9,2)
Ignored (-2,9,2) because it's out of bounds.
Connected (-1,9,2) -> (-1,10,2)
Connected (-1,9,2) -> (-1,8,2)
Connected (-1,9,2) -> (-1,9,3)
Connected (-1,9,2) -> (-1,9,1)
====================
-1,9,3 (-1,9,3)
Connected (-1,9,3) -> (0,9,3)
Ignored (-2,9,3) because it's out of bounds.
Connected (-1,9,3) -> (-1,10,3)
Connected (-1,9,3) -> (-1,8,3)
Connected (-1,9,3) -> (-1,9,4)
Connected (-1,9,3) -> (-1,9,2)
====================
-1,9,4 (-1,9,4)
Connected (-1,9,4) -> (0,9,4)
Ignored (-2,9,4) because it's out of bounds.
Connected (-1,9,4) -> (-1,10,4)
Connected (-1,9,4) -> (-1,8,4)
Connected (-1,9,4) -> (-1,9,5)
Connected (-1,9,4) -> (-1,9,3)
====================
-1,9,5 (-1,9,5)
Connected (-1,9,5) -> (0,9,5)
Ignored (-2,9,5) because it's out of bounds.
Connected (-1,9,5) -> (-1,10,5)
Connected (-1,9,5) -> (-1,8,5)
Connected (-1,9,5) -> (-1,9,6)
Connected (-1,9,5) -> (-1,9,4)
====================
-1,9,6 (-1,9,6)
Connected (-1,9,6) -> (0,9,6)
Ignored (-2,9,6) because it's out of bounds.
Connected (-1,9,6) -> (-1,10,6)
Connected (-1,9,6) -> (-1,8,6)
Connected (-1,9,6) -> (-1,9,7)
Connected (-1,9,6) -> (-1,9,5)
====================
-1,9,7 (-1,9,7)
Connected (-1,9,7) -> (0,9,7)
Ignored (-2,9,7) because it's out of bounds.
Connected (-1,9,7) -> (-1,10,7)
Connected (-1,9,7) -> (-1,8,7)
Connected (-1,9,7) -> (-1,9,8)
Connected (-1,9,7) -> (-1,9,6)
====================
-1,9,8 (-1,9,8)
Connected (-1,9,8) -> (0,9,8)
Ignored (-2,9,8) because it's out of bounds.
Connected (-1,9,8) -> (-1,10,8)
Connected (-1,9,8) -> (-1,8,8)
Connected (-1,9,8) -> (-1,9,9)
Connected (-1,9,8) -> (-1,9,7)
====================
-1,9,9 (-1,9,9)
Connected (-1,9,9) -> (0,9,9)
Ignored (-2,9,9) because it's out of bounds.
Connected (-1,9,9) -> (-1,10,9)
Connected (-1,9,9) -> (-1,8,9)
Connected (-1,9,9) -> (-1,9,10)
Connected (-1,9,9) -> (-1,9,8)
====================
-1,9,10 (-1,9,10)
Connected (-1,9,10) -> (0,9,10)
Ignored (-2,9,10) because it's out of bounds.
Connected (-1,9,10) -> (-1,10,10)
Connected (-1,9,10) -> (-1,8,10)
Connected (-1,9,10) -> (-1,9,11)
Connected (-1,9,10) -> (-1,9,9)
====================
-1,9,11 (-1,9,11)
Connected (-1,9,11) -> (0,9,11)
Ignored (-2,9,11) because it's out of bounds.
Connected (-1,9,11) -> (-1,10,11)
Connected (-1,9,11) -> (-1,8,11)
Connected (-1,9,11) -> (-1,9,12)
Connected (-1,9,11) -> (-1,9,10)
====================
-1,9,12 (-1,9,12)
Connected (-1,9,12) -> (0,9,12)
Ignored (-2,9,12) because it's out of bounds.
Connected (-1,9,12) -> (-1,10,12)
Connected (-1,9,12) -> (-1,8,12)
Connected (-1,9,12) -> (-1,9,13)
Connected (-1,9,12) -> (-1,9,11)
====================
-1,9,13 (-1,9,13)
Connected (-1,9,13) -> (0,9,13)
Ignored (-2,9,13) because it's out of bounds.
Connected (-1,9,13) -> (-1,10,13)
Connected (-1,9,13) -> (-1,8,13)
Connected (-1,9,13) -> (-1,9,14)
Connected (-1,9,13) -> (-1,9,12)
====================
-1,9,14 (-1,9,14)
Connected (-1,9,14) -> (0,9,14)
Ignored (-2,9,14) because it's out of bounds.
Connected (-1,9,14) -> (-1,10,14)
Connected (-1,9,14) -> (-1,8,14)
Connected (-1,9,14) -> (-1,9,15)
Connected (-1,9,14) -> (-1,9,13)
====================
-1,9,15 (-1,9,15)
Connected (-1,9,15) -> (0,9,15)
Ignored (-2,9,15) because it's out of bounds.
Connected (-1,9,15) -> (-1,10,15)
Connected (-1,9,15) -> (-1,8,15)
Connected (-1,9,15) -> (-1,9,16)
Connected (-1,9,15) -> (-1,9,14)
====================
-1,9,16 (-1,9,16)
Connected (-1,9,16) -> (0,9,16)
Ignored (-2,9,16) because it's out of bounds.
Connected (-1,9,16) -> (-1,10,16)
Connected (-1,9,16) -> (-1,8,16)
Connected (-1,9,16) -> (-1,9,17)
Connected (-1,9,16) -> (-1,9,15)
====================
-1,9,17 (-1,9,17)
Connected (-1,9,17) -> (0,9,17)
Ignored (-2,9,17) because it's out of bounds.
Connected (-1,9,17) -> (-1,10,17)
Connected (-1,9,17) -> (-1,8,17)
Connected (-1,9,17) -> (-1,9,18)
Connected (-1,9,17) -> (-1,9,16)
====================
-1,9,18 (-1,9,18)
Connected (-1,9,18) -> (0,9,18)
Ignored (-2,9,18) because it's out of bounds.
Connected (-1,9,18) -> (-1,10,18)
Connected (-1,9,18) -> (-1,8,18)
Connected (-1,9,18) -> (-1,9,19)
Connected (-1,9,18) -> (-1,9,17)
====================
-1,9,19 (-1,9,19)
Connected (-1,9,19) -> (0,9,19)
Ignored (-2,9,19) because it's out of bounds.
Connected (-1,9,19) -> (-1,10,19)
Connected (-1,9,19) -> (-1,8,19)
Connected (-1,9,19) -> (-1,9,20)
Connected (-1,9,19) -> (-1,9,18)
====================
-1,9,20 (-1,9,20)
Connected (-1,9,20) -> (0,9,20)
Ignored (-2,9,20) because it's out of bounds.
Connected (-1,9,20) -> (-1,10,20)
Connected (-1,9,20) -> (-1,8,20)
Ignored (-1,9,21) because it's out of bounds.
Connected (-1,9,20) -> (-1,9,19)
====================
-1,10,-1 (-1,10,-1)
Connected (-1,10,-1) -> (0,10,-1)
Ignored (-2,10,-1) because it's out of bounds.
Connected (-1,10,-1) -> (-1,11,-1)
Connected (-1,10,-1) -> (-1,9,-1)
Connected (-1,10,-1) -> (-1,10,0)
Ignored (-1,10,-2) because it's out of bounds.
====================
-1,10,0 (-1,10,0)
Connected (-1,10,0) -> (0,10,0)
Ignored (-2,10,0) because it's out of bounds.
Connected (-1,10,0) -> (-1,11,0)
Connected (-1,10,0) -> (-1,9,0)
Connected (-1,10,0) -> (-1,10,1)
Connected (-1,10,0) -> (-1,10,-1)
====================
-1,10,1 (-1,10,1)
Connected (-1,10,1) -> (0,10,1)
Ignored (-2,10,1) because it's out of bounds.
Connected (-1,10,1) -> (-1,11,1)
Connected (-1,10,1) -> (-1,9,1)
Connected (-1,10,1) -> (-1,10,2)
Connected (-1,10,1) -> (-1,10,0)
====================
-1,10,2 (-1,10,2)
Connected (-1,10,2) -> (0,10,2)
Ignored (-2,10,2) because it's out of bounds.
Connected (-1,10,2) -> (-1,11,2)
Connected (-1,10,2) -> (-1,9,2)
Connected (-1,10,2) -> (-1,10,3)
Connected (-1,10,2) -> (-1,10,1)
====================
-1,10,3 (-1,10,3)
Connected (-1,10,3) -> (0,10,3)
Ignored (-2,10,3) because it's out of bounds.
Connected (-1,10,3) -> (-1,11,3)
Connected (-1,10,3) -> (-1,9,3)
Connected (-1,10,3) -> (-1,10,4)
Connected (-1,10,3) -> (-1,10,2)
====================
-1,10,4 (-1,10,4)
Connected (-1,10,4) -> (0,10,4)
Ignored (-2,10,4) because it's out of bounds.
Connected (-1,10,4) -> (-1,11,4)
Connected (-1,10,4) -> (-1,9,4)
Connected (-1,10,4) -> (-1,10,5)
Connected (-1,10,4) -> (-1,10,3)
====================
-1,10,5 (-1,10,5)
Connected (-1,10,5) -> (0,10,5)
Ignored (-2,10,5) because it's out of bounds.
Connected (-1,10,5) -> (-1,11,5)
Connected (-1,10,5) -> (-1,9,5)
Connected (-1,10,5) -> (-1,10,6)
Connected (-1,10,5) -> (-1,10,4)
====================
-1,10,6 (-1,10,6)
Connected (-1,10,6) -> (0,10,6)
Ignored (-2,10,6) because it's out of bounds.
Connected (-1,10,6) -> (-1,11,6)
Connected (-1,10,6) -> (-1,9,6)
Connected (-1,10,6) -> (-1,10,7)
Connected (-1,10,6) -> (-1,10,5)
====================
-1,10,7 (-1,10,7)
Connected (-1,10,7) -> (0,10,7)
Ignored (-2,10,7) because it's out of bounds.
Connected (-1,10,7) -> (-1,11,7)
Connected (-1,10,7) -> (-1,9,7)
Connected (-1,10,7) -> (-1,10,8)
Connected (-1,10,7) -> (-1,10,6)
====================
-1,10,8 (-1,10,8)
Connected (-1,10,8) -> (0,10,8)
Ignored (-2,10,8) because it's out of bounds.
Connected (-1,10,8) -> (-1,11,8)
Connected (-1,10,8) -> (-1,9,8)
Connected (-1,10,8) -> (-1,10,9)
Connected (-1,10,8) -> (-1,10,7)
====================
-1,10,9 (-1,10,9)
Connected (-1,10,9) -> (0,10,9)
Ignored (-2,10,9) because it's out of bounds.
Connected (-1,10,9) -> (-1,11,9)
Connected (-1,10,9) -> (-1,9,9)
Connected (-1,10,9) -> (-1,10,10)
Connected (-1,10,9) -> (-1,10,8)
====================
-1,10,10 (-1,10,10)
Connected (-1,10,10) -> (0,10,10)
Ignored (-2,10,10) because it's out of bounds.
Connected (-1,10,10) -> (-1,11,10)
Connected (-1,10,10) -> (-1,9,10)
Connected (-1,10,10) -> (-1,10,11)
Connected (-1,10,10) -> (-1,10,9)
====================
-1,10,11 (-1,10,11)
Connected (-1,10,11) -> (0,10,11)
Ignored (-2,10,11) because it's out of bounds.
Connected (-1,10,11) -> (-1,11,11)
Connected (-1,10,11) -> (-1,9,11)
Connected (-1,10,11) -> (-1,10,12)
Connected (-1,10,11) -> (-1,10,10)
====================
-1,10,12 (-1,10,12)
Connected (-1,10,12) -> (0,10,12)
Ignored (-2,10,12) because it's out of bounds.
Connected (-1,10,12) -> (-1,11,12)
Connected (-1,10,12) -> (-1,9,12)
Connected (-1,10,12) -> (-1,10,13)
Connected (-1,10,12) -> (-1,10,11)
====================
-1,10,13 (-1,10,13)
Connected (-1,10,13) -> (0,10,13)
Ignored (-2,10,13) because it's out of bounds.
Connected (-1,10,13) -> (-1,11,13)
Connected (-1,10,13) -> (-1,9,13)
Connected (-1,10,13) -> (-1,10,14)
Connected (-1,10,13) -> (-1,10,12)
====================
-1,10,14 (-1,10,14)
Connected (-1,10,14) -> (0,10,14)
Ignored (-2,10,14) because it's out of bounds.
Connected (-1,10,14) -> (-1,11,14)
Connected (-1,10,14) -> (-1,9,14)
Connected (-1,10,14) -> (-1,10,15)
Connected (-1,10,14) -> (-1,10,13)
====================
-1,10,15 (-1,10,15)
Connected (-1,10,15) -> (0,10,15)
Ignored (-2,10,15) because it's out of bounds.
Connected (-1,10,15) -> (-1,11,15)
Connected (-1,10,15) -> (-1,9,15)
Connected (-1,10,15) -> (-1,10,16)
Connected (-1,10,15) -> (-1,10,14)
====================
-1,10,16 (-1,10,16)
Connected (-1,10,16) -> (0,10,16)
Ignored (-2,10,16) because it's out of bounds.
Connected (-1,10,16) -> (-1,11,16)
Connected (-1,10,16) -> (-1,9,16)
Connected (-1,10,16) -> (-1,10,17)
Connected (-1,10,16) -> (-1,10,15)
====================
-1,10,17 (-1,10,17)
Connected (-1,10,17) -> (0,10,17)
Ignored (-2,10,17) because it's out of bounds.
Connected (-1,10,17) -> (-1,11,17)
Connected (-1,10,17) -> (-1,9,17)
Connected (-1,10,17) -> (-1,10,18)
Connected (-1,10,17) -> (-1,10,16)
====================
-1,10,18 (-1,10,18)
Connected (-1,10,18) -> (0,10,18)
Ignored (-2,10,18) because it's out of bounds.
Connected (-1,10,18) -> (-1,11,18)
Connected (-1,10,18) -> (-1,9,18)
Connected (-1,10,18) -> (-1,10,19)
Connected (-1,10,18) -> (-1,10,17)
====================
-1,10,19 (-1,10,19)
Connected (-1,10,19) -> (0,10,19)
Ignored (-2,10,19) because it's out of bounds.
Connected (-1,10,19) -> (-1,11,19)
Connected (-1,10,19) -> (-1,9,19)
Connected (-1,10,19) -> (-1,10,20)
Connected (-1,10,19) -> (-1,10,18)
====================
-1,10,20 (-1,10,20)
Connected (-1,10,20) -> (0,10,20)
Ignored (-2,10,20) because it's out of bounds.
Connected (-1,10,20) -> (-1,11,20)
Connected (-1,10,20) -> (-1,9,20)
Ignored (-1,10,21) because it's out of bounds.
Connected (-1,10,20) -> (-1,10,19)
====================
-1,11,-1 (-1,11,-1)
Connected (-1,11,-1) -> (0,11,-1)
Ignored (-2,11,-1) because it's out of bounds.
Connected (-1,11,-1) -> (-1,12,-1)
Connected (-1,11,-1) -> (-1,10,-1)
Connected (-1,11,-1) -> (-1,11,0)
Ignored (-1,11,-2) because it's out of bounds.
====================
-1,11,0 (-1,11,0)
Connected (-1,11,0) -> (0,11,0)
Ignored (-2,11,0) because it's out of bounds.
Connected (-1,11,0) -> (-1,12,0)
Connected (-1,11,0) -> (-1,10,0)
Connected (-1,11,0) -> (-1,11,1)
Connected (-1,11,0) -> (-1,11,-1)
====================
-1,11,1 (-1,11,1)
Connected (-1,11,1) -> (0,11,1)
Ignored (-2,11,1) because it's out of bounds.
Connected (-1,11,1) -> (-1,12,1)
Connected (-1,11,1) -> (-1,10,1)
Connected (-1,11,1) -> (-1,11,2)
Connected (-1,11,1) -> (-1,11,0)
====================
-1,11,2 (-1,11,2)
Connected (-1,11,2) -> (0,11,2)
Ignored (-2,11,2) because it's out of bounds.
Connected (-1,11,2) -> (-1,12,2)
Connected (-1,11,2) -> (-1,10,2)
Connected (-1,11,2) -> (-1,11,3)
Connected (-1,11,2) -> (-1,11,1)
====================
-1,11,3 (-1,11,3)
Connected (-1,11,3) -> (0,11,3)
Ignored (-2,11,3) because it's out of bounds.
Connected (-1,11,3) -> (-1,12,3)
Connected (-1,11,3) -> (-1,10,3)
Connected (-1,11,3) -> (-1,11,4)
Connected (-1,11,3) -> (-1,11,2)
====================
-1,11,4 (-1,11,4)
Connected (-1,11,4) -> (0,11,4)
Ignored (-2,11,4) because it's out of bounds.
Connected (-1,11,4) -> (-1,12,4)
Connected (-1,11,4) -> (-1,10,4)
Connected (-1,11,4) -> (-1,11,5)
Connected (-1,11,4) -> (-1,11,3)
====================
-1,11,5 (-1,11,5)
Connected (-1,11,5) -> (0,11,5)
Ignored (-2,11,5) because it's out of bounds.
Connected (-1,11,5) -> (-1,12,5)
Connected (-1,11,5) -> (-1,10,5)
Connected (-1,11,5) -> (-1,11,6)
Connected (-1,11,5) -> (-1,11,4)
====================
-1,11,6 (-1,11,6)
Connected (-1,11,6) -> (0,11,6)
Ignored (-2,11,6) because it's out of bounds.
Connected (-1,11,6) -> (-1,12,6)
Connected (-1,11,6) -> (-1,10,6)
Connected (-1,11,6) -> (-1,11,7)
Connected (-1,11,6) -> (-1,11,5)
====================
-1,11,7 (-1,11,7)
Ignored (0,11,7) because a block exists there.
Ignored (-2,11,7) because it's out of bounds.
Connected (-1,11,7) -> (-1,12,7)
Connected (-1,11,7) -> (-1,10,7)
Connected (-1,11,7) -> (-1,11,8)
Connected (-1,11,7) -> (-1,11,6)
====================
-1,11,8 (-1,11,8)
Connected (-1,11,8) -> (0,11,8)
Ignored (-2,11,8) because it's out of bounds.
Connected (-1,11,8) -> (-1,12,8)
Connected (-1,11,8) -> (-1,10,8)
Connected (-1,11,8) -> (-1,11,9)
Connected (-1,11,8) -> (-1,11,7)
====================
-1,11,9 (-1,11,9)
Connected (-1,11,9) -> (0,11,9)
Ignored (-2,11,9) because it's out of bounds.
Connected (-1,11,9) -> (-1,12,9)
Connected (-1,11,9) -> (-1,10,9)
Connected (-1,11,9) -> (-1,11,10)
Connected (-1,11,9) -> (-1,11,8)
====================
-1,11,10 (-1,11,10)
Connected (-1,11,10) -> (0,11,10)
Ignored (-2,11,10) because it's out of bounds.
Connected (-1,11,10) -> (-1,12,10)
Connected (-1,11,10) -> (-1,10,10)
Connected (-1,11,10) -> (-1,11,11)
Connected (-1,11,10) -> (-1,11,9)
====================
-1,11,11 (-1,11,11)
Connected (-1,11,11) -> (0,11,11)
Ignored (-2,11,11) because it's out of bounds.
Connected (-1,11,11) -> (-1,12,11)
Connected (-1,11,11) -> (-1,10,11)
Connected (-1,11,11) -> (-1,11,12)
Connected (-1,11,11) -> (-1,11,10)
====================
-1,11,12 (-1,11,12)
Connected (-1,11,12) -> (0,11,12)
Ignored (-2,11,12) because it's out of bounds.
Connected (-1,11,12) -> (-1,12,12)
Connected (-1,11,12) -> (-1,10,12)
Connected (-1,11,12) -> (-1,11,13)
Connected (-1,11,12) -> (-1,11,11)
====================
-1,11,13 (-1,11,13)
Connected (-1,11,13) -> (0,11,13)
Ignored (-2,11,13) because it's out of bounds.
Connected (-1,11,13) -> (-1,12,13)
Connected (-1,11,13) -> (-1,10,13)
Connected (-1,11,13) -> (-1,11,14)
Connected (-1,11,13) -> (-1,11,12)
====================
-1,11,14 (-1,11,14)
Connected (-1,11,14) -> (0,11,14)
Ignored (-2,11,14) because it's out of bounds.
Connected (-1,11,14) -> (-1,12,14)
Connected (-1,11,14) -> (-1,10,14)
Connected (-1,11,14) -> (-1,11,15)
Connected (-1,11,14) -> (-1,11,13)
====================
-1,11,15 (-1,11,15)
Connected (-1,11,15) -> (0,11,15)
Ignored (-2,11,15) because it's out of bounds.
Connected (-1,11,15) -> (-1,12,15)
Connected (-1,11,15) -> (-1,10,15)
Connected (-1,11,15) -> (-1,11,16)
Connected (-1,11,15) -> (-1,11,14)
====================
-1,11,16 (-1,11,16)
Connected (-1,11,16) -> (0,11,16)
Ignored (-2,11,16) because it's out of bounds.
Connected (-1,11,16) -> (-1,12,16)
Connected (-1,11,16) -> (-1,10,16)
Connected (-1,11,16) -> (-1,11,17)
Connected (-1,11,16) -> (-1,11,15)
====================
-1,11,17 (-1,11,17)
Connected (-1,11,17) -> (0,11,17)
Ignored (-2,11,17) because it's out of bounds.
Connected (-1,11,17) -> (-1,12,17)
Connected (-1,11,17) -> (-1,10,17)
Connected (-1,11,17) -> (-1,11,18)
Connected (-1,11,17) -> (-1,11,16)
====================
-1,11,18 (-1,11,18)
Connected (-1,11,18) -> (0,11,18)
Ignored (-2,11,18) because it's out of bounds.
Connected (-1,11,18) -> (-1,12,18)
Connected (-1,11,18) -> (-1,10,18)
Connected (-1,11,18) -> (-1,11,19)
Connected (-1,11,18) -> (-1,11,17)
====================
-1,11,19 (-1,11,19)
Connected (-1,11,19) -> (0,11,19)
Ignored (-2,11,19) because it's out of bounds.
Connected (-1,11,19) -> (-1,12,19)
Connected (-1,11,19) -> (-1,10,19)
Connected (-1,11,19) -> (-1,11,20)
Connected (-1,11,19) -> (-1,11,18)
====================
-1,11,20 (-1,11,20)
Connected (-1,11,20) -> (0,11,20)
Ignored (-2,11,20) because it's out of bounds.
Connected (-1,11,20) -> (-1,12,20)
Connected (-1,11,20) -> (-1,10,20)
Ignored (-1,11,21) because it's out of bounds.
Connected (-1,11,20) -> (-1,11,19)
====================
-1,12,-1 (-1,12,-1)
Connected (-1,12,-1) -> (0,12,-1)
Ignored (-2,12,-1) because it's out of bounds.
Connected (-1,12,-1) -> (-1,13,-1)
Connected (-1,12,-1) -> (-1,11,-1)
Connected (-1,12,-1) -> (-1,12,0)
Ignored (-1,12,-2) because it's out of bounds.
====================
-1,12,0 (-1,12,0)
Connected (-1,12,0) -> (0,12,0)
Ignored (-2,12,0) because it's out of bounds.
Connected (-1,12,0) -> (-1,13,0)
Connected (-1,12,0) -> (-1,11,0)
Connected (-1,12,0) -> (-1,12,1)
Connected (-1,12,0) -> (-1,12,-1)
====================
-1,12,1 (-1,12,1)
Connected (-1,12,1) -> (0,12,1)
Ignored (-2,12,1) because it's out of bounds.
Connected (-1,12,1) -> (-1,13,1)
Connected (-1,12,1) -> (-1,11,1)
Connected (-1,12,1) -> (-1,12,2)
Connected (-1,12,1) -> (-1,12,0)
====================
-1,12,2 (-1,12,2)
Connected (-1,12,2) -> (0,12,2)
Ignored (-2,12,2) because it's out of bounds.
Connected (-1,12,2) -> (-1,13,2)
Connected (-1,12,2) -> (-1,11,2)
Connected (-1,12,2) -> (-1,12,3)
Connected (-1,12,2) -> (-1,12,1)
====================
-1,12,3 (-1,12,3)
Connected (-1,12,3) -> (0,12,3)
Ignored (-2,12,3) because it's out of bounds.
Connected (-1,12,3) -> (-1,13,3)
Connected (-1,12,3) -> (-1,11,3)
Connected (-1,12,3) -> (-1,12,4)
Connected (-1,12,3) -> (-1,12,2)
====================
-1,12,4 (-1,12,4)
Connected (-1,12,4) -> (0,12,4)
Ignored (-2,12,4) because it's out of bounds.
Connected (-1,12,4) -> (-1,13,4)
Connected (-1,12,4) -> (-1,11,4)
Connected (-1,12,4) -> (-1,12,5)
Connected (-1,12,4) -> (-1,12,3)
====================
-1,12,5 (-1,12,5)
Connected (-1,12,5) -> (0,12,5)
Ignored (-2,12,5) because it's out of bounds.
Connected (-1,12,5) -> (-1,13,5)
Connected (-1,12,5) -> (-1,11,5)
Connected (-1,12,5) -> (-1,12,6)
Connected (-1,12,5) -> (-1,12,4)
====================
-1,12,6 (-1,12,6)
Connected (-1,12,6) -> (0,12,6)
Ignored (-2,12,6) because it's out of bounds.
Connected (-1,12,6) -> (-1,13,6)
Connected (-1,12,6) -> (-1,11,6)
Connected (-1,12,6) -> (-1,12,7)
Connected (-1,12,6) -> (-1,12,5)
====================
-1,12,7 (-1,12,7)
Connected (-1,12,7) -> (0,12,7)
Ignored (-2,12,7) because it's out of bounds.
Connected (-1,12,7) -> (-1,13,7)
Connected (-1,12,7) -> (-1,11,7)
Connected (-1,12,7) -> (-1,12,8)
Connected (-1,12,7) -> (-1,12,6)
====================
-1,12,8 (-1,12,8)
Connected (-1,12,8) -> (0,12,8)
Ignored (-2,12,8) because it's out of bounds.
Connected (-1,12,8) -> (-1,13,8)
Connected (-1,12,8) -> (-1,11,8)
Connected (-1,12,8) -> (-1,12,9)
Connected (-1,12,8) -> (-1,12,7)
====================
-1,12,9 (-1,12,9)
Connected (-1,12,9) -> (0,12,9)
Ignored (-2,12,9) because it's out of bounds.
Connected (-1,12,9) -> (-1,13,9)
Connected (-1,12,9) -> (-1,11,9)
Connected (-1,12,9) -> (-1,12,10)
Connected (-1,12,9) -> (-1,12,8)
====================
-1,12,10 (-1,12,10)
Connected (-1,12,10) -> (0,12,10)
Ignored (-2,12,10) because it's out of bounds.
Connected (-1,12,10) -> (-1,13,10)
Connected (-1,12,10) -> (-1,11,10)
Connected (-1,12,10) -> (-1,12,11)
Connected (-1,12,10) -> (-1,12,9)
====================
-1,12,11 (-1,12,11)
Connected (-1,12,11) -> (0,12,11)
Ignored (-2,12,11) because it's out of bounds.
Connected (-1,12,11) -> (-1,13,11)
Connected (-1,12,11) -> (-1,11,11)
Connected (-1,12,11) -> (-1,12,12)
Connected (-1,12,11) -> (-1,12,10)
====================
-1,12,12 (-1,12,12)
Connected (-1,12,12) -> (0,12,12)
Ignored (-2,12,12) because it's out of bounds.
Connected (-1,12,12) -> (-1,13,12)
Connected (-1,12,12) -> (-1,11,12)
Connected (-1,12,12) -> (-1,12,13)
Connected (-1,12,12) -> (-1,12,11)
====================
-1,12,13 (-1,12,13)
Connected (-1,12,13) -> (0,12,13)
Ignored (-2,12,13) because it's out of bounds.
Connected (-1,12,13) -> (-1,13,13)
Connected (-1,12,13) -> (-1,11,13)
Connected (-1,12,13) -> (-1,12,14)
Connected (-1,12,13) -> (-1,12,12)
====================
-1,12,14 (-1,12,14)
Connected (-1,12,14) -> (0,12,14)
Ignored (-2,12,14) because it's out of bounds.
Connected (-1,12,14) -> (-1,13,14)
Connected (-1,12,14) -> (-1,11,14)
Connected (-1,12,14) -> (-1,12,15)
Connected (-1,12,14) -> (-1,12,13)
====================
-1,12,15 (-1,12,15)
Connected (-1,12,15) -> (0,12,15)
Ignored (-2,12,15) because it's out of bounds.
Connected (-1,12,15) -> (-1,13,15)
Connected (-1,12,15) -> (-1,11,15)
Connected (-1,12,15) -> (-1,12,16)
Connected (-1,12,15) -> (-1,12,14)
====================
-1,12,16 (-1,12,16)
Connected (-1,12,16) -> (0,12,16)
Ignored (-2,12,16) because it's out of bounds.
Connected (-1,12,16) -> (-1,13,16)
Connected (-1,12,16) -> (-1,11,16)
Connected (-1,12,16) -> (-1,12,17)
Connected (-1,12,16) -> (-1,12,15)
====================
-1,12,17 (-1,12,17)
Connected (-1,12,17) -> (0,12,17)
Ignored (-2,12,17) because it's out of bounds.
Connected (-1,12,17) -> (-1,13,17)
Connected (-1,12,17) -> (-1,11,17)
Connected (-1,12,17) -> (-1,12,18)
Connected (-1,12,17) -> (-1,12,16)
====================
-1,12,18 (-1,12,18)
Connected (-1,12,18) -> (0,12,18)
Ignored (-2,12,18) because it's out of bounds.
Connected (-1,12,18) -> (-1,13,18)
Connected (-1,12,18) -> (-1,11,18)
Connected (-1,12,18) -> (-1,12,19)
Connected (-1,12,18) -> (-1,12,17)
====================
-1,12,19 (-1,12,19)
Connected (-1,12,19) -> (0,12,19)
Ignored (-2,12,19) because it's out of bounds.
Connected (-1,12,19) -> (-1,13,19)
Connected (-1,12,19) -> (-1,11,19)
Connected (-1,12,19) -> (-1,12,20)
Connected (-1,12,19) -> (-1,12,18)
====================
-1,12,20 (-1,12,20)
Connected (-1,12,20) -> (0,12,20)
Ignored (-2,12,20) because it's out of bounds.
Connected (-1,12,20) -> (-1,13,20)
Connected (-1,12,20) -> (-1,11,20)
Ignored (-1,12,21) because it's out of bounds.
Connected (-1,12,20) -> (-1,12,19)
====================
-1,13,-1 (-1,13,-1)
Connected (-1,13,-1) -> (0,13,-1)
Ignored (-2,13,-1) because it's out of bounds.
Connected (-1,13,-1) -> (-1,14,-1)
Connected (-1,13,-1) -> (-1,12,-1)
Connected (-1,13,-1) -> (-1,13,0)
Ignored (-1,13,-2) because it's out of bounds.
====================
-1,13,0 (-1,13,0)
Connected (-1,13,0) -> (0,13,0)
Ignored (-2,13,0) because it's out of bounds.
Connected (-1,13,0) -> (-1,14,0)
Connected (-1,13,0) -> (-1,12,0)
Connected (-1,13,0) -> (-1,13,1)
Connected (-1,13,0) -> (-1,13,-1)
====================
-1,13,1 (-1,13,1)
Connected (-1,13,1) -> (0,13,1)
Ignored (-2,13,1) because it's out of bounds.
Connected (-1,13,1) -> (-1,14,1)
Connected (-1,13,1) -> (-1,12,1)
Connected (-1,13,1) -> (-1,13,2)
Connected (-1,13,1) -> (-1,13,0)
====================
-1,13,2 (-1,13,2)
Connected (-1,13,2) -> (0,13,2)
Ignored (-2,13,2) because it's out of bounds.
Connected (-1,13,2) -> (-1,14,2)
Connected (-1,13,2) -> (-1,12,2)
Connected (-1,13,2) -> (-1,13,3)
Connected (-1,13,2) -> (-1,13,1)
====================
-1,13,3 (-1,13,3)
Connected (-1,13,3) -> (0,13,3)
Ignored (-2,13,3) because it's out of bounds.
Connected (-1,13,3) -> (-1,14,3)
Connected (-1,13,3) -> (-1,12,3)
Connected (-1,13,3) -> (-1,13,4)
Connected (-1,13,3) -> (-1,13,2)
====================
-1,13,4 (-1,13,4)
Connected (-1,13,4) -> (0,13,4)
Ignored (-2,13,4) because it's out of bounds.
Connected (-1,13,4) -> (-1,14,4)
Connected (-1,13,4) -> (-1,12,4)
Connected (-1,13,4) -> (-1,13,5)
Connected (-1,13,4) -> (-1,13,3)
====================
-1,13,5 (-1,13,5)
Connected (-1,13,5) -> (0,13,5)
Ignored (-2,13,5) because it's out of bounds.
Connected (-1,13,5) -> (-1,14,5)
Connected (-1,13,5) -> (-1,12,5)
Connected (-1,13,5) -> (-1,13,6)
Connected (-1,13,5) -> (-1,13,4)
====================
-1,13,6 (-1,13,6)
Connected (-1,13,6) -> (0,13,6)
Ignored (-2,13,6) because it's out of bounds.
Connected (-1,13,6) -> (-1,14,6)
Connected (-1,13,6) -> (-1,12,6)
Connected (-1,13,6) -> (-1,13,7)
Connected (-1,13,6) -> (-1,13,5)
====================
-1,13,7 (-1,13,7)
Connected (-1,13,7) -> (0,13,7)
Ignored (-2,13,7) because it's out of bounds.
Connected (-1,13,7) -> (-1,14,7)
Connected (-1,13,7) -> (-1,12,7)
Connected (-1,13,7) -> (-1,13,8)
Connected (-1,13,7) -> (-1,13,6)
====================
-1,13,8 (-1,13,8)
Connected (-1,13,8) -> (0,13,8)
Ignored (-2,13,8) because it's out of bounds.
Connected (-1,13,8) -> (-1,14,8)
Connected (-1,13,8) -> (-1,12,8)
Connected (-1,13,8) -> (-1,13,9)
Connected (-1,13,8) -> (-1,13,7)
====================
-1,13,9 (-1,13,9)
Connected (-1,13,9) -> (0,13,9)
Ignored (-2,13,9) because it's out of bounds.
Connected (-1,13,9) -> (-1,14,9)
Connected (-1,13,9) -> (-1,12,9)
Connected (-1,13,9) -> (-1,13,10)
Connected (-1,13,9) -> (-1,13,8)
====================
-1,13,10 (-1,13,10)
Connected (-1,13,10) -> (0,13,10)
Ignored (-2,13,10) because it's out of bounds.
Connected (-1,13,10) -> (-1,14,10)
Connected (-1,13,10) -> (-1,12,10)
Connected (-1,13,10) -> (-1,13,11)
Connected (-1,13,10) -> (-1,13,9)
====================
-1,13,11 (-1,13,11)
Connected (-1,13,11) -> (0,13,11)
Ignored (-2,13,11) because it's out of bounds.
Connected (-1,13,11) -> (-1,14,11)
Connected (-1,13,11) -> (-1,12,11)
Connected (-1,13,11) -> (-1,13,12)
Connected (-1,13,11) -> (-1,13,10)
====================
-1,13,12 (-1,13,12)
Connected (-1,13,12) -> (0,13,12)
Ignored (-2,13,12) because it's out of bounds.
Connected (-1,13,12) -> (-1,14,12)
Connected (-1,13,12) -> (-1,12,12)
Connected (-1,13,12) -> (-1,13,13)
Connected (-1,13,12) -> (-1,13,11)
====================
-1,13,13 (-1,13,13)
Connected (-1,13,13) -> (0,13,13)
Ignored (-2,13,13) because it's out of bounds.
Connected (-1,13,13) -> (-1,14,13)
Connected (-1,13,13) -> (-1,12,13)
Connected (-1,13,13) -> (-1,13,14)
Connected (-1,13,13) -> (-1,13,12)
====================
-1,13,14 (-1,13,14)
Connected (-1,13,14) -> (0,13,14)
Ignored (-2,13,14) because it's out of bounds.
Connected (-1,13,14) -> (-1,14,14)
Connected (-1,13,14) -> (-1,12,14)
Connected (-1,13,14) -> (-1,13,15)
Connected (-1,13,14) -> (-1,13,13)
====================
-1,13,15 (-1,13,15)
Connected (-1,13,15) -> (0,13,15)
Ignored (-2,13,15) because it's out of bounds.
Connected (-1,13,15) -> (-1,14,15)
Connected (-1,13,15) -> (-1,12,15)
Connected (-1,13,15) -> (-1,13,16)
Connected (-1,13,15) -> (-1,13,14)
====================
-1,13,16 (-1,13,16)
Connected (-1,13,16) -> (0,13,16)
Ignored (-2,13,16) because it's out of bounds.
Connected (-1,13,16) -> (-1,14,16)
Connected (-1,13,16) -> (-1,12,16)
Connected (-1,13,16) -> (-1,13,17)
Connected (-1,13,16) -> (-1,13,15)
====================
-1,13,17 (-1,13,17)
Connected (-1,13,17) -> (0,13,17)
Ignored (-2,13,17) because it's out of bounds.
Connected (-1,13,17) -> (-1,14,17)
Connected (-1,13,17) -> (-1,12,17)
Connected (-1,13,17) -> (-1,13,18)
Connected (-1,13,17) -> (-1,13,16)
====================
-1,13,18 (-1,13,18)
Connected (-1,13,18) -> (0,13,18)
Ignored (-2,13,18) because it's out of bounds.
Connected (-1,13,18) -> (-1,14,18)
Connected (-1,13,18) -> (-1,12,18)
Connected (-1,13,18) -> (-1,13,19)
Connected (-1,13,18) -> (-1,13,17)
====================
-1,13,19 (-1,13,19)
Connected (-1,13,19) -> (0,13,19)
Ignored (-2,13,19) because it's out of bounds.
Connected (-1,13,19) -> (-1,14,19)
Connected (-1,13,19) -> (-1,12,19)
Connected (-1,13,19) -> (-1,13,20)
Connected (-1,13,19) -> (-1,13,18)
====================
-1,13,20 (-1,13,20)
Connected (-1,13,20) -> (0,13,20)
Ignored (-2,13,20) because it's out of bounds.
Connected (-1,13,20) -> (-1,14,20)
Connected (-1,13,20) -> (-1,12,20)
Ignored (-1,13,21) because it's out of bounds.
Connected (-1,13,20) -> (-1,13,19)
====================
-1,14,-1 (-1,14,-1)
Connected (-1,14,-1) -> (0,14,-1)
Ignored (-2,14,-1) because it's out of bounds.
Connected (-1,14,-1) -> (-1,15,-1)
Connected (-1,14,-1) -> (-1,13,-1)
Connected (-1,14,-1) -> (-1,14,0)
Ignored (-1,14,-2) because it's out of bounds.
====================
-1,14,0 (-1,14,0)
Connected (-1,14,0) -> (0,14,0)
Ignored (-2,14,0) because it's out of bounds.
Connected (-1,14,0) -> (-1,15,0)
Connected (-1,14,0) -> (-1,13,0)
Connected (-1,14,0) -> (-1,14,1)
Connected (-1,14,0) -> (-1,14,-1)
====================
-1,14,1 (-1,14,1)
Connected (-1,14,1) -> (0,14,1)
Ignored (-2,14,1) because it's out of bounds.
Connected (-1,14,1) -> (-1,15,1)
Connected (-1,14,1) -> (-1,13,1)
Connected (-1,14,1) -> (-1,14,2)
Connected (-1,14,1) -> (-1,14,0)
====================
-1,14,2 (-1,14,2)
Connected (-1,14,2) -> (0,14,2)
Ignored (-2,14,2) because it's out of bounds.
Connected (-1,14,2) -> (-1,15,2)
Connected (-1,14,2) -> (-1,13,2)
Connected (-1,14,2) -> (-1,14,3)
Connected (-1,14,2) -> (-1,14,1)
====================
-1,14,3 (-1,14,3)
Connected (-1,14,3) -> (0,14,3)
Ignored (-2,14,3) because it's out of bounds.
Connected (-1,14,3) -> (-1,15,3)
Connected (-1,14,3) -> (-1,13,3)
Connected (-1,14,3) -> (-1,14,4)
Connected (-1,14,3) -> (-1,14,2)
====================
-1,14,4 (-1,14,4)
Connected (-1,14,4) -> (0,14,4)
Ignored (-2,14,4) because it's out of bounds.
Connected (-1,14,4) -> (-1,15,4)
Connected (-1,14,4) -> (-1,13,4)
Connected (-1,14,4) -> (-1,14,5)
Connected (-1,14,4) -> (-1,14,3)
====================
-1,14,5 (-1,14,5)
Connected (-1,14,5) -> (0,14,5)
Ignored (-2,14,5) because it's out of bounds.
Connected (-1,14,5) -> (-1,15,5)
Connected (-1,14,5) -> (-1,13,5)
Connected (-1,14,5) -> (-1,14,6)
Connected (-1,14,5) -> (-1,14,4)
====================
-1,14,6 (-1,14,6)
Connected (-1,14,6) -> (0,14,6)
Ignored (-2,14,6) because it's out of bounds.
Connected (-1,14,6) -> (-1,15,6)
Connected (-1,14,6) -> (-1,13,6)
Connected (-1,14,6) -> (-1,14,7)
Connected (-1,14,6) -> (-1,14,5)
====================
-1,14,7 (-1,14,7)
Connected (-1,14,7) -> (0,14,7)
Ignored (-2,14,7) because it's out of bounds.
Connected (-1,14,7) -> (-1,15,7)
Connected (-1,14,7) -> (-1,13,7)
Connected (-1,14,7) -> (-1,14,8)
Connected (-1,14,7) -> (-1,14,6)
====================
-1,14,8 (-1,14,8)
Connected (-1,14,8) -> (0,14,8)
Ignored (-2,14,8) because it's out of bounds.
Connected (-1,14,8) -> (-1,15,8)
Connected (-1,14,8) -> (-1,13,8)
Connected (-1,14,8) -> (-1,14,9)
Connected (-1,14,8) -> (-1,14,7)
====================
-1,14,9 (-1,14,9)
Connected (-1,14,9) -> (0,14,9)
Ignored (-2,14,9) because it's out of bounds.
Connected (-1,14,9) -> (-1,15,9)
Connected (-1,14,9) -> (-1,13,9)
Connected (-1,14,9) -> (-1,14,10)
Connected (-1,14,9) -> (-1,14,8)
====================
-1,14,10 (-1,14,10)
Connected (-1,14,10) -> (0,14,10)
Ignored (-2,14,10) because it's out of bounds.
Connected (-1,14,10) -> (-1,15,10)
Connected (-1,14,10) -> (-1,13,10)
Connected (-1,14,10) -> (-1,14,11)
Connected (-1,14,10) -> (-1,14,9)
====================
-1,14,11 (-1,14,11)
Connected (-1,14,11) -> (0,14,11)
Ignored (-2,14,11) because it's out of bounds.
Connected (-1,14,11) -> (-1,15,11)
Connected (-1,14,11) -> (-1,13,11)
Connected (-1,14,11) -> (-1,14,12)
Connected (-1,14,11) -> (-1,14,10)
====================
-1,14,12 (-1,14,12)
Connected (-1,14,12) -> (0,14,12)
Ignored (-2,14,12) because it's out of bounds.
Connected (-1,14,12) -> (-1,15,12)
Connected (-1,14,12) -> (-1,13,12)
Connected (-1,14,12) -> (-1,14,13)
Connected (-1,14,12) -> (-1,14,11)
====================
-1,14,13 (-1,14,13)
Connected (-1,14,13) -> (0,14,13)
Ignored (-2,14,13) because it's out of bounds.
Connected (-1,14,13) -> (-1,15,13)
Connected (-1,14,13) -> (-1,13,13)
Connected (-1,14,13) -> (-1,14,14)
Connected (-1,14,13) -> (-1,14,12)
====================
-1,14,14 (-1,14,14)
Connected (-1,14,14) -> (0,14,14)
Ignored (-2,14,14) because it's out of bounds.
Connected (-1,14,14) -> (-1,15,14)
Connected (-1,14,14) -> (-1,13,14)
Connected (-1,14,14) -> (-1,14,15)
Connected (-1,14,14) -> (-1,14,13)
====================
-1,14,15 (-1,14,15)
Connected (-1,14,15) -> (0,14,15)
Ignored (-2,14,15) because it's out of bounds.
Connected (-1,14,15) -> (-1,15,15)
Connected (-1,14,15) -> (-1,13,15)
Connected (-1,14,15) -> (-1,14,16)
Connected (-1,14,15) -> (-1,14,14)
====================
-1,14,16 (-1,14,16)
Connected (-1,14,16) -> (0,14,16)
Ignored (-2,14,16) because it's out of bounds.
Connected (-1,14,16) -> (-1,15,16)
Connected (-1,14,16) -> (-1,13,16)
Connected (-1,14,16) -> (-1,14,17)
Connected (-1,14,16) -> (-1,14,15)
====================
-1,14,17 (-1,14,17)
Connected (-1,14,17) -> (0,14,17)
Ignored (-2,14,17) because it's out of bounds.
Connected (-1,14,17) -> (-1,15,17)
Connected (-1,14,17) -> (-1,13,17)
Connected (-1,14,17) -> (-1,14,18)
Connected (-1,14,17) -> (-1,14,16)
====================
-1,14,18 (-1,14,18)
Connected (-1,14,18) -> (0,14,18)
Ignored (-2,14,18) because it's out of bounds.
Connected (-1,14,18) -> (-1,15,18)
Connected (-1,14,18) -> (-1,13,18)
Connected (-1,14,18) -> (-1,14,19)
Connected (-1,14,18) -> (-1,14,17)
====================
-1,14,19 (-1,14,19)
Connected (-1,14,19) -> (0,14,19)
Ignored (-2,14,19) because it's out of bounds.
Connected (-1,14,19) -> (-1,15,19)
Connected (-1,14,19) -> (-1,13,19)
Connected (-1,14,19) -> (-1,14,20)
Connected (-1,14,19) -> (-1,14,18)
====================
-1,14,20 (-1,14,20)
Connected (-1,14,20) -> (0,14,20)
Ignored (-2,14,20) because it's out of bounds.
Connected (-1,14,20) -> (-1,15,20)
Connected (-1,14,20) -> (-1,13,20)
Ignored (-1,14,21) because it's out of bounds.
Connected (-1,14,20) -> (-1,14,19)
====================
-1,15,-1 (-1,15,-1)
Connected (-1,15,-1) -> (0,15,-1)
Ignored (-2,15,-1) because it's out of bounds.
Connected (-1,15,-1) -> (-1,16,-1)
Connected (-1,15,-1) -> (-1,14,-1)
Connected (-1,15,-1) -> (-1,15,0)
Ignored (-1,15,-2) because it's out of bounds.
====================
-1,15,0 (-1,15,0)
Connected (-1,15,0) -> (0,15,0)
Ignored (-2,15,0) because it's out of bounds.
Connected (-1,15,0) -> (-1,16,0)
Connected (-1,15,0) -> (-1,14,0)
Connected (-1,15,0) -> (-1,15,1)
Connected (-1,15,0) -> (-1,15,-1)
====================
-1,15,1 (-1,15,1)
Connected (-1,15,1) -> (0,15,1)
Ignored (-2,15,1) because it's out of bounds.
Connected (-1,15,1) -> (-1,16,1)
Connected (-1,15,1) -> (-1,14,1)
Connected (-1,15,1) -> (-1,15,2)
Connected (-1,15,1) -> (-1,15,0)
====================
-1,15,2 (-1,15,2)
Connected (-1,15,2) -> (0,15,2)
Ignored (-2,15,2) because it's out of bounds.
Connected (-1,15,2) -> (-1,16,2)
Connected (-1,15,2) -> (-1,14,2)
Connected (-1,15,2) -> (-1,15,3)
Connected (-1,15,2) -> (-1,15,1)
====================
-1,15,3 (-1,15,3)
Connected (-1,15,3) -> (0,15,3)
Ignored (-2,15,3) because it's out of bounds.
Connected (-1,15,3) -> (-1,16,3)
Connected (-1,15,3) -> (-1,14,3)
Connected (-1,15,3) -> (-1,15,4)
Connected (-1,15,3) -> (-1,15,2)
====================
-1,15,4 (-1,15,4)
Connected (-1,15,4) -> (0,15,4)
Ignored (-2,15,4) because it's out of bounds.
Connected (-1,15,4) -> (-1,16,4)
Connected (-1,15,4) -> (-1,14,4)
Connected (-1,15,4) -> (-1,15,5)
Connected (-1,15,4) -> (-1,15,3)
====================
-1,15,5 (-1,15,5)
Connected (-1,15,5) -> (0,15,5)
Ignored (-2,15,5) because it's out of bounds.
Connected (-1,15,5) -> (-1,16,5)
Connected (-1,15,5) -> (-1,14,5)
Connected (-1,15,5) -> (-1,15,6)
Connected (-1,15,5) -> (-1,15,4)
====================
-1,15,6 (-1,15,6)
Connected (-1,15,6) -> (0,15,6)
Ignored (-2,15,6) because it's out of bounds.
Connected (-1,15,6) -> (-1,16,6)
Connected (-1,15,6) -> (-1,14,6)
Connected (-1,15,6) -> (-1,15,7)
Connected (-1,15,6) -> (-1,15,5)
====================
-1,15,7 (-1,15,7)
Connected (-1,15,7) -> (0,15,7)
Ignored (-2,15,7) because it's out of bounds.
Connected (-1,15,7) -> (-1,16,7)
Connected (-1,15,7) -> (-1,14,7)
Connected (-1,15,7) -> (-1,15,8)
Connected (-1,15,7) -> (-1,15,6)
====================
-1,15,8 (-1,15,8)
Connected (-1,15,8) -> (0,15,8)
Ignored (-2,15,8) because it's out of bounds.
Connected (-1,15,8) -> (-1,16,8)
Connected (-1,15,8) -> (-1,14,8)
Connected (-1,15,8) -> (-1,15,9)
Connected (-1,15,8) -> (-1,15,7)
====================
-1,15,9 (-1,15,9)
Connected (-1,15,9) -> (0,15,9)
Ignored (-2,15,9) because it's out of bounds.
Connected (-1,15,9) -> (-1,16,9)
Connected (-1,15,9) -> (-1,14,9)
Connected (-1,15,9) -> (-1,15,10)
Connected (-1,15,9) -> (-1,15,8)
====================
-1,15,10 (-1,15,10)
Connected (-1,15,10) -> (0,15,10)
Ignored (-2,15,10) because it's out of bounds.
Connected (-1,15,10) -> (-1,16,10)
Connected (-1,15,10) -> (-1,14,10)
Connected (-1,15,10) -> (-1,15,11)
Connected (-1,15,10) -> (-1,15,9)
====================
-1,15,11 (-1,15,11)
Connected (-1,15,11) -> (0,15,11)
Ignored (-2,15,11) because it's out of bounds.
Connected (-1,15,11) -> (-1,16,11)
Connected (-1,15,11) -> (-1,14,11)
Connected (-1,15,11) -> (-1,15,12)
Connected (-1,15,11) -> (-1,15,10)
====================
-1,15,12 (-1,15,12)
Connected (-1,15,12) -> (0,15,12)
Ignored (-2,15,12) because it's out of bounds.
Connected (-1,15,12) -> (-1,16,12)
Connected (-1,15,12) -> (-1,14,12)
Connected (-1,15,12) -> (-1,15,13)
Connected (-1,15,12) -> (-1,15,11)
====================
-1,15,13 (-1,15,13)
Connected (-1,15,13) -> (0,15,13)
Ignored (-2,15,13) because it's out of bounds.
Connected (-1,15,13) -> (-1,16,13)
Connected (-1,15,13) -> (-1,14,13)
Connected (-1,15,13) -> (-1,15,14)
Connected (-1,15,13) -> (-1,15,12)
====================
-1,15,14 (-1,15,14)
Connected (-1,15,14) -> (0,15,14)
Ignored (-2,15,14) because it's out of bounds.
Connected (-1,15,14) -> (-1,16,14)
Connected (-1,15,14) -> (-1,14,14)
Connected (-1,15,14) -> (-1,15,15)
Connected (-1,15,14) -> (-1,15,13)
====================
-1,15,15 (-1,15,15)
Connected (-1,15,15) -> (0,15,15)
Ignored (-2,15,15) because it's out of bounds.
Connected (-1,15,15) -> (-1,16,15)
Connected (-1,15,15) -> (-1,14,15)
Connected (-1,15,15) -> (-1,15,16)
Connected (-1,15,15) -> (-1,15,14)
====================
-1,15,16 (-1,15,16)
Connected (-1,15,16) -> (0,15,16)
Ignored (-2,15,16) because it's out of bounds.
Connected (-1,15,16) -> (-1,16,16)
Connected (-1,15,16) -> (-1,14,16)
Connected (-1,15,16) -> (-1,15,17)
Connected (-1,15,16) -> (-1,15,15)
====================
-1,15,17 (-1,15,17)
Connected (-1,15,17) -> (0,15,17)
Ignored (-2,15,17) because it's out of bounds.
Connected (-1,15,17) -> (-1,16,17)
Connected (-1,15,17) -> (-1,14,17)
Connected (-1,15,17) -> (-1,15,18)
Connected (-1,15,17) -> (-1,15,16)
====================
-1,15,18 (-1,15,18)
Connected (-1,15,18) -> (0,15,18)
Ignored (-2,15,18) because it's out of bounds.
Connected (-1,15,18) -> (-1,16,18)
Connected (-1,15,18) -> (-1,14,18)
Connected (-1,15,18) -> (-1,15,19)
Connected (-1,15,18) -> (-1,15,17)
====================
-1,15,19 (-1,15,19)
Connected (-1,15,19) -> (0,15,19)
Ignored (-2,15,19) because it's out of bounds.
Connected (-1,15,19) -> (-1,16,19)
Connected (-1,15,19) -> (-1,14,19)
Connected (-1,15,19) -> (-1,15,20)
Connected (-1,15,19) -> (-1,15,18)
====================
-1,15,20 (-1,15,20)
Connected (-1,15,20) -> (0,15,20)
Ignored (-2,15,20) because it's out of bounds.
Connected (-1,15,20) -> (-1,16,20)
Connected (-1,15,20) -> (-1,14,20)
Ignored (-1,15,21) because it's out of bounds.
Connected (-1,15,20) -> (-1,15,19)
====================
-1,16,-1 (-1,16,-1)
Connected (-1,16,-1) -> (0,16,-1)
Ignored (-2,16,-1) because it's out of bounds.
Connected (-1,16,-1) -> (-1,17,-1)
Connected (-1,16,-1) -> (-1,15,-1)
Connected (-1,16,-1) -> (-1,16,0)
Ignored (-1,16,-2) because it's out of bounds.
====================
-1,16,0 (-1,16,0)
Connected (-1,16,0) -> (0,16,0)
Ignored (-2,16,0) because it's out of bounds.
Connected (-1,16,0) -> (-1,17,0)
Connected (-1,16,0) -> (-1,15,0)
Connected (-1,16,0) -> (-1,16,1)
Connected (-1,16,0) -> (-1,16,-1)
====================
-1,16,1 (-1,16,1)
Connected (-1,16,1) -> (0,16,1)
Ignored (-2,16,1) because it's out of bounds.
Connected (-1,16,1) -> (-1,17,1)
Connected (-1,16,1) -> (-1,15,1)
Connected (-1,16,1) -> (-1,16,2)
Connected (-1,16,1) -> (-1,16,0)
====================
-1,16,2 (-1,16,2)
Connected (-1,16,2) -> (0,16,2)
Ignored (-2,16,2) because it's out of bounds.
Connected (-1,16,2) -> (-1,17,2)
Connected (-1,16,2) -> (-1,15,2)
Connected (-1,16,2) -> (-1,16,3)
Connected (-1,16,2) -> (-1,16,1)
====================
-1,16,3 (-1,16,3)
Connected (-1,16,3) -> (0,16,3)
Ignored (-2,16,3) because it's out of bounds.
Connected (-1,16,3) -> (-1,17,3)
Connected (-1,16,3) -> (-1,15,3)
Connected (-1,16,3) -> (-1,16,4)
Connected (-1,16,3) -> (-1,16,2)
====================
-1,16,4 (-1,16,4)
Connected (-1,16,4) -> (0,16,4)
Ignored (-2,16,4) because it's out of bounds.
Connected (-1,16,4) -> (-1,17,4)
Connected (-1,16,4) -> (-1,15,4)
Connected (-1,16,4) -> (-1,16,5)
Connected (-1,16,4) -> (-1,16,3)
====================
-1,16,5 (-1,16,5)
Connected (-1,16,5) -> (0,16,5)
Ignored (-2,16,5) because it's out of bounds.
Connected (-1,16,5) -> (-1,17,5)
Connected (-1,16,5) -> (-1,15,5)
Connected (-1,16,5) -> (-1,16,6)
Connected (-1,16,5) -> (-1,16,4)
====================
-1,16,6 (-1,16,6)
Connected (-1,16,6) -> (0,16,6)
Ignored (-2,16,6) because it's out of bounds.
Connected (-1,16,6) -> (-1,17,6)
Connected (-1,16,6) -> (-1,15,6)
Connected (-1,16,6) -> (-1,16,7)
Connected (-1,16,6) -> (-1,16,5)
====================
-1,16,7 (-1,16,7)
Connected (-1,16,7) -> (0,16,7)
Ignored (-2,16,7) because it's out of bounds.
Connected (-1,16,7) -> (-1,17,7)
Connected (-1,16,7) -> (-1,15,7)
Connected (-1,16,7) -> (-1,16,8)
Connected (-1,16,7) -> (-1,16,6)
====================
-1,16,8 (-1,16,8)
Connected (-1,16,8) -> (0,16,8)
Ignored (-2,16,8) because it's out of bounds.
Connected (-1,16,8) -> (-1,17,8)
Connected (-1,16,8) -> (-1,15,8)
Connected (-1,16,8) -> (-1,16,9)
Connected (-1,16,8) -> (-1,16,7)
====================
-1,16,9 (-1,16,9)
Connected (-1,16,9) -> (0,16,9)
Ignored (-2,16,9) because it's out of bounds.
Connected (-1,16,9) -> (-1,17,9)
Connected (-1,16,9) -> (-1,15,9)
Connected (-1,16,9) -> (-1,16,10)
Connected (-1,16,9) -> (-1,16,8)
====================
-1,16,10 (-1,16,10)
Connected (-1,16,10) -> (0,16,10)
Ignored (-2,16,10) because it's out of bounds.
Connected (-1,16,10) -> (-1,17,10)
Connected (-1,16,10) -> (-1,15,10)
Connected (-1,16,10) -> (-1,16,11)
Connected (-1,16,10) -> (-1,16,9)
====================
-1,16,11 (-1,16,11)
Connected (-1,16,11) -> (0,16,11)
Ignored (-2,16,11) because it's out of bounds.
Connected (-1,16,11) -> (-1,17,11)
Connected (-1,16,11) -> (-1,15,11)
Connected (-1,16,11) -> (-1,16,12)
Connected (-1,16,11) -> (-1,16,10)
====================
-1,16,12 (-1,16,12)
Connected (-1,16,12) -> (0,16,12)
Ignored (-2,16,12) because it's out of bounds.
Connected (-1,16,12) -> (-1,17,12)
Connected (-1,16,12) -> (-1,15,12)
Connected (-1,16,12) -> (-1,16,13)
Connected (-1,16,12) -> (-1,16,11)
====================
-1,16,13 (-1,16,13)
Connected (-1,16,13) -> (0,16,13)
Ignored (-2,16,13) because it's out of bounds.
Connected (-1,16,13) -> (-1,17,13)
Connected (-1,16,13) -> (-1,15,13)
Connected (-1,16,13) -> (-1,16,14)
Connected (-1,16,13) -> (-1,16,12)
====================
-1,16,14 (-1,16,14)
Connected (-1,16,14) -> (0,16,14)
Ignored (-2,16,14) because it's out of bounds.
Connected (-1,16,14) -> (-1,17,14)
Connected (-1,16,14) -> (-1,15,14)
Connected (-1,16,14) -> (-1,16,15)
Connected (-1,16,14) -> (-1,16,13)
====================
-1,16,15 (-1,16,15)
Connected (-1,16,15) -> (0,16,15)
Ignored (-2,16,15) because it's out of bounds.
Connected (-1,16,15) -> (-1,17,15)
Connected (-1,16,15) -> (-1,15,15)
Connected (-1,16,15) -> (-1,16,16)
Connected (-1,16,15) -> (-1,16,14)
====================
-1,16,16 (-1,16,16)
Connected (-1,16,16) -> (0,16,16)
Ignored (-2,16,16) because it's out of bounds.
Connected (-1,16,16) -> (-1,17,16)
Connected (-1,16,16) -> (-1,15,16)
Connected (-1,16,16) -> (-1,16,17)
Connected (-1,16,16) -> (-1,16,15)
====================
-1,16,17 (-1,16,17)
Connected (-1,16,17) -> (0,16,17)
Ignored (-2,16,17) because it's out of bounds.
Connected (-1,16,17) -> (-1,17,17)
Connected (-1,16,17) -> (-1,15,17)
Connected (-1,16,17) -> (-1,16,18)
Connected (-1,16,17) -> (-1,16,16)
====================
-1,16,18 (-1,16,18)
Connected (-1,16,18) -> (0,16,18)
Ignored (-2,16,18) because it's out of bounds.
Connected (-1,16,18) -> (-1,17,18)
Connected (-1,16,18) -> (-1,15,18)
Connected (-1,16,18) -> (-1,16,19)
Connected (-1,16,18) -> (-1,16,17)
====================
-1,16,19 (-1,16,19)
Connected (-1,16,19) -> (0,16,19)
Ignored (-2,16,19) because it's out of bounds.
Connected (-1,16,19) -> (-1,17,19)
Connected (-1,16,19) -> (-1,15,19)
Connected (-1,16,19) -> (-1,16,20)
Connected (-1,16,19) -> (-1,16,18)
====================
-1,16,20 (-1,16,20)
Connected (-1,16,20) -> (0,16,20)
Ignored (-2,16,20) because it's out of bounds.
Connected (-1,16,20) -> (-1,17,20)
Connected (-1,16,20) -> (-1,15,20)
Ignored (-1,16,21) because it's out of bounds.
Connected (-1,16,20) -> (-1,16,19)
====================
-1,17,-1 (-1,17,-1)
Connected (-1,17,-1) -> (0,17,-1)
Ignored (-2,17,-1) because it's out of bounds.
Connected (-1,17,-1) -> (-1,18,-1)
Connected (-1,17,-1) -> (-1,16,-1)
Connected (-1,17,-1) -> (-1,17,0)
Ignored (-1,17,-2) because it's out of bounds.
====================
-1,17,0 (-1,17,0)
Connected (-1,17,0) -> (0,17,0)
Ignored (-2,17,0) because it's out of bounds.
Connected (-1,17,0) -> (-1,18,0)
Connected (-1,17,0) -> (-1,16,0)
Connected (-1,17,0) -> (-1,17,1)
Connected (-1,17,0) -> (-1,17,-1)
====================
-1,17,1 (-1,17,1)
Connected (-1,17,1) -> (0,17,1)
Ignored (-2,17,1) because it's out of bounds.
Connected (-1,17,1) -> (-1,18,1)
Connected (-1,17,1) -> (-1,16,1)
Connected (-1,17,1) -> (-1,17,2)
Connected (-1,17,1) -> (-1,17,0)
====================
-1,17,2 (-1,17,2)
Connected (-1,17,2) -> (0,17,2)
Ignored (-2,17,2) because it's out of bounds.
Connected (-1,17,2) -> (-1,18,2)
Connected (-1,17,2) -> (-1,16,2)
Connected (-1,17,2) -> (-1,17,3)
Connected (-1,17,2) -> (-1,17,1)
====================
-1,17,3 (-1,17,3)
Connected (-1,17,3) -> (0,17,3)
Ignored (-2,17,3) because it's out of bounds.
Connected (-1,17,3) -> (-1,18,3)
Connected (-1,17,3) -> (-1,16,3)
Connected (-1,17,3) -> (-1,17,4)
Connected (-1,17,3) -> (-1,17,2)
====================
-1,17,4 (-1,17,4)
Connected (-1,17,4) -> (0,17,4)
Ignored (-2,17,4) because it's out of bounds.
Connected (-1,17,4) -> (-1,18,4)
Connected (-1,17,4) -> (-1,16,4)
Connected (-1,17,4) -> (-1,17,5)
Connected (-1,17,4) -> (-1,17,3)
====================
-1,17,5 (-1,17,5)
Connected (-1,17,5) -> (0,17,5)
Ignored (-2,17,5) because it's out of bounds.
Connected (-1,17,5) -> (-1,18,5)
Connected (-1,17,5) -> (-1,16,5)
Connected (-1,17,5) -> (-1,17,6)
Connected (-1,17,5) -> (-1,17,4)
====================
-1,17,6 (-1,17,6)
Connected (-1,17,6) -> (0,17,6)
Ignored (-2,17,6) because it's out of bounds.
Connected (-1,17,6) -> (-1,18,6)
Connected (-1,17,6) -> (-1,16,6)
Connected (-1,17,6) -> (-1,17,7)
Connected (-1,17,6) -> (-1,17,5)
====================
-1,17,7 (-1,17,7)
Connected (-1,17,7) -> (0,17,7)
Ignored (-2,17,7) because it's out of bounds.
Connected (-1,17,7) -> (-1,18,7)
Connected (-1,17,7) -> (-1,16,7)
Connected (-1,17,7) -> (-1,17,8)
Connected (-1,17,7) -> (-1,17,6)
====================
-1,17,8 (-1,17,8)
Connected (-1,17,8) -> (0,17,8)
Ignored (-2,17,8) because it's out of bounds.
Connected (-1,17,8) -> (-1,18,8)
Connected (-1,17,8) -> (-1,16,8)
Connected (-1,17,8) -> (-1,17,9)
Connected (-1,17,8) -> (-1,17,7)
====================
-1,17,9 (-1,17,9)
Connected (-1,17,9) -> (0,17,9)
Ignored (-2,17,9) because it's out of bounds.
Connected (-1,17,9) -> (-1,18,9)
Connected (-1,17,9) -> (-1,16,9)
Connected (-1,17,9) -> (-1,17,10)
Connected (-1,17,9) -> (-1,17,8)
====================
-1,17,10 (-1,17,10)
Connected (-1,17,10) -> (0,17,10)
Ignored (-2,17,10) because it's out of bounds.
Connected (-1,17,10) -> (-1,18,10)
Connected (-1,17,10) -> (-1,16,10)
Connected (-1,17,10) -> (-1,17,11)
Connected (-1,17,10) -> (-1,17,9)
====================
-1,17,11 (-1,17,11)
Connected (-1,17,11) -> (0,17,11)
Ignored (-2,17,11) because it's out of bounds.
Connected (-1,17,11) -> (-1,18,11)
Connected (-1,17,11) -> (-1,16,11)
Connected (-1,17,11) -> (-1,17,12)
Connected (-1,17,11) -> (-1,17,10)
====================
-1,17,12 (-1,17,12)
Connected (-1,17,12) -> (0,17,12)
Ignored (-2,17,12) because it's out of bounds.
Connected (-1,17,12) -> (-1,18,12)
Connected (-1,17,12) -> (-1,16,12)
Connected (-1,17,12) -> (-1,17,13)
Connected (-1,17,12) -> (-1,17,11)
====================
-1,17,13 (-1,17,13)
Connected (-1,17,13) -> (0,17,13)
Ignored (-2,17,13) because it's out of bounds.
Connected (-1,17,13) -> (-1,18,13)
Connected (-1,17,13) -> (-1,16,13)
Connected (-1,17,13) -> (-1,17,14)
Connected (-1,17,13) -> (-1,17,12)
====================
-1,17,14 (-1,17,14)
Connected (-1,17,14) -> (0,17,14)
Ignored (-2,17,14) because it's out of bounds.
Connected (-1,17,14) -> (-1,18,14)
Connected (-1,17,14) -> (-1,16,14)
Connected (-1,17,14) -> (-1,17,15)
Connected (-1,17,14) -> (-1,17,13)
====================
-1,17,15 (-1,17,15)
Connected (-1,17,15) -> (0,17,15)
Ignored (-2,17,15) because it's out of bounds.
Connected (-1,17,15) -> (-1,18,15)
Connected (-1,17,15) -> (-1,16,15)
Connected (-1,17,15) -> (-1,17,16)
Connected (-1,17,15) -> (-1,17,14)
====================
-1,17,16 (-1,17,16)
Connected (-1,17,16) -> (0,17,16)
Ignored (-2,17,16) because it's out of bounds.
Connected (-1,17,16) -> (-1,18,16)
Connected (-1,17,16) -> (-1,16,16)
Connected (-1,17,16) -> (-1,17,17)
Connected (-1,17,16) -> (-1,17,15)
====================
-1,17,17 (-1,17,17)
Connected (-1,17,17) -> (0,17,17)
Ignored (-2,17,17) because it's out of bounds.
Connected (-1,17,17) -> (-1,18,17)
Connected (-1,17,17) -> (-1,16,17)
Connected (-1,17,17) -> (-1,17,18)
Connected (-1,17,17) -> (-1,17,16)
====================
-1,17,18 (-1,17,18)
Connected (-1,17,18) -> (0,17,18)
Ignored (-2,17,18) because it's out of bounds.
Connected (-1,17,18) -> (-1,18,18)
Connected (-1,17,18) -> (-1,16,18)
Connected (-1,17,18) -> (-1,17,19)
Connected (-1,17,18) -> (-1,17,17)
====================
-1,17,19 (-1,17,19)
Connected (-1,17,19) -> (0,17,19)
Ignored (-2,17,19) because it's out of bounds.
Connected (-1,17,19) -> (-1,18,19)
Connected (-1,17,19) -> (-1,16,19)
Connected (-1,17,19) -> (-1,17,20)
Connected (-1,17,19) -> (-1,17,18)
====================
-1,17,20 (-1,17,20)
Connected (-1,17,20) -> (0,17,20)
Ignored (-2,17,20) because it's out of bounds.
Connected (-1,17,20) -> (-1,18,20)
Connected (-1,17,20) -> (-1,16,20)
Ignored (-1,17,21) because it's out of bounds.
Connected (-1,17,20) -> (-1,17,19)
====================
-1,18,-1 (-1,18,-1)
Connected (-1,18,-1) -> (0,18,-1)
Ignored (-2,18,-1) because it's out of bounds.
Connected (-1,18,-1) -> (-1,19,-1)
Connected (-1,18,-1) -> (-1,17,-1)
Connected (-1,18,-1) -> (-1,18,0)
Ignored (-1,18,-2) because it's out of bounds.
====================
-1,18,0 (-1,18,0)
Connected (-1,18,0) -> (0,18,0)
Ignored (-2,18,0) because it's out of bounds.
Connected (-1,18,0) -> (-1,19,0)
Connected (-1,18,0) -> (-1,17,0)
Connected (-1,18,0) -> (-1,18,1)
Connected (-1,18,0) -> (-1,18,-1)
====================
-1,18,1 (-1,18,1)
Connected (-1,18,1) -> (0,18,1)
Ignored (-2,18,1) because it's out of bounds.
Connected (-1,18,1) -> (-1,19,1)
Connected (-1,18,1) -> (-1,17,1)
Connected (-1,18,1) -> (-1,18,2)
Connected (-1,18,1) -> (-1,18,0)
====================
-1,18,2 (-1,18,2)
Connected (-1,18,2) -> (0,18,2)
Ignored (-2,18,2) because it's out of bounds.
Connected (-1,18,2) -> (-1,19,2)
Connected (-1,18,2) -> (-1,17,2)
Connected (-1,18,2) -> (-1,18,3)
Connected (-1,18,2) -> (-1,18,1)
====================
-1,18,3 (-1,18,3)
Connected (-1,18,3) -> (0,18,3)
Ignored (-2,18,3) because it's out of bounds.
Connected (-1,18,3) -> (-1,19,3)
Connected (-1,18,3) -> (-1,17,3)
Connected (-1,18,3) -> (-1,18,4)
Connected (-1,18,3) -> (-1,18,2)
====================
-1,18,4 (-1,18,4)
Connected (-1,18,4) -> (0,18,4)
Ignored (-2,18,4) because it's out of bounds.
Connected (-1,18,4) -> (-1,19,4)
Connected (-1,18,4) -> (-1,17,4)
Connected (-1,18,4) -> (-1,18,5)
Connected (-1,18,4) -> (-1,18,3)
====================
-1,18,5 (-1,18,5)
Connected (-1,18,5) -> (0,18,5)
Ignored (-2,18,5) because it's out of bounds.
Connected (-1,18,5) -> (-1,19,5)
Connected (-1,18,5) -> (-1,17,5)
Connected (-1,18,5) -> (-1,18,6)
Connected (-1,18,5) -> (-1,18,4)
====================
-1,18,6 (-1,18,6)
Connected (-1,18,6) -> (0,18,6)
Ignored (-2,18,6) because it's out of bounds.
Connected (-1,18,6) -> (-1,19,6)
Connected (-1,18,6) -> (-1,17,6)
Connected (-1,18,6) -> (-1,18,7)
Connected (-1,18,6) -> (-1,18,5)
====================
-1,18,7 (-1,18,7)
Connected (-1,18,7) -> (0,18,7)
Ignored (-2,18,7) because it's out of bounds.
Connected (-1,18,7) -> (-1,19,7)
Connected (-1,18,7) -> (-1,17,7)
Connected (-1,18,7) -> (-1,18,8)
Connected (-1,18,7) -> (-1,18,6)
====================
-1,18,8 (-1,18,8)
Connected (-1,18,8) -> (0,18,8)
Ignored (-2,18,8) because it's out of bounds.
Connected (-1,18,8) -> (-1,19,8)
Connected (-1,18,8) -> (-1,17,8)
Connected (-1,18,8) -> (-1,18,9)
Connected (-1,18,8) -> (-1,18,7)
====================
-1,18,9 (-1,18,9)
Connected (-1,18,9) -> (0,18,9)
Ignored (-2,18,9) because it's out of bounds.
Connected (-1,18,9) -> (-1,19,9)
Connected (-1,18,9) -> (-1,17,9)
Connected (-1,18,9) -> (-1,18,10)
Connected (-1,18,9) -> (-1,18,8)
====================
-1,18,10 (-1,18,10)
Connected (-1,18,10) -> (0,18,10)
Ignored (-2,18,10) because it's out of bounds.
Connected (-1,18,10) -> (-1,19,10)
Connected (-1,18,10) -> (-1,17,10)
Connected (-1,18,10) -> (-1,18,11)
Connected (-1,18,10) -> (-1,18,9)
====================
-1,18,11 (-1,18,11)
Connected (-1,18,11) -> (0,18,11)
Ignored (-2,18,11) because it's out of bounds.
Connected (-1,18,11) -> (-1,19,11)
Connected (-1,18,11) -> (-1,17,11)
Connected (-1,18,11) -> (-1,18,12)
Connected (-1,18,11) -> (-1,18,10)
====================
-1,18,12 (-1,18,12)
Connected (-1,18,12) -> (0,18,12)
Ignored (-2,18,12) because it's out of bounds.
Connected (-1,18,12) -> (-1,19,12)
Connected (-1,18,12) -> (-1,17,12)
Connected (-1,18,12) -> (-1,18,13)
Connected (-1,18,12) -> (-1,18,11)
====================
-1,18,13 (-1,18,13)
Connected (-1,18,13) -> (0,18,13)
Ignored (-2,18,13) because it's out of bounds.
Connected (-1,18,13) -> (-1,19,13)
Connected (-1,18,13) -> (-1,17,13)
Connected (-1,18,13) -> (-1,18,14)
Connected (-1,18,13) -> (-1,18,12)
====================
-1,18,14 (-1,18,14)
Connected (-1,18,14) -> (0,18,14)
Ignored (-2,18,14) because it's out of bounds.
Connected (-1,18,14) -> (-1,19,14)
Connected (-1,18,14) -> (-1,17,14)
Connected (-1,18,14) -> (-1,18,15)
Connected (-1,18,14) -> (-1,18,13)
====================
-1,18,15 (-1,18,15)
Connected (-1,18,15) -> (0,18,15)
Ignored (-2,18,15) because it's out of bounds.
Connected (-1,18,15) -> (-1,19,15)
Connected (-1,18,15) -> (-1,17,15)
Connected (-1,18,15) -> (-1,18,16)
Connected (-1,18,15) -> (-1,18,14)
====================
-1,18,16 (-1,18,16)
Connected (-1,18,16) -> (0,18,16)
Ignored (-2,18,16) because it's out of bounds.
Connected (-1,18,16) -> (-1,19,16)
Connected (-1,18,16) -> (-1,17,16)
Connected (-1,18,16) -> (-1,18,17)
Connected (-1,18,16) -> (-1,18,15)
====================
-1,18,17 (-1,18,17)
Connected (-1,18,17) -> (0,18,17)
Ignored (-2,18,17) because it's out of bounds.
Connected (-1,18,17) -> (-1,19,17)
Connected (-1,18,17) -> (-1,17,17)
Connected (-1,18,17) -> (-1,18,18)
Connected (-1,18,17) -> (-1,18,16)
====================
-1,18,18 (-1,18,18)
Connected (-1,18,18) -> (0,18,18)
Ignored (-2,18,18) because it's out of bounds.
Connected (-1,18,18) -> (-1,19,18)
Connected (-1,18,18) -> (-1,17,18)
Connected (-1,18,18) -> (-1,18,19)
Connected (-1,18,18) -> (-1,18,17)
====================
-1,18,19 (-1,18,19)
Connected (-1,18,19) -> (0,18,19)
Ignored (-2,18,19) because it's out of bounds.
Connected (-1,18,19) -> (-1,19,19)
Connected (-1,18,19) -> (-1,17,19)
Connected (-1,18,19) -> (-1,18,20)
Connected (-1,18,19) -> (-1,18,18)
====================
-1,18,20 (-1,18,20)
Connected (-1,18,20) -> (0,18,20)
Ignored (-2,18,20) because it's out of bounds.
Connected (-1,18,20) -> (-1,19,20)
Connected (-1,18,20) -> (-1,17,20)
Ignored (-1,18,21) because it's out of bounds.
Connected (-1,18,20) -> (-1,18,19)
====================
-1,19,-1 (-1,19,-1)
Connected (-1,19,-1) -> (0,19,-1)
Ignored (-2,19,-1) because it's out of bounds.
Ignored (-1,20,-1) because it's out of bounds.
Connected (-1,19,-1) -> (-1,18,-1)
Connected (-1,19,-1) -> (-1,19,0)
Ignored (-1,19,-2) because it's out of bounds.
====================
-1,19,0 (-1,19,0)
Connected (-1,19,0) -> (0,19,0)
Ignored (-2,19,0) because it's out of bounds.
Ignored (-1,20,0) because it's out of bounds.
Connected (-1,19,0) -> (-1,18,0)
Connected (-1,19,0) -> (-1,19,1)
Connected (-1,19,0) -> (-1,19,-1)
====================
-1,19,1 (-1,19,1)
Connected (-1,19,1) -> (0,19,1)
Ignored (-2,19,1) because it's out of bounds.
Ignored (-1,20,1) because it's out of bounds.
Connected (-1,19,1) -> (-1,18,1)
Connected (-1,19,1) -> (-1,19,2)
Connected (-1,19,1) -> (-1,19,0)
====================
-1,19,2 (-1,19,2)
Connected (-1,19,2) -> (0,19,2)
Ignored (-2,19,2) because it's out of bounds.
Ignored (-1,20,2) because it's out of bounds.
Connected (-1,19,2) -> (-1,18,2)
Connected (-1,19,2) -> (-1,19,3)
Connected (-1,19,2) -> (-1,19,1)
====================
-1,19,3 (-1,19,3)
Connected (-1,19,3) -> (0,19,3)
Ignored (-2,19,3) because it's out of bounds.
Ignored (-1,20,3) because it's out of bounds.
Connected (-1,19,3) -> (-1,18,3)
Connected (-1,19,3) -> (-1,19,4)
Connected (-1,19,3) -> (-1,19,2)
====================
-1,19,4 (-1,19,4)
Connected (-1,19,4) -> (0,19,4)
Ignored (-2,19,4) because it's out of bounds.
Ignored (-1,20,4) because it's out of bounds.
Connected (-1,19,4) -> (-1,18,4)
Connected (-1,19,4) -> (-1,19,5)
Connected (-1,19,4) -> (-1,19,3)
====================
-1,19,5 (-1,19,5)
Connected (-1,19,5) -> (0,19,5)
Ignored (-2,19,5) because it's out of bounds.
Ignored (-1,20,5) because it's out of bounds.
Connected (-1,19,5) -> (-1,18,5)
Connected (-1,19,5) -> (-1,19,6)
Connected (-1,19,5) -> (-1,19,4)
====================
-1,19,6 (-1,19,6)
Connected (-1,19,6) -> (0,19,6)
Ignored (-2,19,6) because it's out of bounds.
Ignored (-1,20,6) because it's out of bounds.
Connected (-1,19,6) -> (-1,18,6)
Connected (-1,19,6) -> (-1,19,7)
Connected (-1,19,6) -> (-1,19,5)
====================
-1,19,7 (-1,19,7)
Connected (-1,19,7) -> (0,19,7)
Ignored (-2,19,7) because it's out of bounds.
Ignored (-1,20,7) because it's out of bounds.
Connected (-1,19,7) -> (-1,18,7)
Connected (-1,19,7) -> (-1,19,8)
Connected (-1,19,7) -> (-1,19,6)
====================
-1,19,8 (-1,19,8)
Connected (-1,19,8) -> (0,19,8)
Ignored (-2,19,8) because it's out of bounds.
Ignored (-1,20,8) because it's out of bounds.
Connected (-1,19,8) -> (-1,18,8)
Connected (-1,19,8) -> (-1,19,9)
Connected (-1,19,8) -> (-1,19,7)
====================
-1,19,9 (-1,19,9)
Connected (-1,19,9) -> (0,19,9)
Ignored (-2,19,9) because it's out of bounds.
Ignored (-1,20,9) because it's out of bounds.
Connected (-1,19,9) -> (-1,18,9)
Connected (-1,19,9) -> (-1,19,10)
Connected (-1,19,9) -> (-1,19,8)
====================
-1,19,10 (-1,19,10)
Connected (-1,19,10) -> (0,19,10)
Ignored (-2,19,10) because it's out of bounds.
Ignored (-1,20,10) because it's out of bounds.
Connected (-1,19,10) -> (-1,18,10)
Connected (-1,19,10) -> (-1,19,11)
Connected (-1,19,10) -> (-1,19,9)
====================
-1,19,11 (-1,19,11)
Connected (-1,19,11) -> (0,19,11)
Ignored (-2,19,11) because it's out of bounds.
Ignored (-1,20,11) because it's out of bounds.
Connected (-1,19,11) -> (-1,18,11)
Connected (-1,19,11) -> (-1,19,12)
Connected (-1,19,11) -> (-1,19,10)
====================
-1,19,12 (-1,19,12)
Connected (-1,19,12) -> (0,19,12)
Ignored (-2,19,12) because it's out of bounds.
Ignored (-1,20,12) because it's out of bounds.
Connected (-1,19,12) -> (-1,18,12)
Connected (-1,19,12) -> (-1,19,13)
Connected (-1,19,12) -> (-1,19,11)
====================
-1,19,13 (-1,19,13)
Connected (-1,19,13) -> (0,19,13)
Ignored (-2,19,13) because it's out of bounds.
Ignored (-1,20,13) because it's out of bounds.
Connected (-1,19,13) -> (-1,18,13)
Connected (-1,19,13) -> (-1,19,14)
Connected (-1,19,13) -> (-1,19,12)
====================
-1,19,14 (-1,19,14)
Connected (-1,19,14) -> (0,19,14)
Ignored (-2,19,14) because it's out of bounds.
Ignored (-1,20,14) because it's out of bounds.
Connected (-1,19,14) -> (-1,18,14)
Connected (-1,19,14) -> (-1,19,15)
Connected (-1,19,14) -> (-1,19,13)
====================
-1,19,15 (-1,19,15)
Connected (-1,19,15) -> (0,19,15)
Ignored (-2,19,15) because it's out of bounds.
Ignored (-1,20,15) because it's out of bounds.
Connected (-1,19,15) -> (-1,18,15)
Connected (-1,19,15) -> (-1,19,16)
Connected (-1,19,15) -> (-1,19,14)
====================
-1,19,16 (-1,19,16)
Connected (-1,19,16) -> (0,19,16)
Ignored (-2,19,16) because it's out of bounds.
Ignored (-1,20,16) because it's out of bounds.
Connected (-1,19,16) -> (-1,18,16)
Connected (-1,19,16) -> (-1,19,17)
Connected (-1,19,16) -> (-1,19,15)
====================
-1,19,17 (-1,19,17)
Connected (-1,19,17) -> (0,19,17)
Ignored (-2,19,17) because it's out of bounds.
Ignored (-1,20,17) because it's out of bounds.
Connected (-1,19,17) -> (-1,18,17)
Connected (-1,19,17) -> (-1,19,18)
Connected (-1,19,17) -> (-1,19,16)
====================
-1,19,18 (-1,19,18)
Connected (-1,19,18) -> (0,19,18)
Ignored (-2,19,18) because it's out of bounds.
Ignored (-1,20,18) because it's out of bounds.
Connected (-1,19,18) -> (-1,18,18)
Connected (-1,19,18) -> (-1,19,19)
Connected (-1,19,18) -> (-1,19,17)
====================
-1,19,19 (-1,19,19)
Connected (-1,19,19) -> (0,19,19)
Ignored (-2,19,19) because it's out of bounds.
Ignored (-1,20,19) because it's out of bounds.
Connected (-1,19,19) -> (-1,18,19)
Connected (-1,19,19) -> (-1,19,20)
Connected (-1,19,19) -> (-1,19,18)
====================
-1,19,20 (-1,19,20)
Connected (-1,19,20) -> (0,19,20)
Ignored (-2,19,20) because it's out of bounds.
Ignored (-1,20,20) because it's out of bounds.
Connected (-1,19,20) -> (-1,18,20)
Ignored (-1,19,21) because it's out of bounds.
Connected (-1,19,20) -> (-1,19,19)
====================
0,-1,-1 (0,-1,-1)
Connected (0,-1,-1) -> (1,-1,-1)
Connected (0,-1,-1) -> (-1,-1,-1)
Connected (0,-1,-1) -> (0,0,-1)
Ignored (0,-2,-1) because it's out of bounds.
Connected (0,-1,-1) -> (0,-1,0)
Ignored (0,-1,-2) because it's out of bounds.
====================
0,-1,0 (0,-1,0)
Connected (0,-1,0) -> (1,-1,0)
Connected (0,-1,0) -> (-1,-1,0)
Connected (0,-1,0) -> (0,0,0)
Ignored (0,-2,0) because it's out of bounds.
Connected (0,-1,0) -> (0,-1,1)
Connected (0,-1,0) -> (0,-1,-1)
====================
0,-1,1 (0,-1,1)
Connected (0,-1,1) -> (1,-1,1)
Connected (0,-1,1) -> (-1,-1,1)
Connected (0,-1,1) -> (0,0,1)
Ignored (0,-2,1) because it's out of bounds.
Connected (0,-1,1) -> (0,-1,2)
Connected (0,-1,1) -> (0,-1,0)
====================
0,-1,2 (0,-1,2)
Connected (0,-1,2) -> (1,-1,2)
Connected (0,-1,2) -> (-1,-1,2)
Connected (0,-1,2) -> (0,0,2)
Ignored (0,-2,2) because it's out of bounds.
Connected (0,-1,2) -> (0,-1,3)
Connected (0,-1,2) -> (0,-1,1)
====================
0,-1,3 (0,-1,3)
Connected (0,-1,3) -> (1,-1,3)
Connected (0,-1,3) -> (-1,-1,3)
Connected (0,-1,3) -> (0,0,3)
Ignored (0,-2,3) because it's out of bounds.
Connected (0,-1,3) -> (0,-1,4)
Connected (0,-1,3) -> (0,-1,2)
====================
0,-1,4 (0,-1,4)
Connected (0,-1,4) -> (1,-1,4)
Connected (0,-1,4) -> (-1,-1,4)
Connected (0,-1,4) -> (0,0,4)
Ignored (0,-2,4) because it's out of bounds.
Connected (0,-1,4) -> (0,-1,5)
Connected (0,-1,4) -> (0,-1,3)
====================
0,-1,5 (0,-1,5)
Connected (0,-1,5) -> (1,-1,5)
Connected (0,-1,5) -> (-1,-1,5)
Connected (0,-1,5) -> (0,0,5)
Ignored (0,-2,5) because it's out of bounds.
Connected (0,-1,5) -> (0,-1,6)
Connected (0,-1,5) -> (0,-1,4)
====================
0,-1,6 (0,-1,6)
Connected (0,-1,6) -> (1,-1,6)
Connected (0,-1,6) -> (-1,-1,6)
Connected (0,-1,6) -> (0,0,6)
Ignored (0,-2,6) because it's out of bounds.
Connected (0,-1,6) -> (0,-1,7)
Connected (0,-1,6) -> (0,-1,5)
====================
0,-1,7 (0,-1,7)
Connected (0,-1,7) -> (1,-1,7)
Connected (0,-1,7) -> (-1,-1,7)
Connected (0,-1,7) -> (0,0,7)
Ignored (0,-2,7) because it's out of bounds.
Connected (0,-1,7) -> (0,-1,8)
Connected (0,-1,7) -> (0,-1,6)
====================
0,-1,8 (0,-1,8)
Connected (0,-1,8) -> (1,-1,8)
Connected (0,-1,8) -> (-1,-1,8)
Connected (0,-1,8) -> (0,0,8)
Ignored (0,-2,8) because it's out of bounds.
Connected (0,-1,8) -> (0,-1,9)
Connected (0,-1,8) -> (0,-1,7)
====================
0,-1,9 (0,-1,9)
Connected (0,-1,9) -> (1,-1,9)
Connected (0,-1,9) -> (-1,-1,9)
Connected (0,-1,9) -> (0,0,9)
Ignored (0,-2,9) because it's out of bounds.
Connected (0,-1,9) -> (0,-1,10)
Connected (0,-1,9) -> (0,-1,8)
====================
0,-1,10 (0,-1,10)
Connected (0,-1,10) -> (1,-1,10)
Connected (0,-1,10) -> (-1,-1,10)
Connected (0,-1,10) -> (0,0,10)
Ignored (0,-2,10) because it's out of bounds.
Connected (0,-1,10) -> (0,-1,11)
Connected (0,-1,10) -> (0,-1,9)
====================
0,-1,11 (0,-1,11)
Connected (0,-1,11) -> (1,-1,11)
Connected (0,-1,11) -> (-1,-1,11)
Connected (0,-1,11) -> (0,0,11)
Ignored (0,-2,11) because it's out of bounds.
Connected (0,-1,11) -> (0,-1,12)
Connected (0,-1,11) -> (0,-1,10)
====================
0,-1,12 (0,-1,12)
Connected (0,-1,12) -> (1,-1,12)
Connected (0,-1,12) -> (-1,-1,12)
Connected (0,-1,12) -> (0,0,12)
Ignored (0,-2,12) because it's out of bounds.
Connected (0,-1,12) -> (0,-1,13)
Connected (0,-1,12) -> (0,-1,11)
====================
0,-1,13 (0,-1,13)
Connected (0,-1,13) -> (1,-1,13)
Connected (0,-1,13) -> (-1,-1,13)
Connected (0,-1,13) -> (0,0,13)
Ignored (0,-2,13) because it's out of bounds.
Connected (0,-1,13) -> (0,-1,14)
Connected (0,-1,13) -> (0,-1,12)
====================
0,-1,14 (0,-1,14)
Connected (0,-1,14) -> (1,-1,14)
Connected (0,-1,14) -> (-1,-1,14)
Connected (0,-1,14) -> (0,0,14)
Ignored (0,-2,14) because it's out of bounds.
Connected (0,-1,14) -> (0,-1,15)
Connected (0,-1,14) -> (0,-1,13)
====================
0,-1,15 (0,-1,15)
Connected (0,-1,15) -> (1,-1,15)
Connected (0,-1,15) -> (-1,-1,15)
Connected (0,-1,15) -> (0,0,15)
Ignored (0,-2,15) because it's out of bounds.
Connected (0,-1,15) -> (0,-1,16)
Connected (0,-1,15) -> (0,-1,14)
====================
0,-1,16 (0,-1,16)
Connected (0,-1,16) -> (1,-1,16)
Connected (0,-1,16) -> (-1,-1,16)
Connected (0,-1,16) -> (0,0,16)
Ignored (0,-2,16) because it's out of bounds.
Connected (0,-1,16) -> (0,-1,17)
Connected (0,-1,16) -> (0,-1,15)
====================
0,-1,17 (0,-1,17)
Connected (0,-1,17) -> (1,-1,17)
Connected (0,-1,17) -> (-1,-1,17)
Connected (0,-1,17) -> (0,0,17)
Ignored (0,-2,17) because it's out of bounds.
Connected (0,-1,17) -> (0,-1,18)
Connected (0,-1,17) -> (0,-1,16)
====================
0,-1,18 (0,-1,18)
Connected (0,-1,18) -> (1,-1,18)
Connected (0,-1,18) -> (-1,-1,18)
Connected (0,-1,18) -> (0,0,18)
Ignored (0,-2,18) because it's out of bounds.
Connected (0,-1,18) -> (0,-1,19)
Connected (0,-1,18) -> (0,-1,17)
====================
0,-1,19 (0,-1,19)
Connected (0,-1,19) -> (1,-1,19)
Connected (0,-1,19) -> (-1,-1,19)
Connected (0,-1,19) -> (0,0,19)
Ignored (0,-2,19) because it's out of bounds.
Connected (0,-1,19) -> (0,-1,20)
Connected (0,-1,19) -> (0,-1,18)
====================
0,-1,20 (0,-1,20)
Connected (0,-1,20) -> (1,-1,20)
Connected (0,-1,20) -> (-1,-1,20)
Connected (0,-1,20) -> (0,0,20)
Ignored (0,-2,20) because it's out of bounds.
Ignored (0,-1,21) because it's out of bounds.
Connected (0,-1,20) -> (0,-1,19)
====================
0,0,-1 (0,0,-1)
Connected (0,0,-1) -> (1,0,-1)
Connected (0,0,-1) -> (-1,0,-1)
Connected (0,0,-1) -> (0,1,-1)
Connected (0,0,-1) -> (0,-1,-1)
Connected (0,0,-1) -> (0,0,0)
Ignored (0,0,-2) because it's out of bounds.
====================
0,0,0 (0,0,0)
Connected (0,0,0) -> (1,0,0)
Connected (0,0,0) -> (-1,0,0)
Connected (0,0,0) -> (0,1,0)
Connected (0,0,0) -> (0,-1,0)
Connected (0,0,0) -> (0,0,1)
Connected (0,0,0) -> (0,0,-1)
====================
0,0,1 (0,0,1)
Connected (0,0,1) -> (1,0,1)
Connected (0,0,1) -> (-1,0,1)
Connected (0,0,1) -> (0,1,1)
Connected (0,0,1) -> (0,-1,1)
Connected (0,0,1) -> (0,0,2)
Connected (0,0,1) -> (0,0,0)
====================
0,0,2 (0,0,2)
Connected (0,0,2) -> (1,0,2)
Connected (0,0,2) -> (-1,0,2)
Connected (0,0,2) -> (0,1,2)
Connected (0,0,2) -> (0,-1,2)
Connected (0,0,2) -> (0,0,3)
Connected (0,0,2) -> (0,0,1)
====================
0,0,3 (0,0,3)
Connected (0,0,3) -> (1,0,3)
Connected (0,0,3) -> (-1,0,3)
Connected (0,0,3) -> (0,1,3)
Connected (0,0,3) -> (0,-1,3)
Connected (0,0,3) -> (0,0,4)
Connected (0,0,3) -> (0,0,2)
====================
0,0,4 (0,0,4)
Connected (0,0,4) -> (1,0,4)
Connected (0,0,4) -> (-1,0,4)
Connected (0,0,4) -> (0,1,4)
Connected (0,0,4) -> (0,-1,4)
Connected (0,0,4) -> (0,0,5)
Connected (0,0,4) -> (0,0,3)
====================
0,0,5 (0,0,5)
Connected (0,0,5) -> (1,0,5)
Connected (0,0,5) -> (-1,0,5)
Connected (0,0,5) -> (0,1,5)
Connected (0,0,5) -> (0,-1,5)
Connected (0,0,5) -> (0,0,6)
Connected (0,0,5) -> (0,0,4)
====================
0,0,6 (0,0,6)
Connected (0,0,6) -> (1,0,6)
Connected (0,0,6) -> (-1,0,6)
Connected (0,0,6) -> (0,1,6)
Connected (0,0,6) -> (0,-1,6)
Connected (0,0,6) -> (0,0,7)
Connected (0,0,6) -> (0,0,5)
====================
0,0,7 (0,0,7)
Connected (0,0,7) -> (1,0,7)
Connected (0,0,7) -> (-1,0,7)
Connected (0,0,7) -> (0,1,7)
Connected (0,0,7) -> (0,-1,7)
Connected (0,0,7) -> (0,0,8)
Connected (0,0,7) -> (0,0,6)
====================
0,0,8 (0,0,8)
Connected (0,0,8) -> (1,0,8)
Connected (0,0,8) -> (-1,0,8)
Connected (0,0,8) -> (0,1,8)
Connected (0,0,8) -> (0,-1,8)
Connected (0,0,8) -> (0,0,9)
Connected (0,0,8) -> (0,0,7)
====================
0,0,9 (0,0,9)
Connected (0,0,9) -> (1,0,9)
Connected (0,0,9) -> (-1,0,9)
Connected (0,0,9) -> (0,1,9)
Connected (0,0,9) -> (0,-1,9)
Connected (0,0,9) -> (0,0,10)
Connected (0,0,9) -> (0,0,8)
====================
0,0,10 (0,0,10)
Connected (0,0,10) -> (1,0,10)
Connected (0,0,10) -> (-1,0,10)
Connected (0,0,10) -> (0,1,10)
Connected (0,0,10) -> (0,-1,10)
Connected (0,0,10) -> (0,0,11)
Connected (0,0,10) -> (0,0,9)
====================
0,0,11 (0,0,11)
Connected (0,0,11) -> (1,0,11)
Connected (0,0,11) -> (-1,0,11)
Connected (0,0,11) -> (0,1,11)
Connected (0,0,11) -> (0,-1,11)
Connected (0,0,11) -> (0,0,12)
Connected (0,0,11) -> (0,0,10)
====================
0,0,12 (0,0,12)
Connected (0,0,12) -> (1,0,12)
Connected (0,0,12) -> (-1,0,12)
Connected (0,0,12) -> (0,1,12)
Connected (0,0,12) -> (0,-1,12)
Connected (0,0,12) -> (0,0,13)
Connected (0,0,12) -> (0,0,11)
====================
0,0,13 (0,0,13)
Connected (0,0,13) -> (1,0,13)
Connected (0,0,13) -> (-1,0,13)
Connected (0,0,13) -> (0,1,13)
Connected (0,0,13) -> (0,-1,13)
Connected (0,0,13) -> (0,0,14)
Connected (0,0,13) -> (0,0,12)
====================
0,0,14 (0,0,14)
Connected (0,0,14) -> (1,0,14)
Connected (0,0,14) -> (-1,0,14)
Connected (0,0,14) -> (0,1,14)
Connected (0,0,14) -> (0,-1,14)
Connected (0,0,14) -> (0,0,15)
Connected (0,0,14) -> (0,0,13)
====================
0,0,15 (0,0,15)
Connected (0,0,15) -> (1,0,15)
Connected (0,0,15) -> (-1,0,15)
Connected (0,0,15) -> (0,1,15)
Connected (0,0,15) -> (0,-1,15)
Connected (0,0,15) -> (0,0,16)
Connected (0,0,15) -> (0,0,14)
====================
0,0,16 (0,0,16)
Connected (0,0,16) -> (1,0,16)
Connected (0,0,16) -> (-1,0,16)
Connected (0,0,16) -> (0,1,16)
Connected (0,0,16) -> (0,-1,16)
Connected (0,0,16) -> (0,0,17)
Connected (0,0,16) -> (0,0,15)
====================
0,0,17 (0,0,17)
Connected (0,0,17) -> (1,0,17)
Connected (0,0,17) -> (-1,0,17)
Connected (0,0,17) -> (0,1,17)
Connected (0,0,17) -> (0,-1,17)
Connected (0,0,17) -> (0,0,18)
Connected (0,0,17) -> (0,0,16)
====================
0,0,18 (0,0,18)
Connected (0,0,18) -> (1,0,18)
Connected (0,0,18) -> (-1,0,18)
Connected (0,0,18) -> (0,1,18)
Connected (0,0,18) -> (0,-1,18)
Connected (0,0,18) -> (0,0,19)
Connected (0,0,18) -> (0,0,17)
====================
0,0,19 (0,0,19)
Connected (0,0,19) -> (1,0,19)
Connected (0,0,19) -> (-1,0,19)
Connected (0,0,19) -> (0,1,19)
Connected (0,0,19) -> (0,-1,19)
Connected (0,0,19) -> (0,0,20)
Connected (0,0,19) -> (0,0,18)
====================
0,0,20 (0,0,20)
Connected (0,0,20) -> (1,0,20)
Connected (0,0,20) -> (-1,0,20)
Connected (0,0,20) -> (0,1,20)
Connected (0,0,20) -> (0,-1,20)
Ignored (0,0,21) because it's out of bounds.
Connected (0,0,20) -> (0,0,19)
====================
0,1,-1 (0,1,-1)
Connected (0,1,-1) -> (1,1,-1)
Connected (0,1,-1) -> (-1,1,-1)
Connected (0,1,-1) -> (0,2,-1)
Connected (0,1,-1) -> (0,0,-1)
Connected (0,1,-1) -> (0,1,0)
Ignored (0,1,-2) because it's out of bounds.
====================
0,1,0 (0,1,0)
Connected (0,1,0) -> (1,1,0)
Connected (0,1,0) -> (-1,1,0)
Connected (0,1,0) -> (0,2,0)
Connected (0,1,0) -> (0,0,0)
Connected (0,1,0) -> (0,1,1)
Connected (0,1,0) -> (0,1,-1)
====================
0,1,1 (0,1,1)
Connected (0,1,1) -> (1,1,1)
Connected (0,1,1) -> (-1,1,1)
Connected (0,1,1) -> (0,2,1)
Connected (0,1,1) -> (0,0,1)
Connected (0,1,1) -> (0,1,2)
Connected (0,1,1) -> (0,1,0)
====================
0,1,2 (0,1,2)
Connected (0,1,2) -> (1,1,2)
Connected (0,1,2) -> (-1,1,2)
Connected (0,1,2) -> (0,2,2)
Connected (0,1,2) -> (0,0,2)
Connected (0,1,2) -> (0,1,3)
Connected (0,1,2) -> (0,1,1)
====================
0,1,3 (0,1,3)
Connected (0,1,3) -> (1,1,3)
Connected (0,1,3) -> (-1,1,3)
Connected (0,1,3) -> (0,2,3)
Connected (0,1,3) -> (0,0,3)
Connected (0,1,3) -> (0,1,4)
Connected (0,1,3) -> (0,1,2)
====================
0,1,4 (0,1,4)
Connected (0,1,4) -> (1,1,4)
Connected (0,1,4) -> (-1,1,4)
Connected (0,1,4) -> (0,2,4)
Connected (0,1,4) -> (0,0,4)
Connected (0,1,4) -> (0,1,5)
Connected (0,1,4) -> (0,1,3)
====================
0,1,5 (0,1,5)
Connected (0,1,5) -> (1,1,5)
Connected (0,1,5) -> (-1,1,5)
Connected (0,1,5) -> (0,2,5)
Connected (0,1,5) -> (0,0,5)
Connected (0,1,5) -> (0,1,6)
Connected (0,1,5) -> (0,1,4)
====================
0,1,6 (0,1,6)
Connected (0,1,6) -> (1,1,6)
Connected (0,1,6) -> (-1,1,6)
Connected (0,1,6) -> (0,2,6)
Connected (0,1,6) -> (0,0,6)
Connected (0,1,6) -> (0,1,7)
Connected (0,1,6) -> (0,1,5)
====================
0,1,7 (0,1,7)
Connected (0,1,7) -> (1,1,7)
Connected (0,1,7) -> (-1,1,7)
Connected (0,1,7) -> (0,2,7)
Connected (0,1,7) -> (0,0,7)
Connected (0,1,7) -> (0,1,8)
Connected (0,1,7) -> (0,1,6)
====================
0,1,8 (0,1,8)
Connected (0,1,8) -> (1,1,8)
Connected (0,1,8) -> (-1,1,8)
Connected (0,1,8) -> (0,2,8)
Connected (0,1,8) -> (0,0,8)
Connected (0,1,8) -> (0,1,9)
Connected (0,1,8) -> (0,1,7)
====================
0,1,9 (0,1,9)
Connected (0,1,9) -> (1,1,9)
Connected (0,1,9) -> (-1,1,9)
Connected (0,1,9) -> (0,2,9)
Connected (0,1,9) -> (0,0,9)
Connected (0,1,9) -> (0,1,10)
Connected (0,1,9) -> (0,1,8)
====================
0,1,10 (0,1,10)
Connected (0,1,10) -> (1,1,10)
Connected (0,1,10) -> (-1,1,10)
Connected (0,1,10) -> (0,2,10)
Connected (0,1,10) -> (0,0,10)
Connected (0,1,10) -> (0,1,11)
Connected (0,1,10) -> (0,1,9)
====================
0,1,11 (0,1,11)
Connected (0,1,11) -> (1,1,11)
Connected (0,1,11) -> (-1,1,11)
Connected (0,1,11) -> (0,2,11)
Connected (0,1,11) -> (0,0,11)
Connected (0,1,11) -> (0,1,12)
Connected (0,1,11) -> (0,1,10)
====================
0,1,12 (0,1,12)
Connected (0,1,12) -> (1,1,12)
Connected (0,1,12) -> (-1,1,12)
Connected (0,1,12) -> (0,2,12)
Connected (0,1,12) -> (0,0,12)
Connected (0,1,12) -> (0,1,13)
Connected (0,1,12) -> (0,1,11)
====================
0,1,13 (0,1,13)
Connected (0,1,13) -> (1,1,13)
Connected (0,1,13) -> (-1,1,13)
Connected (0,1,13) -> (0,2,13)
Connected (0,1,13) -> (0,0,13)
Connected (0,1,13) -> (0,1,14)
Connected (0,1,13) -> (0,1,12)
====================
0,1,14 (0,1,14)
Connected (0,1,14) -> (1,1,14)
Connected (0,1,14) -> (-1,1,14)
Connected (0,1,14) -> (0,2,14)
Connected (0,1,14) -> (0,0,14)
Connected (0,1,14) -> (0,1,15)
Connected (0,1,14) -> (0,1,13)
====================
0,1,15 (0,1,15)
Connected (0,1,15) -> (1,1,15)
Connected (0,1,15) -> (-1,1,15)
Connected (0,1,15) -> (0,2,15)
Connected (0,1,15) -> (0,0,15)
Connected (0,1,15) -> (0,1,16)
Connected (0,1,15) -> (0,1,14)
====================
0,1,16 (0,1,16)
Connected (0,1,16) -> (1,1,16)
Connected (0,1,16) -> (-1,1,16)
Connected (0,1,16) -> (0,2,16)
Connected (0,1,16) -> (0,0,16)
Connected (0,1,16) -> (0,1,17)
Connected (0,1,16) -> (0,1,15)
====================
0,1,17 (0,1,17)
Connected (0,1,17) -> (1,1,17)
Connected (0,1,17) -> (-1,1,17)
Connected (0,1,17) -> (0,2,17)
Connected (0,1,17) -> (0,0,17)
Connected (0,1,17) -> (0,1,18)
Connected (0,1,17) -> (0,1,16)
====================
0,1,18 (0,1,18)
Connected (0,1,18) -> (1,1,18)
Connected (0,1,18) -> (-1,1,18)
Connected (0,1,18) -> (0,2,18)
Connected (0,1,18) -> (0,0,18)
Connected (0,1,18) -> (0,1,19)
Connected (0,1,18) -> (0,1,17)
====================
0,1,19 (0,1,19)
Connected (0,1,19) -> (1,1,19)
Connected (0,1,19) -> (-1,1,19)
Connected (0,1,19) -> (0,2,19)
Connected (0,1,19) -> (0,0,19)
Connected (0,1,19) -> (0,1,20)
Connected (0,1,19) -> (0,1,18)
====================
0,1,20 (0,1,20)
Connected (0,1,20) -> (1,1,20)
Connected (0,1,20) -> (-1,1,20)
Connected (0,1,20) -> (0,2,20)
Connected (0,1,20) -> (0,0,20)
Ignored (0,1,21) because it's out of bounds.
Connected (0,1,20) -> (0,1,19)
====================
0,2,-1 (0,2,-1)
Connected (0,2,-1) -> (1,2,-1)
Connected (0,2,-1) -> (-1,2,-1)
Connected (0,2,-1) -> (0,3,-1)
Connected (0,2,-1) -> (0,1,-1)
Connected (0,2,-1) -> (0,2,0)
Ignored (0,2,-2) because it's out of bounds.
====================
0,2,0 (0,2,0)
Connected (0,2,0) -> (1,2,0)
Connected (0,2,0) -> (-1,2,0)
Connected (0,2,0) -> (0,3,0)
Connected (0,2,0) -> (0,1,0)
Connected (0,2,0) -> (0,2,1)
Connected (0,2,0) -> (0,2,-1)
====================
0,2,1 (0,2,1)
Connected (0,2,1) -> (1,2,1)
Connected (0,2,1) -> (-1,2,1)
Connected (0,2,1) -> (0,3,1)
Connected (0,2,1) -> (0,1,1)
Connected (0,2,1) -> (0,2,2)
Connected (0,2,1) -> (0,2,0)
====================
0,2,2 (0,2,2)
Connected (0,2,2) -> (1,2,2)
Connected (0,2,2) -> (-1,2,2)
Connected (0,2,2) -> (0,3,2)
Connected (0,2,2) -> (0,1,2)
Connected (0,2,2) -> (0,2,3)
Connected (0,2,2) -> (0,2,1)
====================
0,2,3 (0,2,3)
Connected (0,2,3) -> (1,2,3)
Connected (0,2,3) -> (-1,2,3)
Connected (0,2,3) -> (0,3,3)
Connected (0,2,3) -> (0,1,3)
Connected (0,2,3) -> (0,2,4)
Connected (0,2,3) -> (0,2,2)
====================
0,2,4 (0,2,4)
Connected (0,2,4) -> (1,2,4)
Connected (0,2,4) -> (-1,2,4)
Connected (0,2,4) -> (0,3,4)
Connected (0,2,4) -> (0,1,4)
Connected (0,2,4) -> (0,2,5)
Connected (0,2,4) -> (0,2,3)
====================
0,2,5 (0,2,5)
Connected (0,2,5) -> (1,2,5)
Connected (0,2,5) -> (-1,2,5)
Connected (0,2,5) -> (0,3,5)
Connected (0,2,5) -> (0,1,5)
Connected (0,2,5) -> (0,2,6)
Connected (0,2,5) -> (0,2,4)
====================
0,2,6 (0,2,6)
Connected (0,2,6) -> (1,2,6)
Connected (0,2,6) -> (-1,2,6)
Connected (0,2,6) -> (0,3,6)
Connected (0,2,6) -> (0,1,6)
Connected (0,2,6) -> (0,2,7)
Connected (0,2,6) -> (0,2,5)
====================
0,2,7 (0,2,7)
Connected (0,2,7) -> (1,2,7)
Connected (0,2,7) -> (-1,2,7)
Connected (0,2,7) -> (0,3,7)
Connected (0,2,7) -> (0,1,7)
Connected (0,2,7) -> (0,2,8)
Connected (0,2,7) -> (0,2,6)
====================
0,2,8 (0,2,8)
Connected (0,2,8) -> (1,2,8)
Connected (0,2,8) -> (-1,2,8)
Connected (0,2,8) -> (0,3,8)
Connected (0,2,8) -> (0,1,8)
Connected (0,2,8) -> (0,2,9)
Connected (0,2,8) -> (0,2,7)
====================
0,2,9 (0,2,9)
Connected (0,2,9) -> (1,2,9)
Connected (0,2,9) -> (-1,2,9)
Connected (0,2,9) -> (0,3,9)
Connected (0,2,9) -> (0,1,9)
Connected (0,2,9) -> (0,2,10)
Connected (0,2,9) -> (0,2,8)
====================
0,2,10 (0,2,10)
Connected (0,2,10) -> (1,2,10)
Connected (0,2,10) -> (-1,2,10)
Connected (0,2,10) -> (0,3,10)
Connected (0,2,10) -> (0,1,10)
Connected (0,2,10) -> (0,2,11)
Connected (0,2,10) -> (0,2,9)
====================
0,2,11 (0,2,11)
Connected (0,2,11) -> (1,2,11)
Connected (0,2,11) -> (-1,2,11)
Connected (0,2,11) -> (0,3,11)
Connected (0,2,11) -> (0,1,11)
Connected (0,2,11) -> (0,2,12)
Connected (0,2,11) -> (0,2,10)
====================
0,2,12 (0,2,12)
Connected (0,2,12) -> (1,2,12)
Connected (0,2,12) -> (-1,2,12)
Connected (0,2,12) -> (0,3,12)
Connected (0,2,12) -> (0,1,12)
Connected (0,2,12) -> (0,2,13)
Connected (0,2,12) -> (0,2,11)
====================
0,2,13 (0,2,13)
Connected (0,2,13) -> (1,2,13)
Connected (0,2,13) -> (-1,2,13)
Connected (0,2,13) -> (0,3,13)
Connected (0,2,13) -> (0,1,13)
Connected (0,2,13) -> (0,2,14)
Connected (0,2,13) -> (0,2,12)
====================
0,2,14 (0,2,14)
Connected (0,2,14) -> (1,2,14)
Connected (0,2,14) -> (-1,2,14)
Connected (0,2,14) -> (0,3,14)
Connected (0,2,14) -> (0,1,14)
Connected (0,2,14) -> (0,2,15)
Connected (0,2,14) -> (0,2,13)
====================
0,2,15 (0,2,15)
Connected (0,2,15) -> (1,2,15)
Connected (0,2,15) -> (-1,2,15)
Connected (0,2,15) -> (0,3,15)
Connected (0,2,15) -> (0,1,15)
Connected (0,2,15) -> (0,2,16)
Connected (0,2,15) -> (0,2,14)
====================
0,2,16 (0,2,16)
Connected (0,2,16) -> (1,2,16)
Connected (0,2,16) -> (-1,2,16)
Connected (0,2,16) -> (0,3,16)
Connected (0,2,16) -> (0,1,16)
Connected (0,2,16) -> (0,2,17)
Connected (0,2,16) -> (0,2,15)
====================
0,2,17 (0,2,17)
Connected (0,2,17) -> (1,2,17)
Connected (0,2,17) -> (-1,2,17)
Connected (0,2,17) -> (0,3,17)
Connected (0,2,17) -> (0,1,17)
Connected (0,2,17) -> (0,2,18)
Connected (0,2,17) -> (0,2,16)
====================
0,2,18 (0,2,18)
Connected (0,2,18) -> (1,2,18)
Connected (0,2,18) -> (-1,2,18)
Connected (0,2,18) -> (0,3,18)
Connected (0,2,18) -> (0,1,18)
Connected (0,2,18) -> (0,2,19)
Connected (0,2,18) -> (0,2,17)
====================
0,2,19 (0,2,19)
Connected (0,2,19) -> (1,2,19)
Connected (0,2,19) -> (-1,2,19)
Connected (0,2,19) -> (0,3,19)
Connected (0,2,19) -> (0,1,19)
Connected (0,2,19) -> (0,2,20)
Connected (0,2,19) -> (0,2,18)
====================
0,2,20 (0,2,20)
Connected (0,2,20) -> (1,2,20)
Connected (0,2,20) -> (-1,2,20)
Connected (0,2,20) -> (0,3,20)
Connected (0,2,20) -> (0,1,20)
Ignored (0,2,21) because it's out of bounds.
Connected (0,2,20) -> (0,2,19)
====================
0,3,-1 (0,3,-1)
Connected (0,3,-1) -> (1,3,-1)
Connected (0,3,-1) -> (-1,3,-1)
Connected (0,3,-1) -> (0,4,-1)
Connected (0,3,-1) -> (0,2,-1)
Connected (0,3,-1) -> (0,3,0)
Ignored (0,3,-2) because it's out of bounds.
====================
0,3,0 (0,3,0)
Connected (0,3,0) -> (1,3,0)
Connected (0,3,0) -> (-1,3,0)
Connected (0,3,0) -> (0,4,0)
Connected (0,3,0) -> (0,2,0)
Connected (0,3,0) -> (0,3,1)
Connected (0,3,0) -> (0,3,-1)
====================
0,3,1 (0,3,1)
Connected (0,3,1) -> (1,3,1)
Connected (0,3,1) -> (-1,3,1)
Connected (0,3,1) -> (0,4,1)
Connected (0,3,1) -> (0,2,1)
Connected (0,3,1) -> (0,3,2)
Connected (0,3,1) -> (0,3,0)
====================
0,3,2 (0,3,2)
Connected (0,3,2) -> (1,3,2)
Connected (0,3,2) -> (-1,3,2)
Connected (0,3,2) -> (0,4,2)
Connected (0,3,2) -> (0,2,2)
Connected (0,3,2) -> (0,3,3)
Connected (0,3,2) -> (0,3,1)
====================
0,3,3 (0,3,3)
Connected (0,3,3) -> (1,3,3)
Connected (0,3,3) -> (-1,3,3)
Connected (0,3,3) -> (0,4,3)
Connected (0,3,3) -> (0,2,3)
Connected (0,3,3) -> (0,3,4)
Connected (0,3,3) -> (0,3,2)
====================
0,3,4 (0,3,4)
Connected (0,3,4) -> (1,3,4)
Connected (0,3,4) -> (-1,3,4)
Connected (0,3,4) -> (0,4,4)
Connected (0,3,4) -> (0,2,4)
Connected (0,3,4) -> (0,3,5)
Connected (0,3,4) -> (0,3,3)
====================
0,3,5 (0,3,5)
Connected (0,3,5) -> (1,3,5)
Connected (0,3,5) -> (-1,3,5)
Connected (0,3,5) -> (0,4,5)
Connected (0,3,5) -> (0,2,5)
Connected (0,3,5) -> (0,3,6)
Connected (0,3,5) -> (0,3,4)
====================
0,3,6 (0,3,6)
Connected (0,3,6) -> (1,3,6)
Connected (0,3,6) -> (-1,3,6)
Connected (0,3,6) -> (0,4,6)
Connected (0,3,6) -> (0,2,6)
Connected (0,3,6) -> (0,3,7)
Connected (0,3,6) -> (0,3,5)
====================
0,3,7 (0,3,7)
Connected (0,3,7) -> (1,3,7)
Connected (0,3,7) -> (-1,3,7)
Connected (0,3,7) -> (0,4,7)
Connected (0,3,7) -> (0,2,7)
Connected (0,3,7) -> (0,3,8)
Connected (0,3,7) -> (0,3,6)
====================
0,3,8 (0,3,8)
Connected (0,3,8) -> (1,3,8)
Connected (0,3,8) -> (-1,3,8)
Connected (0,3,8) -> (0,4,8)
Connected (0,3,8) -> (0,2,8)
Connected (0,3,8) -> (0,3,9)
Connected (0,3,8) -> (0,3,7)
====================
0,3,9 (0,3,9)
Connected (0,3,9) -> (1,3,9)
Connected (0,3,9) -> (-1,3,9)
Connected (0,3,9) -> (0,4,9)
Connected (0,3,9) -> (0,2,9)
Connected (0,3,9) -> (0,3,10)
Connected (0,3,9) -> (0,3,8)
====================
0,3,10 (0,3,10)
Connected (0,3,10) -> (1,3,10)
Connected (0,3,10) -> (-1,3,10)
Connected (0,3,10) -> (0,4,10)
Connected (0,3,10) -> (0,2,10)
Connected (0,3,10) -> (0,3,11)
Connected (0,3,10) -> (0,3,9)
====================
0,3,11 (0,3,11)
Connected (0,3,11) -> (1,3,11)
Connected (0,3,11) -> (-1,3,11)
Connected (0,3,11) -> (0,4,11)
Connected (0,3,11) -> (0,2,11)
Connected (0,3,11) -> (0,3,12)
Connected (0,3,11) -> (0,3,10)
====================
0,3,12 (0,3,12)
Connected (0,3,12) -> (1,3,12)
Connected (0,3,12) -> (-1,3,12)
Connected (0,3,12) -> (0,4,12)
Connected (0,3,12) -> (0,2,12)
Connected (0,3,12) -> (0,3,13)
Connected (0,3,12) -> (0,3,11)
====================
0,3,13 (0,3,13)
Connected (0,3,13) -> (1,3,13)
Connected (0,3,13) -> (-1,3,13)
Connected (0,3,13) -> (0,4,13)
Connected (0,3,13) -> (0,2,13)
Connected (0,3,13) -> (0,3,14)
Connected (0,3,13) -> (0,3,12)
====================
0,3,14 (0,3,14)
Connected (0,3,14) -> (1,3,14)
Connected (0,3,14) -> (-1,3,14)
Connected (0,3,14) -> (0,4,14)
Connected (0,3,14) -> (0,2,14)
Connected (0,3,14) -> (0,3,15)
Connected (0,3,14) -> (0,3,13)
====================
0,3,15 (0,3,15)
Connected (0,3,15) -> (1,3,15)
Connected (0,3,15) -> (-1,3,15)
Connected (0,3,15) -> (0,4,15)
Connected (0,3,15) -> (0,2,15)
Connected (0,3,15) -> (0,3,16)
Connected (0,3,15) -> (0,3,14)
====================
0,3,16 (0,3,16)
Connected (0,3,16) -> (1,3,16)
Connected (0,3,16) -> (-1,3,16)
Connected (0,3,16) -> (0,4,16)
Connected (0,3,16) -> (0,2,16)
Connected (0,3,16) -> (0,3,17)
Connected (0,3,16) -> (0,3,15)
====================
0,3,17 (0,3,17)
Connected (0,3,17) -> (1,3,17)
Connected (0,3,17) -> (-1,3,17)
Connected (0,3,17) -> (0,4,17)
Connected (0,3,17) -> (0,2,17)
Connected (0,3,17) -> (0,3,18)
Connected (0,3,17) -> (0,3,16)
====================
0,3,18 (0,3,18)
Connected (0,3,18) -> (1,3,18)
Connected (0,3,18) -> (-1,3,18)
Connected (0,3,18) -> (0,4,18)
Connected (0,3,18) -> (0,2,18)
Connected (0,3,18) -> (0,3,19)
Connected (0,3,18) -> (0,3,17)
====================
0,3,19 (0,3,19)
Connected (0,3,19) -> (1,3,19)
Connected (0,3,19) -> (-1,3,19)
Connected (0,3,19) -> (0,4,19)
Connected (0,3,19) -> (0,2,19)
Connected (0,3,19) -> (0,3,20)
Connected (0,3,19) -> (0,3,18)
====================
0,3,20 (0,3,20)
Connected (0,3,20) -> (1,3,20)
Connected (0,3,20) -> (-1,3,20)
Connected (0,3,20) -> (0,4,20)
Connected (0,3,20) -> (0,2,20)
Ignored (0,3,21) because it's out of bounds.
Connected (0,3,20) -> (0,3,19)
====================
0,4,-1 (0,4,-1)
Connected (0,4,-1) -> (1,4,-1)
Connected (0,4,-1) -> (-1,4,-1)
Connected (0,4,-1) -> (0,5,-1)
Connected (0,4,-1) -> (0,3,-1)
Connected (0,4,-1) -> (0,4,0)
Ignored (0,4,-2) because it's out of bounds.
====================
0,4,0 (0,4,0)
Connected (0,4,0) -> (1,4,0)
Connected (0,4,0) -> (-1,4,0)
Connected (0,4,0) -> (0,5,0)
Connected (0,4,0) -> (0,3,0)
Connected (0,4,0) -> (0,4,1)
Connected (0,4,0) -> (0,4,-1)
====================
0,4,1 (0,4,1)
Connected (0,4,1) -> (1,4,1)
Connected (0,4,1) -> (-1,4,1)
Connected (0,4,1) -> (0,5,1)
Connected (0,4,1) -> (0,3,1)
Connected (0,4,1) -> (0,4,2)
Connected (0,4,1) -> (0,4,0)
====================
0,4,2 (0,4,2)
Connected (0,4,2) -> (1,4,2)
Connected (0,4,2) -> (-1,4,2)
Connected (0,4,2) -> (0,5,2)
Connected (0,4,2) -> (0,3,2)
Connected (0,4,2) -> (0,4,3)
Connected (0,4,2) -> (0,4,1)
====================
0,4,3 (0,4,3)
Connected (0,4,3) -> (1,4,3)
Connected (0,4,3) -> (-1,4,3)
Connected (0,4,3) -> (0,5,3)
Connected (0,4,3) -> (0,3,3)
Connected (0,4,3) -> (0,4,4)
Connected (0,4,3) -> (0,4,2)
====================
0,4,4 (0,4,4)
Connected (0,4,4) -> (1,4,4)
Connected (0,4,4) -> (-1,4,4)
Connected (0,4,4) -> (0,5,4)
Connected (0,4,4) -> (0,3,4)
Connected (0,4,4) -> (0,4,5)
Connected (0,4,4) -> (0,4,3)
====================
0,4,5 (0,4,5)
Connected (0,4,5) -> (1,4,5)
Connected (0,4,5) -> (-1,4,5)
Connected (0,4,5) -> (0,5,5)
Connected (0,4,5) -> (0,3,5)
Connected (0,4,5) -> (0,4,6)
Connected (0,4,5) -> (0,4,4)
====================
0,4,6 (0,4,6)
Connected (0,4,6) -> (1,4,6)
Connected (0,4,6) -> (-1,4,6)
Connected (0,4,6) -> (0,5,6)
Connected (0,4,6) -> (0,3,6)
Connected (0,4,6) -> (0,4,7)
Connected (0,4,6) -> (0,4,5)
====================
0,4,7 (0,4,7)
Connected (0,4,7) -> (1,4,7)
Connected (0,4,7) -> (-1,4,7)
Connected (0,4,7) -> (0,5,7)
Connected (0,4,7) -> (0,3,7)
Connected (0,4,7) -> (0,4,8)
Connected (0,4,7) -> (0,4,6)
====================
0,4,8 (0,4,8)
Connected (0,4,8) -> (1,4,8)
Connected (0,4,8) -> (-1,4,8)
Connected (0,4,8) -> (0,5,8)
Connected (0,4,8) -> (0,3,8)
Connected (0,4,8) -> (0,4,9)
Connected (0,4,8) -> (0,4,7)
====================
0,4,9 (0,4,9)
Connected (0,4,9) -> (1,4,9)
Connected (0,4,9) -> (-1,4,9)
Connected (0,4,9) -> (0,5,9)
Connected (0,4,9) -> (0,3,9)
Connected (0,4,9) -> (0,4,10)
Connected (0,4,9) -> (0,4,8)
====================
0,4,10 (0,4,10)
Connected (0,4,10) -> (1,4,10)
Connected (0,4,10) -> (-1,4,10)
Connected (0,4,10) -> (0,5,10)
Connected (0,4,10) -> (0,3,10)
Connected (0,4,10) -> (0,4,11)
Connected (0,4,10) -> (0,4,9)
====================
0,4,11 (0,4,11)
Connected (0,4,11) -> (1,4,11)
Connected (0,4,11) -> (-1,4,11)
Connected (0,4,11) -> (0,5,11)
Connected (0,4,11) -> (0,3,11)
Connected (0,4,11) -> (0,4,12)
Connected (0,4,11) -> (0,4,10)
====================
0,4,12 (0,4,12)
Connected (0,4,12) -> (1,4,12)
Connected (0,4,12) -> (-1,4,12)
Connected (0,4,12) -> (0,5,12)
Connected (0,4,12) -> (0,3,12)
Connected (0,4,12) -> (0,4,13)
Connected (0,4,12) -> (0,4,11)
====================
0,4,13 (0,4,13)
Connected (0,4,13) -> (1,4,13)
Connected (0,4,13) -> (-1,4,13)
Connected (0,4,13) -> (0,5,13)
Connected (0,4,13) -> (0,3,13)
Connected (0,4,13) -> (0,4,14)
Connected (0,4,13) -> (0,4,12)
====================
0,4,14 (0,4,14)
Connected (0,4,14) -> (1,4,14)
Connected (0,4,14) -> (-1,4,14)
Connected (0,4,14) -> (0,5,14)
Connected (0,4,14) -> (0,3,14)
Connected (0,4,14) -> (0,4,15)
Connected (0,4,14) -> (0,4,13)
====================
0,4,15 (0,4,15)
Connected (0,4,15) -> (1,4,15)
Connected (0,4,15) -> (-1,4,15)
Connected (0,4,15) -> (0,5,15)
Connected (0,4,15) -> (0,3,15)
Connected (0,4,15) -> (0,4,16)
Connected (0,4,15) -> (0,4,14)
====================
0,4,16 (0,4,16)
Connected (0,4,16) -> (1,4,16)
Connected (0,4,16) -> (-1,4,16)
Connected (0,4,16) -> (0,5,16)
Connected (0,4,16) -> (0,3,16)
Connected (0,4,16) -> (0,4,17)
Connected (0,4,16) -> (0,4,15)
====================
0,4,17 (0,4,17)
Connected (0,4,17) -> (1,4,17)
Connected (0,4,17) -> (-1,4,17)
Connected (0,4,17) -> (0,5,17)
Connected (0,4,17) -> (0,3,17)
Connected (0,4,17) -> (0,4,18)
Connected (0,4,17) -> (0,4,16)
====================
0,4,18 (0,4,18)
Connected (0,4,18) -> (1,4,18)
Connected (0,4,18) -> (-1,4,18)
Connected (0,4,18) -> (0,5,18)
Connected (0,4,18) -> (0,3,18)
Connected (0,4,18) -> (0,4,19)
Connected (0,4,18) -> (0,4,17)
====================
0,4,19 (0,4,19)
Connected (0,4,19) -> (1,4,19)
Connected (0,4,19) -> (-1,4,19)
Connected (0,4,19) -> (0,5,19)
Connected (0,4,19) -> (0,3,19)
Connected (0,4,19) -> (0,4,20)
Connected (0,4,19) -> (0,4,18)
====================
0,4,20 (0,4,20)
Connected (0,4,20) -> (1,4,20)
Connected (0,4,20) -> (-1,4,20)
Connected (0,4,20) -> (0,5,20)
Connected (0,4,20) -> (0,3,20)
Ignored (0,4,21) because it's out of bounds.
Connected (0,4,20) -> (0,4,19)
====================
0,5,-1 (0,5,-1)
Connected (0,5,-1) -> (1,5,-1)
Connected (0,5,-1) -> (-1,5,-1)
Connected (0,5,-1) -> (0,6,-1)
Connected (0,5,-1) -> (0,4,-1)
Connected (0,5,-1) -> (0,5,0)
Ignored (0,5,-2) because it's out of bounds.
====================
0,5,0 (0,5,0)
Connected (0,5,0) -> (1,5,0)
Connected (0,5,0) -> (-1,5,0)
Connected (0,5,0) -> (0,6,0)
Connected (0,5,0) -> (0,4,0)
Connected (0,5,0) -> (0,5,1)
Connected (0,5,0) -> (0,5,-1)
====================
0,5,1 (0,5,1)
Connected (0,5,1) -> (1,5,1)
Connected (0,5,1) -> (-1,5,1)
Connected (0,5,1) -> (0,6,1)
Connected (0,5,1) -> (0,4,1)
Connected (0,5,1) -> (0,5,2)
Connected (0,5,1) -> (0,5,0)
====================
0,5,2 (0,5,2)
Connected (0,5,2) -> (1,5,2)
Connected (0,5,2) -> (-1,5,2)
Connected (0,5,2) -> (0,6,2)
Connected (0,5,2) -> (0,4,2)
Connected (0,5,2) -> (0,5,3)
Connected (0,5,2) -> (0,5,1)
====================
0,5,3 (0,5,3)
Connected (0,5,3) -> (1,5,3)
Connected (0,5,3) -> (-1,5,3)
Connected (0,5,3) -> (0,6,3)
Connected (0,5,3) -> (0,4,3)
Connected (0,5,3) -> (0,5,4)
Connected (0,5,3) -> (0,5,2)
====================
0,5,4 (0,5,4)
Connected (0,5,4) -> (1,5,4)
Connected (0,5,4) -> (-1,5,4)
Connected (0,5,4) -> (0,6,4)
Connected (0,5,4) -> (0,4,4)
Connected (0,5,4) -> (0,5,5)
Connected (0,5,4) -> (0,5,3)
====================
0,5,5 (0,5,5)
Connected (0,5,5) -> (1,5,5)
Connected (0,5,5) -> (-1,5,5)
Connected (0,5,5) -> (0,6,5)
Connected (0,5,5) -> (0,4,5)
Connected (0,5,5) -> (0,5,6)
Connected (0,5,5) -> (0,5,4)
====================
0,5,6 (0,5,6)
Connected (0,5,6) -> (1,5,6)
Connected (0,5,6) -> (-1,5,6)
Connected (0,5,6) -> (0,6,6)
Connected (0,5,6) -> (0,4,6)
Connected (0,5,6) -> (0,5,7)
Connected (0,5,6) -> (0,5,5)
====================
0,5,7 (0,5,7)
Connected (0,5,7) -> (1,5,7)
Connected (0,5,7) -> (-1,5,7)
Connected (0,5,7) -> (0,6,7)
Connected (0,5,7) -> (0,4,7)
Connected (0,5,7) -> (0,5,8)
Connected (0,5,7) -> (0,5,6)
====================
0,5,8 (0,5,8)
Connected (0,5,8) -> (1,5,8)
Connected (0,5,8) -> (-1,5,8)
Connected (0,5,8) -> (0,6,8)
Connected (0,5,8) -> (0,4,8)
Connected (0,5,8) -> (0,5,9)
Connected (0,5,8) -> (0,5,7)
====================
0,5,9 (0,5,9)
Connected (0,5,9) -> (1,5,9)
Connected (0,5,9) -> (-1,5,9)
Connected (0,5,9) -> (0,6,9)
Connected (0,5,9) -> (0,4,9)
Connected (0,5,9) -> (0,5,10)
Connected (0,5,9) -> (0,5,8)
====================
0,5,10 (0,5,10)
Connected (0,5,10) -> (1,5,10)
Connected (0,5,10) -> (-1,5,10)
Connected (0,5,10) -> (0,6,10)
Connected (0,5,10) -> (0,4,10)
Connected (0,5,10) -> (0,5,11)
Connected (0,5,10) -> (0,5,9)
====================
0,5,11 (0,5,11)
Connected (0,5,11) -> (1,5,11)
Connected (0,5,11) -> (-1,5,11)
Connected (0,5,11) -> (0,6,11)
Connected (0,5,11) -> (0,4,11)
Connected (0,5,11) -> (0,5,12)
Connected (0,5,11) -> (0,5,10)
====================
0,5,12 (0,5,12)
Connected (0,5,12) -> (1,5,12)
Connected (0,5,12) -> (-1,5,12)
Connected (0,5,12) -> (0,6,12)
Connected (0,5,12) -> (0,4,12)
Connected (0,5,12) -> (0,5,13)
Connected (0,5,12) -> (0,5,11)
====================
0,5,13 (0,5,13)
Connected (0,5,13) -> (1,5,13)
Connected (0,5,13) -> (-1,5,13)
Connected (0,5,13) -> (0,6,13)
Connected (0,5,13) -> (0,4,13)
Connected (0,5,13) -> (0,5,14)
Connected (0,5,13) -> (0,5,12)
====================
0,5,14 (0,5,14)
Connected (0,5,14) -> (1,5,14)
Connected (0,5,14) -> (-1,5,14)
Connected (0,5,14) -> (0,6,14)
Connected (0,5,14) -> (0,4,14)
Connected (0,5,14) -> (0,5,15)
Connected (0,5,14) -> (0,5,13)
====================
0,5,15 (0,5,15)
Connected (0,5,15) -> (1,5,15)
Connected (0,5,15) -> (-1,5,15)
Connected (0,5,15) -> (0,6,15)
Connected (0,5,15) -> (0,4,15)
Connected (0,5,15) -> (0,5,16)
Connected (0,5,15) -> (0,5,14)
====================
0,5,16 (0,5,16)
Connected (0,5,16) -> (1,5,16)
Connected (0,5,16) -> (-1,5,16)
Connected (0,5,16) -> (0,6,16)
Connected (0,5,16) -> (0,4,16)
Connected (0,5,16) -> (0,5,17)
Connected (0,5,16) -> (0,5,15)
====================
0,5,17 (0,5,17)
Connected (0,5,17) -> (1,5,17)
Connected (0,5,17) -> (-1,5,17)
Connected (0,5,17) -> (0,6,17)
Connected (0,5,17) -> (0,4,17)
Connected (0,5,17) -> (0,5,18)
Connected (0,5,17) -> (0,5,16)
====================
0,5,18 (0,5,18)
Connected (0,5,18) -> (1,5,18)
Connected (0,5,18) -> (-1,5,18)
Connected (0,5,18) -> (0,6,18)
Connected (0,5,18) -> (0,4,18)
Connected (0,5,18) -> (0,5,19)
Connected (0,5,18) -> (0,5,17)
====================
0,5,19 (0,5,19)
Connected (0,5,19) -> (1,5,19)
Connected (0,5,19) -> (-1,5,19)
Connected (0,5,19) -> (0,6,19)
Connected (0,5,19) -> (0,4,19)
Connected (0,5,19) -> (0,5,20)
Connected (0,5,19) -> (0,5,18)
====================
0,5,20 (0,5,20)
Connected (0,5,20) -> (1,5,20)
Connected (0,5,20) -> (-1,5,20)
Connected (0,5,20) -> (0,6,20)
Connected (0,5,20) -> (0,4,20)
Ignored (0,5,21) because it's out of bounds.
Connected (0,5,20) -> (0,5,19)
====================
0,6,-1 (0,6,-1)
Connected (0,6,-1) -> (1,6,-1)
Connected (0,6,-1) -> (-1,6,-1)
Connected (0,6,-1) -> (0,7,-1)
Connected (0,6,-1) -> (0,5,-1)
Connected (0,6,-1) -> (0,6,0)
Ignored (0,6,-2) because it's out of bounds.
====================
0,6,0 (0,6,0)
Connected (0,6,0) -> (1,6,0)
Connected (0,6,0) -> (-1,6,0)
Connected (0,6,0) -> (0,7,0)
Connected (0,6,0) -> (0,5,0)
Connected (0,6,0) -> (0,6,1)
Connected (0,6,0) -> (0,6,-1)
====================
0,6,1 (0,6,1)
Connected (0,6,1) -> (1,6,1)
Connected (0,6,1) -> (-1,6,1)
Connected (0,6,1) -> (0,7,1)
Connected (0,6,1) -> (0,5,1)
Connected (0,6,1) -> (0,6,2)
Connected (0,6,1) -> (0,6,0)
====================
0,6,2 (0,6,2)
Connected (0,6,2) -> (1,6,2)
Connected (0,6,2) -> (-1,6,2)
Connected (0,6,2) -> (0,7,2)
Connected (0,6,2) -> (0,5,2)
Connected (0,6,2) -> (0,6,3)
Connected (0,6,2) -> (0,6,1)
====================
0,6,3 (0,6,3)
Connected (0,6,3) -> (1,6,3)
Connected (0,6,3) -> (-1,6,3)
Connected (0,6,3) -> (0,7,3)
Connected (0,6,3) -> (0,5,3)
Connected (0,6,3) -> (0,6,4)
Connected (0,6,3) -> (0,6,2)
====================
0,6,4 (0,6,4)
Connected (0,6,4) -> (1,6,4)
Connected (0,6,4) -> (-1,6,4)
Connected (0,6,4) -> (0,7,4)
Connected (0,6,4) -> (0,5,4)
Connected (0,6,4) -> (0,6,5)
Connected (0,6,4) -> (0,6,3)
====================
0,6,5 (0,6,5)
Connected (0,6,5) -> (1,6,5)
Connected (0,6,5) -> (-1,6,5)
Connected (0,6,5) -> (0,7,5)
Connected (0,6,5) -> (0,5,5)
Connected (0,6,5) -> (0,6,6)
Connected (0,6,5) -> (0,6,4)
====================
0,6,6 (0,6,6)
Connected (0,6,6) -> (1,6,6)
Connected (0,6,6) -> (-1,6,6)
Connected (0,6,6) -> (0,7,6)
Connected (0,6,6) -> (0,5,6)
Connected (0,6,6) -> (0,6,7)
Connected (0,6,6) -> (0,6,5)
====================
0,6,7 (0,6,7)
Connected (0,6,7) -> (1,6,7)
Connected (0,6,7) -> (-1,6,7)
Connected (0,6,7) -> (0,7,7)
Connected (0,6,7) -> (0,5,7)
Connected (0,6,7) -> (0,6,8)
Connected (0,6,7) -> (0,6,6)
====================
0,6,8 (0,6,8)
Connected (0,6,8) -> (1,6,8)
Connected (0,6,8) -> (-1,6,8)
Connected (0,6,8) -> (0,7,8)
Connected (0,6,8) -> (0,5,8)
Connected (0,6,8) -> (0,6,9)
Connected (0,6,8) -> (0,6,7)
====================
0,6,9 (0,6,9)
Connected (0,6,9) -> (1,6,9)
Connected (0,6,9) -> (-1,6,9)
Connected (0,6,9) -> (0,7,9)
Connected (0,6,9) -> (0,5,9)
Connected (0,6,9) -> (0,6,10)
Connected (0,6,9) -> (0,6,8)
====================
0,6,10 (0,6,10)
Ignored (1,6,10) because a block exists there.
Connected (0,6,10) -> (-1,6,10)
Connected (0,6,10) -> (0,7,10)
Connected (0,6,10) -> (0,5,10)
Connected (0,6,10) -> (0,6,11)
Connected (0,6,10) -> (0,6,9)
====================
0,6,11 (0,6,11)
Connected (0,6,11) -> (1,6,11)
Connected (0,6,11) -> (-1,6,11)
Connected (0,6,11) -> (0,7,11)
Connected (0,6,11) -> (0,5,11)
Connected (0,6,11) -> (0,6,12)
Connected (0,6,11) -> (0,6,10)
====================
0,6,12 (0,6,12)
Connected (0,6,12) -> (1,6,12)
Connected (0,6,12) -> (-1,6,12)
Connected (0,6,12) -> (0,7,12)
Connected (0,6,12) -> (0,5,12)
Connected (0,6,12) -> (0,6,13)
Connected (0,6,12) -> (0,6,11)
====================
0,6,13 (0,6,13)
Connected (0,6,13) -> (1,6,13)
Connected (0,6,13) -> (-1,6,13)
Connected (0,6,13) -> (0,7,13)
Connected (0,6,13) -> (0,5,13)
Connected (0,6,13) -> (0,6,14)
Connected (0,6,13) -> (0,6,12)
====================
0,6,14 (0,6,14)
Connected (0,6,14) -> (1,6,14)
Connected (0,6,14) -> (-1,6,14)
Connected (0,6,14) -> (0,7,14)
Connected (0,6,14) -> (0,5,14)
Connected (0,6,14) -> (0,6,15)
Connected (0,6,14) -> (0,6,13)
====================
0,6,15 (0,6,15)
Connected (0,6,15) -> (1,6,15)
Connected (0,6,15) -> (-1,6,15)
Connected (0,6,15) -> (0,7,15)
Connected (0,6,15) -> (0,5,15)
Connected (0,6,15) -> (0,6,16)
Connected (0,6,15) -> (0,6,14)
====================
0,6,16 (0,6,16)
Connected (0,6,16) -> (1,6,16)
Connected (0,6,16) -> (-1,6,16)
Connected (0,6,16) -> (0,7,16)
Connected (0,6,16) -> (0,5,16)
Connected (0,6,16) -> (0,6,17)
Connected (0,6,16) -> (0,6,15)
====================
0,6,17 (0,6,17)
Connected (0,6,17) -> (1,6,17)
Connected (0,6,17) -> (-1,6,17)
Connected (0,6,17) -> (0,7,17)
Connected (0,6,17) -> (0,5,17)
Connected (0,6,17) -> (0,6,18)
Connected (0,6,17) -> (0,6,16)
====================
0,6,18 (0,6,18)
Connected (0,6,18) -> (1,6,18)
Connected (0,6,18) -> (-1,6,18)
Connected (0,6,18) -> (0,7,18)
Connected (0,6,18) -> (0,5,18)
Connected (0,6,18) -> (0,6,19)
Connected (0,6,18) -> (0,6,17)
====================
0,6,19 (0,6,19)
Connected (0,6,19) -> (1,6,19)
Connected (0,6,19) -> (-1,6,19)
Connected (0,6,19) -> (0,7,19)
Connected (0,6,19) -> (0,5,19)
Connected (0,6,19) -> (0,6,20)
Connected (0,6,19) -> (0,6,18)
====================
0,6,20 (0,6,20)
Connected (0,6,20) -> (1,6,20)
Connected (0,6,20) -> (-1,6,20)
Connected (0,6,20) -> (0,7,20)
Connected (0,6,20) -> (0,5,20)
Ignored (0,6,21) because it's out of bounds.
Connected (0,6,20) -> (0,6,19)
====================
0,7,-1 (0,7,-1)
Connected (0,7,-1) -> (1,7,-1)
Connected (0,7,-1) -> (-1,7,-1)
Connected (0,7,-1) -> (0,8,-1)
Connected (0,7,-1) -> (0,6,-1)
Connected (0,7,-1) -> (0,7,0)
Ignored (0,7,-2) because it's out of bounds.
====================
0,7,0 (0,7,0)
Connected (0,7,0) -> (1,7,0)
Connected (0,7,0) -> (-1,7,0)
Connected (0,7,0) -> (0,8,0)
Connected (0,7,0) -> (0,6,0)
Connected (0,7,0) -> (0,7,1)
Connected (0,7,0) -> (0,7,-1)
====================
0,7,1 (0,7,1)
Connected (0,7,1) -> (1,7,1)
Connected (0,7,1) -> (-1,7,1)
Connected (0,7,1) -> (0,8,1)
Connected (0,7,1) -> (0,6,1)
Connected (0,7,1) -> (0,7,2)
Connected (0,7,1) -> (0,7,0)
====================
0,7,2 (0,7,2)
Connected (0,7,2) -> (1,7,2)
Connected (0,7,2) -> (-1,7,2)
Connected (0,7,2) -> (0,8,2)
Connected (0,7,2) -> (0,6,2)
Connected (0,7,2) -> (0,7,3)
Connected (0,7,2) -> (0,7,1)
====================
0,7,3 (0,7,3)
Connected (0,7,3) -> (1,7,3)
Connected (0,7,3) -> (-1,7,3)
Connected (0,7,3) -> (0,8,3)
Connected (0,7,3) -> (0,6,3)
Connected (0,7,3) -> (0,7,4)
Connected (0,7,3) -> (0,7,2)
====================
0,7,4 (0,7,4)
Connected (0,7,4) -> (1,7,4)
Connected (0,7,4) -> (-1,7,4)
Connected (0,7,4) -> (0,8,4)
Connected (0,7,4) -> (0,6,4)
Connected (0,7,4) -> (0,7,5)
Connected (0,7,4) -> (0,7,3)
====================
0,7,5 (0,7,5)
Connected (0,7,5) -> (1,7,5)
Connected (0,7,5) -> (-1,7,5)
Connected (0,7,5) -> (0,8,5)
Connected (0,7,5) -> (0,6,5)
Connected (0,7,5) -> (0,7,6)
Connected (0,7,5) -> (0,7,4)
====================
0,7,6 (0,7,6)
Connected (0,7,6) -> (1,7,6)
Connected (0,7,6) -> (-1,7,6)
Connected (0,7,6) -> (0,8,6)
Connected (0,7,6) -> (0,6,6)
Connected (0,7,6) -> (0,7,7)
Connected (0,7,6) -> (0,7,5)
====================
0,7,7 (0,7,7)
Connected (0,7,7) -> (1,7,7)
Connected (0,7,7) -> (-1,7,7)
Connected (0,7,7) -> (0,8,7)
Connected (0,7,7) -> (0,6,7)
Connected (0,7,7) -> (0,7,8)
Connected (0,7,7) -> (0,7,6)
====================
0,7,8 (0,7,8)
Ignored (1,7,8) because a block exists there.
Connected (0,7,8) -> (-1,7,8)
Connected (0,7,8) -> (0,8,8)
Connected (0,7,8) -> (0,6,8)
Connected (0,7,8) -> (0,7,9)
Connected (0,7,8) -> (0,7,7)
====================
0,7,9 (0,7,9)
Ignored (1,7,9) because a block exists there.
Connected (0,7,9) -> (-1,7,9)
Connected (0,7,9) -> (0,8,9)
Connected (0,7,9) -> (0,6,9)
Connected (0,7,9) -> (0,7,10)
Connected (0,7,9) -> (0,7,8)
====================
0,7,10 (0,7,10)
Connected (0,7,10) -> (1,7,10)
Connected (0,7,10) -> (-1,7,10)
Ignored (0,8,10) because a block exists there.
Connected (0,7,10) -> (0,6,10)
Connected (0,7,10) -> (0,7,11)
Connected (0,7,10) -> (0,7,9)
====================
0,7,11 (0,7,11)
Ignored (1,7,11) because a block exists there.
Connected (0,7,11) -> (-1,7,11)
Connected (0,7,11) -> (0,8,11)
Connected (0,7,11) -> (0,6,11)
Connected (0,7,11) -> (0,7,12)
Connected (0,7,11) -> (0,7,10)
====================
0,7,12 (0,7,12)
Ignored (1,7,12) because a block exists there.
Connected (0,7,12) -> (-1,7,12)
Connected (0,7,12) -> (0,8,12)
Connected (0,7,12) -> (0,6,12)
Connected (0,7,12) -> (0,7,13)
Connected (0,7,12) -> (0,7,11)
====================
0,7,13 (0,7,13)
Connected (0,7,13) -> (1,7,13)
Connected (0,7,13) -> (-1,7,13)
Connected (0,7,13) -> (0,8,13)
Connected (0,7,13) -> (0,6,13)
Connected (0,7,13) -> (0,7,14)
Connected (0,7,13) -> (0,7,12)
====================
0,7,14 (0,7,14)
Connected (0,7,14) -> (1,7,14)
Connected (0,7,14) -> (-1,7,14)
Connected (0,7,14) -> (0,8,14)
Connected (0,7,14) -> (0,6,14)
Connected (0,7,14) -> (0,7,15)
Connected (0,7,14) -> (0,7,13)
====================
0,7,15 (0,7,15)
Connected (0,7,15) -> (1,7,15)
Connected (0,7,15) -> (-1,7,15)
Connected (0,7,15) -> (0,8,15)
Connected (0,7,15) -> (0,6,15)
Connected (0,7,15) -> (0,7,16)
Connected (0,7,15) -> (0,7,14)
====================
0,7,16 (0,7,16)
Connected (0,7,16) -> (1,7,16)
Connected (0,7,16) -> (-1,7,16)
Connected (0,7,16) -> (0,8,16)
Connected (0,7,16) -> (0,6,16)
Connected (0,7,16) -> (0,7,17)
Connected (0,7,16) -> (0,7,15)
====================
0,7,17 (0,7,17)
Connected (0,7,17) -> (1,7,17)
Connected (0,7,17) -> (-1,7,17)
Connected (0,7,17) -> (0,8,17)
Connected (0,7,17) -> (0,6,17)
Connected (0,7,17) -> (0,7,18)
Connected (0,7,17) -> (0,7,16)
====================
0,7,18 (0,7,18)
Connected (0,7,18) -> (1,7,18)
Connected (0,7,18) -> (-1,7,18)
Connected (0,7,18) -> (0,8,18)
Connected (0,7,18) -> (0,6,18)
Connected (0,7,18) -> (0,7,19)
Connected (0,7,18) -> (0,7,17)
====================
0,7,19 (0,7,19)
Connected (0,7,19) -> (1,7,19)
Connected (0,7,19) -> (-1,7,19)
Connected (0,7,19) -> (0,8,19)
Connected (0,7,19) -> (0,6,19)
Connected (0,7,19) -> (0,7,20)
Connected (0,7,19) -> (0,7,18)
====================
0,7,20 (0,7,20)
Connected (0,7,20) -> (1,7,20)
Connected (0,7,20) -> (-1,7,20)
Connected (0,7,20) -> (0,8,20)
Connected (0,7,20) -> (0,6,20)
Ignored (0,7,21) because it's out of bounds.
Connected (0,7,20) -> (0,7,19)
====================
0,8,-1 (0,8,-1)
Connected (0,8,-1) -> (1,8,-1)
Connected (0,8,-1) -> (-1,8,-1)
Connected (0,8,-1) -> (0,9,-1)
Connected (0,8,-1) -> (0,7,-1)
Connected (0,8,-1) -> (0,8,0)
Ignored (0,8,-2) because it's out of bounds.
====================
0,8,0 (0,8,0)
Connected (0,8,0) -> (1,8,0)
Connected (0,8,0) -> (-1,8,0)
Connected (0,8,0) -> (0,9,0)
Connected (0,8,0) -> (0,7,0)
Connected (0,8,0) -> (0,8,1)
Connected (0,8,0) -> (0,8,-1)
====================
0,8,1 (0,8,1)
Connected (0,8,1) -> (1,8,1)
Connected (0,8,1) -> (-1,8,1)
Connected (0,8,1) -> (0,9,1)
Connected (0,8,1) -> (0,7,1)
Connected (0,8,1) -> (0,8,2)
Connected (0,8,1) -> (0,8,0)
====================
0,8,2 (0,8,2)
Connected (0,8,2) -> (1,8,2)
Connected (0,8,2) -> (-1,8,2)
Connected (0,8,2) -> (0,9,2)
Connected (0,8,2) -> (0,7,2)
Connected (0,8,2) -> (0,8,3)
Connected (0,8,2) -> (0,8,1)
====================
0,8,3 (0,8,3)
Connected (0,8,3) -> (1,8,3)
Connected (0,8,3) -> (-1,8,3)
Connected (0,8,3) -> (0,9,3)
Connected (0,8,3) -> (0,7,3)
Connected (0,8,3) -> (0,8,4)
Connected (0,8,3) -> (0,8,2)
====================
0,8,4 (0,8,4)
Connected (0,8,4) -> (1,8,4)
Connected (0,8,4) -> (-1,8,4)
Connected (0,8,4) -> (0,9,4)
Connected (0,8,4) -> (0,7,4)
Connected (0,8,4) -> (0,8,5)
Connected (0,8,4) -> (0,8,3)
====================
0,8,5 (0,8,5)
Connected (0,8,5) -> (1,8,5)
Connected (0,8,5) -> (-1,8,5)
Connected (0,8,5) -> (0,9,5)
Connected (0,8,5) -> (0,7,5)
Connected (0,8,5) -> (0,8,6)
Connected (0,8,5) -> (0,8,4)
====================
0,8,6 (0,8,6)
Connected (0,8,6) -> (1,8,6)
Connected (0,8,6) -> (-1,8,6)
Connected (0,8,6) -> (0,9,6)
Connected (0,8,6) -> (0,7,6)
Connected (0,8,6) -> (0,8,7)
Connected (0,8,6) -> (0,8,5)
====================
0,8,7 (0,8,7)
Ignored (1,8,7) because a block exists there.
Connected (0,8,7) -> (-1,8,7)
Connected (0,8,7) -> (0,9,7)
Connected (0,8,7) -> (0,7,7)
Connected (0,8,7) -> (0,8,8)
Connected (0,8,7) -> (0,8,6)
====================
0,8,8 (0,8,8)
Ignored (1,8,8) because a block exists there.
Connected (0,8,8) -> (-1,8,8)
Connected (0,8,8) -> (0,9,8)
Connected (0,8,8) -> (0,7,8)
Connected (0,8,8) -> (0,8,9)
Connected (0,8,8) -> (0,8,7)
====================
0,8,9 (0,8,9)
Ignored (1,8,9) because a block exists there.
Connected (0,8,9) -> (-1,8,9)
Connected (0,8,9) -> (0,9,9)
Connected (0,8,9) -> (0,7,9)
Ignored (0,8,10) because a block exists there.
Connected (0,8,9) -> (0,8,8)
====================
0,8,11 (0,8,11)
Ignored (1,8,11) because a block exists there.
Connected (0,8,11) -> (-1,8,11)
Connected (0,8,11) -> (0,9,11)
Connected (0,8,11) -> (0,7,11)
Connected (0,8,11) -> (0,8,12)
Ignored (0,8,10) because a block exists there.
====================
0,8,12 (0,8,12)
Ignored (1,8,12) because a block exists there.
Connected (0,8,12) -> (-1,8,12)
Connected (0,8,12) -> (0,9,12)
Connected (0,8,12) -> (0,7,12)
Connected (0,8,12) -> (0,8,13)
Connected (0,8,12) -> (0,8,11)
====================
0,8,13 (0,8,13)
Connected (0,8,13) -> (1,8,13)
Connected (0,8,13) -> (-1,8,13)
Connected (0,8,13) -> (0,9,13)
Connected (0,8,13) -> (0,7,13)
Connected (0,8,13) -> (0,8,14)
Connected (0,8,13) -> (0,8,12)
====================
0,8,14 (0,8,14)
Connected (0,8,14) -> (1,8,14)
Connected (0,8,14) -> (-1,8,14)
Connected (0,8,14) -> (0,9,14)
Connected (0,8,14) -> (0,7,14)
Connected (0,8,14) -> (0,8,15)
Connected (0,8,14) -> (0,8,13)
====================
0,8,15 (0,8,15)
Connected (0,8,15) -> (1,8,15)
Connected (0,8,15) -> (-1,8,15)
Connected (0,8,15) -> (0,9,15)
Connected (0,8,15) -> (0,7,15)
Connected (0,8,15) -> (0,8,16)
Connected (0,8,15) -> (0,8,14)
====================
0,8,16 (0,8,16)
Connected (0,8,16) -> (1,8,16)
Connected (0,8,16) -> (-1,8,16)
Connected (0,8,16) -> (0,9,16)
Connected (0,8,16) -> (0,7,16)
Connected (0,8,16) -> (0,8,17)
Connected (0,8,16) -> (0,8,15)
====================
0,8,17 (0,8,17)
Connected (0,8,17) -> (1,8,17)
Connected (0,8,17) -> (-1,8,17)
Connected (0,8,17) -> (0,9,17)
Connected (0,8,17) -> (0,7,17)
Connected (0,8,17) -> (0,8,18)
Connected (0,8,17) -> (0,8,16)
====================
0,8,18 (0,8,18)
Connected (0,8,18) -> (1,8,18)
Connected (0,8,18) -> (-1,8,18)
Connected (0,8,18) -> (0,9,18)
Connected (0,8,18) -> (0,7,18)
Connected (0,8,18) -> (0,8,19)
Connected (0,8,18) -> (0,8,17)
====================
0,8,19 (0,8,19)
Connected (0,8,19) -> (1,8,19)
Connected (0,8,19) -> (-1,8,19)
Connected (0,8,19) -> (0,9,19)
Connected (0,8,19) -> (0,7,19)
Connected (0,8,19) -> (0,8,20)
Connected (0,8,19) -> (0,8,18)
====================
0,8,20 (0,8,20)
Connected (0,8,20) -> (1,8,20)
Connected (0,8,20) -> (-1,8,20)
Connected (0,8,20) -> (0,9,20)
Connected (0,8,20) -> (0,7,20)
Ignored (0,8,21) because it's out of bounds.
Connected (0,8,20) -> (0,8,19)
====================
0,9,-1 (0,9,-1)
Connected (0,9,-1) -> (1,9,-1)
Connected (0,9,-1) -> (-1,9,-1)
Connected (0,9,-1) -> (0,10,-1)
Connected (0,9,-1) -> (0,8,-1)
Connected (0,9,-1) -> (0,9,0)
Ignored (0,9,-2) because it's out of bounds.
====================
0,9,0 (0,9,0)
Connected (0,9,0) -> (1,9,0)
Connected (0,9,0) -> (-1,9,0)
Connected (0,9,0) -> (0,10,0)
Connected (0,9,0) -> (0,8,0)
Connected (0,9,0) -> (0,9,1)
Connected (0,9,0) -> (0,9,-1)
====================
0,9,1 (0,9,1)
Connected (0,9,1) -> (1,9,1)
Connected (0,9,1) -> (-1,9,1)
Connected (0,9,1) -> (0,10,1)
Connected (0,9,1) -> (0,8,1)
Connected (0,9,1) -> (0,9,2)
Connected (0,9,1) -> (0,9,0)
====================
0,9,2 (0,9,2)
Connected (0,9,2) -> (1,9,2)
Connected (0,9,2) -> (-1,9,2)
Connected (0,9,2) -> (0,10,2)
Connected (0,9,2) -> (0,8,2)
Connected (0,9,2) -> (0,9,3)
Connected (0,9,2) -> (0,9,1)
====================
0,9,3 (0,9,3)
Connected (0,9,3) -> (1,9,3)
Connected (0,9,3) -> (-1,9,3)
Connected (0,9,3) -> (0,10,3)
Connected (0,9,3) -> (0,8,3)
Connected (0,9,3) -> (0,9,4)
Connected (0,9,3) -> (0,9,2)
====================
0,9,4 (0,9,4)
Connected (0,9,4) -> (1,9,4)
Connected (0,9,4) -> (-1,9,4)
Connected (0,9,4) -> (0,10,4)
Connected (0,9,4) -> (0,8,4)
Connected (0,9,4) -> (0,9,5)
Connected (0,9,4) -> (0,9,3)
====================
0,9,5 (0,9,5)
Connected (0,9,5) -> (1,9,5)
Connected (0,9,5) -> (-1,9,5)
Connected (0,9,5) -> (0,10,5)
Connected (0,9,5) -> (0,8,5)
Connected (0,9,5) -> (0,9,6)
Connected (0,9,5) -> (0,9,4)
====================
0,9,6 (0,9,6)
Connected (0,9,6) -> (1,9,6)
Connected (0,9,6) -> (-1,9,6)
Connected (0,9,6) -> (0,10,6)
Connected (0,9,6) -> (0,8,6)
Connected (0,9,6) -> (0,9,7)
Connected (0,9,6) -> (0,9,5)
====================
0,9,7 (0,9,7)
Ignored (1,9,7) because a block exists there.
Connected (0,9,7) -> (-1,9,7)
Connected (0,9,7) -> (0,10,7)
Connected (0,9,7) -> (0,8,7)
Connected (0,9,7) -> (0,9,8)
Connected (0,9,7) -> (0,9,6)
====================
0,9,8 (0,9,8)
Ignored (1,9,8) because a block exists there.
Connected (0,9,8) -> (-1,9,8)
Connected (0,9,8) -> (0,10,8)
Connected (0,9,8) -> (0,8,8)
Connected (0,9,8) -> (0,9,9)
Connected (0,9,8) -> (0,9,7)
====================
0,9,9 (0,9,9)
Ignored (1,9,9) because a block exists there.
Connected (0,9,9) -> (-1,9,9)
Connected (0,9,9) -> (0,10,9)
Connected (0,9,9) -> (0,8,9)
Connected (0,9,9) -> (0,9,10)
Connected (0,9,9) -> (0,9,8)
====================
0,9,10 (0,9,10)
Ignored (1,9,10) because a block exists there.
Connected (0,9,10) -> (-1,9,10)
Connected (0,9,10) -> (0,10,10)
Ignored (0,8,10) because a block exists there.
Connected (0,9,10) -> (0,9,11)
Connected (0,9,10) -> (0,9,9)
====================
0,9,11 (0,9,11)
Ignored (1,9,11) because a block exists there.
Connected (0,9,11) -> (-1,9,11)
Connected (0,9,11) -> (0,10,11)
Connected (0,9,11) -> (0,8,11)
Connected (0,9,11) -> (0,9,12)
Connected (0,9,11) -> (0,9,10)
====================
0,9,12 (0,9,12)
Connected (0,9,12) -> (1,9,12)
Connected (0,9,12) -> (-1,9,12)
Connected (0,9,12) -> (0,10,12)
Connected (0,9,12) -> (0,8,12)
Connected (0,9,12) -> (0,9,13)
Connected (0,9,12) -> (0,9,11)
====================
0,9,13 (0,9,13)
Ignored (1,9,13) because a block exists there.
Connected (0,9,13) -> (-1,9,13)
Connected (0,9,13) -> (0,10,13)
Connected (0,9,13) -> (0,8,13)
Connected (0,9,13) -> (0,9,14)
Connected (0,9,13) -> (0,9,12)
====================
0,9,14 (0,9,14)
Connected (0,9,14) -> (1,9,14)
Connected (0,9,14) -> (-1,9,14)
Connected (0,9,14) -> (0,10,14)
Connected (0,9,14) -> (0,8,14)
Connected (0,9,14) -> (0,9,15)
Connected (0,9,14) -> (0,9,13)
====================
0,9,15 (0,9,15)
Connected (0,9,15) -> (1,9,15)
Connected (0,9,15) -> (-1,9,15)
Connected (0,9,15) -> (0,10,15)
Connected (0,9,15) -> (0,8,15)
Connected (0,9,15) -> (0,9,16)
Connected (0,9,15) -> (0,9,14)
====================
0,9,16 (0,9,16)
Connected (0,9,16) -> (1,9,16)
Connected (0,9,16) -> (-1,9,16)
Connected (0,9,16) -> (0,10,16)
Connected (0,9,16) -> (0,8,16)
Connected (0,9,16) -> (0,9,17)
Connected (0,9,16) -> (0,9,15)
====================
0,9,17 (0,9,17)
Connected (0,9,17) -> (1,9,17)
Connected (0,9,17) -> (-1,9,17)
Connected (0,9,17) -> (0,10,17)
Connected (0,9,17) -> (0,8,17)
Connected (0,9,17) -> (0,9,18)
Connected (0,9,17) -> (0,9,16)
====================
0,9,18 (0,9,18)
Connected (0,9,18) -> (1,9,18)
Connected (0,9,18) -> (-1,9,18)
Connected (0,9,18) -> (0,10,18)
Connected (0,9,18) -> (0,8,18)
Connected (0,9,18) -> (0,9,19)
Connected (0,9,18) -> (0,9,17)
====================
0,9,19 (0,9,19)
Connected (0,9,19) -> (1,9,19)
Connected (0,9,19) -> (-1,9,19)
Connected (0,9,19) -> (0,10,19)
Connected (0,9,19) -> (0,8,19)
Connected (0,9,19) -> (0,9,20)
Connected (0,9,19) -> (0,9,18)
====================
0,9,20 (0,9,20)
Connected (0,9,20) -> (1,9,20)
Connected (0,9,20) -> (-1,9,20)
Connected (0,9,20) -> (0,10,20)
Connected (0,9,20) -> (0,8,20)
Ignored (0,9,21) because it's out of bounds.
Connected (0,9,20) -> (0,9,19)
====================
0,10,-1 (0,10,-1)
Connected (0,10,-1) -> (1,10,-1)
Connected (0,10,-1) -> (-1,10,-1)
Connected (0,10,-1) -> (0,11,-1)
Connected (0,10,-1) -> (0,9,-1)
Connected (0,10,-1) -> (0,10,0)
Ignored (0,10,-2) because it's out of bounds.
====================
0,10,0 (0,10,0)
Connected (0,10,0) -> (1,10,0)
Connected (0,10,0) -> (-1,10,0)
Connected (0,10,0) -> (0,11,0)
Connected (0,10,0) -> (0,9,0)
Connected (0,10,0) -> (0,10,1)
Connected (0,10,0) -> (0,10,-1)
====================
0,10,1 (0,10,1)
Connected (0,10,1) -> (1,10,1)
Connected (0,10,1) -> (-1,10,1)
Connected (0,10,1) -> (0,11,1)
Connected (0,10,1) -> (0,9,1)
Connected (0,10,1) -> (0,10,2)
Connected (0,10,1) -> (0,10,0)
====================
0,10,2 (0,10,2)
Connected (0,10,2) -> (1,10,2)
Connected (0,10,2) -> (-1,10,2)
Connected (0,10,2) -> (0,11,2)
Connected (0,10,2) -> (0,9,2)
Connected (0,10,2) -> (0,10,3)
Connected (0,10,2) -> (0,10,1)
====================
0,10,3 (0,10,3)
Connected (0,10,3) -> (1,10,3)
Connected (0,10,3) -> (-1,10,3)
Connected (0,10,3) -> (0,11,3)
Connected (0,10,3) -> (0,9,3)
Connected (0,10,3) -> (0,10,4)
Connected (0,10,3) -> (0,10,2)
====================
0,10,4 (0,10,4)
Connected (0,10,4) -> (1,10,4)
Connected (0,10,4) -> (-1,10,4)
Connected (0,10,4) -> (0,11,4)
Connected (0,10,4) -> (0,9,4)
Connected (0,10,4) -> (0,10,5)
Connected (0,10,4) -> (0,10,3)
====================
0,10,5 (0,10,5)
Connected (0,10,5) -> (1,10,5)
Connected (0,10,5) -> (-1,10,5)
Connected (0,10,5) -> (0,11,5)
Connected (0,10,5) -> (0,9,5)
Connected (0,10,5) -> (0,10,6)
Connected (0,10,5) -> (0,10,4)
====================
0,10,6 (0,10,6)
Ignored (1,10,6) because a block exists there.
Connected (0,10,6) -> (-1,10,6)
Connected (0,10,6) -> (0,11,6)
Connected (0,10,6) -> (0,9,6)
Connected (0,10,6) -> (0,10,7)
Connected (0,10,6) -> (0,10,5)
====================
0,10,7 (0,10,7)
Ignored (1,10,7) because a block exists there.
Connected (0,10,7) -> (-1,10,7)
Ignored (0,11,7) because a block exists there.
Connected (0,10,7) -> (0,9,7)
Connected (0,10,7) -> (0,10,8)
Connected (0,10,7) -> (0,10,6)
====================
0,10,8 (0,10,8)
Ignored (1,10,8) because a block exists there.
Connected (0,10,8) -> (-1,10,8)
Connected (0,10,8) -> (0,11,8)
Connected (0,10,8) -> (0,9,8)
Connected (0,10,8) -> (0,10,9)
Connected (0,10,8) -> (0,10,7)
====================
0,10,9 (0,10,9)
Ignored (1,10,9) because a block exists there.
Connected (0,10,9) -> (-1,10,9)
Connected (0,10,9) -> (0,11,9)
Connected (0,10,9) -> (0,9,9)
Connected (0,10,9) -> (0,10,10)
Connected (0,10,9) -> (0,10,8)
====================
0,10,10 (0,10,10)
Ignored (1,10,10) because a block exists there.
Connected (0,10,10) -> (-1,10,10)
Connected (0,10,10) -> (0,11,10)
Connected (0,10,10) -> (0,9,10)
Connected (0,10,10) -> (0,10,11)
Connected (0,10,10) -> (0,10,9)
====================
0,10,11 (0,10,11)
Ignored (1,10,11) because a block exists there.
Connected (0,10,11) -> (-1,10,11)
Connected (0,10,11) -> (0,11,11)
Connected (0,10,11) -> (0,9,11)
Connected (0,10,11) -> (0,10,12)
Connected (0,10,11) -> (0,10,10)
====================
0,10,12 (0,10,12)
Ignored (1,10,12) because a block exists there.
Connected (0,10,12) -> (-1,10,12)
Connected (0,10,12) -> (0,11,12)
Connected (0,10,12) -> (0,9,12)
Connected (0,10,12) -> (0,10,13)
Connected (0,10,12) -> (0,10,11)
====================
0,10,13 (0,10,13)
Connected (0,10,13) -> (1,10,13)
Connected (0,10,13) -> (-1,10,13)
Connected (0,10,13) -> (0,11,13)
Connected (0,10,13) -> (0,9,13)
Connected (0,10,13) -> (0,10,14)
Connected (0,10,13) -> (0,10,12)
====================
0,10,14 (0,10,14)
Connected (0,10,14) -> (1,10,14)
Connected (0,10,14) -> (-1,10,14)
Connected (0,10,14) -> (0,11,14)
Connected (0,10,14) -> (0,9,14)
Connected (0,10,14) -> (0,10,15)
Connected (0,10,14) -> (0,10,13)
====================
0,10,15 (0,10,15)
Connected (0,10,15) -> (1,10,15)
Connected (0,10,15) -> (-1,10,15)
Connected (0,10,15) -> (0,11,15)
Connected (0,10,15) -> (0,9,15)
Connected (0,10,15) -> (0,10,16)
Connected (0,10,15) -> (0,10,14)
====================
0,10,16 (0,10,16)
Connected (0,10,16) -> (1,10,16)
Connected (0,10,16) -> (-1,10,16)
Connected (0,10,16) -> (0,11,16)
Connected (0,10,16) -> (0,9,16)
Connected (0,10,16) -> (0,10,17)
Connected (0,10,16) -> (0,10,15)
====================
0,10,17 (0,10,17)
Connected (0,10,17) -> (1,10,17)
Connected (0,10,17) -> (-1,10,17)
Connected (0,10,17) -> (0,11,17)
Connected (0,10,17) -> (0,9,17)
Connected (0,10,17) -> (0,10,18)
Connected (0,10,17) -> (0,10,16)
====================
0,10,18 (0,10,18)
Connected (0,10,18) -> (1,10,18)
Connected (0,10,18) -> (-1,10,18)
Connected (0,10,18) -> (0,11,18)
Connected (0,10,18) -> (0,9,18)
Connected (0,10,18) -> (0,10,19)
Connected (0,10,18) -> (0,10,17)
====================
0,10,19 (0,10,19)
Connected (0,10,19) -> (1,10,19)
Connected (0,10,19) -> (-1,10,19)
Connected (0,10,19) -> (0,11,19)
Connected (0,10,19) -> (0,9,19)
Connected (0,10,19) -> (0,10,20)
Connected (0,10,19) -> (0,10,18)
====================
0,10,20 (0,10,20)
Connected (0,10,20) -> (1,10,20)
Connected (0,10,20) -> (-1,10,20)
Connected (0,10,20) -> (0,11,20)
Connected (0,10,20) -> (0,9,20)
Ignored (0,10,21) because it's out of bounds.
Connected (0,10,20) -> (0,10,19)
====================
0,11,-1 (0,11,-1)
Connected (0,11,-1) -> (1,11,-1)
Connected (0,11,-1) -> (-1,11,-1)
Connected (0,11,-1) -> (0,12,-1)
Connected (0,11,-1) -> (0,10,-1)
Connected (0,11,-1) -> (0,11,0)
Ignored (0,11,-2) because it's out of bounds.
====================
0,11,0 (0,11,0)
Connected (0,11,0) -> (1,11,0)
Connected (0,11,0) -> (-1,11,0)
Connected (0,11,0) -> (0,12,0)
Connected (0,11,0) -> (0,10,0)
Connected (0,11,0) -> (0,11,1)
Connected (0,11,0) -> (0,11,-1)
====================
0,11,1 (0,11,1)
Connected (0,11,1) -> (1,11,1)
Connected (0,11,1) -> (-1,11,1)
Connected (0,11,1) -> (0,12,1)
Connected (0,11,1) -> (0,10,1)
Connected (0,11,1) -> (0,11,2)
Connected (0,11,1) -> (0,11,0)
====================
0,11,2 (0,11,2)
Connected (0,11,2) -> (1,11,2)
Connected (0,11,2) -> (-1,11,2)
Connected (0,11,2) -> (0,12,2)
Connected (0,11,2) -> (0,10,2)
Connected (0,11,2) -> (0,11,3)
Connected (0,11,2) -> (0,11,1)
====================
0,11,3 (0,11,3)
Connected (0,11,3) -> (1,11,3)
Connected (0,11,3) -> (-1,11,3)
Connected (0,11,3) -> (0,12,3)
Connected (0,11,3) -> (0,10,3)
Connected (0,11,3) -> (0,11,4)
Connected (0,11,3) -> (0,11,2)
====================
0,11,4 (0,11,4)
Connected (0,11,4) -> (1,11,4)
Connected (0,11,4) -> (-1,11,4)
Connected (0,11,4) -> (0,12,4)
Connected (0,11,4) -> (0,10,4)
Connected (0,11,4) -> (0,11,5)
Connected (0,11,4) -> (0,11,3)
====================
0,11,5 (0,11,5)
Connected (0,11,5) -> (1,11,5)
Connected (0,11,5) -> (-1,11,5)
Connected (0,11,5) -> (0,12,5)
Connected (0,11,5) -> (0,10,5)
Connected (0,11,5) -> (0,11,6)
Connected (0,11,5) -> (0,11,4)
====================
0,11,6 (0,11,6)
Connected (0,11,6) -> (1,11,6)
Connected (0,11,6) -> (-1,11,6)
Connected (0,11,6) -> (0,12,6)
Connected (0,11,6) -> (0,10,6)
Ignored (0,11,7) because a block exists there.
Connected (0,11,6) -> (0,11,5)
====================
0,11,8 (0,11,8)
Connected (0,11,8) -> (1,11,8)
Connected (0,11,8) -> (-1,11,8)
Connected (0,11,8) -> (0,12,8)
Connected (0,11,8) -> (0,10,8)
Connected (0,11,8) -> (0,11,9)
Ignored (0,11,7) because a block exists there.
====================
0,11,9 (0,11,9)
Ignored (1,11,9) because a block exists there.
Connected (0,11,9) -> (-1,11,9)
Connected (0,11,9) -> (0,12,9)
Connected (0,11,9) -> (0,10,9)
Connected (0,11,9) -> (0,11,10)
Connected (0,11,9) -> (0,11,8)
====================
0,11,10 (0,11,10)
Ignored (1,11,10) because a block exists there.
Connected (0,11,10) -> (-1,11,10)
Connected (0,11,10) -> (0,12,10)
Connected (0,11,10) -> (0,10,10)
Connected (0,11,10) -> (0,11,11)
Connected (0,11,10) -> (0,11,9)
====================
0,11,11 (0,11,11)
Ignored (1,11,11) because a block exists there.
Connected (0,11,11) -> (-1,11,11)
Connected (0,11,11) -> (0,12,11)
Connected (0,11,11) -> (0,10,11)
Connected (0,11,11) -> (0,11,12)
Connected (0,11,11) -> (0,11,10)
====================
0,11,12 (0,11,12)
Ignored (1,11,12) because a block exists there.
Connected (0,11,12) -> (-1,11,12)
Connected (0,11,12) -> (0,12,12)
Connected (0,11,12) -> (0,10,12)
Connected (0,11,12) -> (0,11,13)
Connected (0,11,12) -> (0,11,11)
====================
0,11,13 (0,11,13)
Connected (0,11,13) -> (1,11,13)
Connected (0,11,13) -> (-1,11,13)
Connected (0,11,13) -> (0,12,13)
Connected (0,11,13) -> (0,10,13)
Connected (0,11,13) -> (0,11,14)
Connected (0,11,13) -> (0,11,12)
====================
0,11,14 (0,11,14)
Connected (0,11,14) -> (1,11,14)
Connected (0,11,14) -> (-1,11,14)
Connected (0,11,14) -> (0,12,14)
Connected (0,11,14) -> (0,10,14)
Connected (0,11,14) -> (0,11,15)
Connected (0,11,14) -> (0,11,13)
====================
0,11,15 (0,11,15)
Connected (0,11,15) -> (1,11,15)
Connected (0,11,15) -> (-1,11,15)
Connected (0,11,15) -> (0,12,15)
Connected (0,11,15) -> (0,10,15)
Connected (0,11,15) -> (0,11,16)
Connected (0,11,15) -> (0,11,14)
====================
0,11,16 (0,11,16)
Connected (0,11,16) -> (1,11,16)
Connected (0,11,16) -> (-1,11,16)
Connected (0,11,16) -> (0,12,16)
Connected (0,11,16) -> (0,10,16)
Connected (0,11,16) -> (0,11,17)
Connected (0,11,16) -> (0,11,15)
====================
0,11,17 (0,11,17)
Connected (0,11,17) -> (1,11,17)
Connected (0,11,17) -> (-1,11,17)
Connected (0,11,17) -> (0,12,17)
Connected (0,11,17) -> (0,10,17)
Connected (0,11,17) -> (0,11,18)
Connected (0,11,17) -> (0,11,16)
====================
0,11,18 (0,11,18)
Connected (0,11,18) -> (1,11,18)
Connected (0,11,18) -> (-1,11,18)
Connected (0,11,18) -> (0,12,18)
Connected (0,11,18) -> (0,10,18)
Connected (0,11,18) -> (0,11,19)
Connected (0,11,18) -> (0,11,17)
====================
0,11,19 (0,11,19)
Connected (0,11,19) -> (1,11,19)
Connected (0,11,19) -> (-1,11,19)
Connected (0,11,19) -> (0,12,19)
Connected (0,11,19) -> (0,10,19)
Connected (0,11,19) -> (0,11,20)
Connected (0,11,19) -> (0,11,18)
====================
0,11,20 (0,11,20)
Connected (0,11,20) -> (1,11,20)
Connected (0,11,20) -> (-1,11,20)
Connected (0,11,20) -> (0,12,20)
Connected (0,11,20) -> (0,10,20)
Ignored (0,11,21) because it's out of bounds.
Connected (0,11,20) -> (0,11,19)
====================
0,12,-1 (0,12,-1)
Connected (0,12,-1) -> (1,12,-1)
Connected (0,12,-1) -> (-1,12,-1)
Connected (0,12,-1) -> (0,13,-1)
Connected (0,12,-1) -> (0,11,-1)
Connected (0,12,-1) -> (0,12,0)
Ignored (0,12,-2) because it's out of bounds.
====================
0,12,0 (0,12,0)
Connected (0,12,0) -> (1,12,0)
Connected (0,12,0) -> (-1,12,0)
Connected (0,12,0) -> (0,13,0)
Connected (0,12,0) -> (0,11,0)
Connected (0,12,0) -> (0,12,1)
Connected (0,12,0) -> (0,12,-1)
====================
0,12,1 (0,12,1)
Connected (0,12,1) -> (1,12,1)
Connected (0,12,1) -> (-1,12,1)
Connected (0,12,1) -> (0,13,1)
Connected (0,12,1) -> (0,11,1)
Connected (0,12,1) -> (0,12,2)
Connected (0,12,1) -> (0,12,0)
====================
0,12,2 (0,12,2)
Connected (0,12,2) -> (1,12,2)
Connected (0,12,2) -> (-1,12,2)
Connected (0,12,2) -> (0,13,2)
Connected (0,12,2) -> (0,11,2)
Connected (0,12,2) -> (0,12,3)
Connected (0,12,2) -> (0,12,1)
====================
0,12,3 (0,12,3)
Connected (0,12,3) -> (1,12,3)
Connected (0,12,3) -> (-1,12,3)
Connected (0,12,3) -> (0,13,3)
Connected (0,12,3) -> (0,11,3)
Connected (0,12,3) -> (0,12,4)
Connected (0,12,3) -> (0,12,2)
====================
0,12,4 (0,12,4)
Connected (0,12,4) -> (1,12,4)
Connected (0,12,4) -> (-1,12,4)
Connected (0,12,4) -> (0,13,4)
Connected (0,12,4) -> (0,11,4)
Connected (0,12,4) -> (0,12,5)
Connected (0,12,4) -> (0,12,3)
====================
0,12,5 (0,12,5)
Connected (0,12,5) -> (1,12,5)
Connected (0,12,5) -> (-1,12,5)
Connected (0,12,5) -> (0,13,5)
Connected (0,12,5) -> (0,11,5)
Connected (0,12,5) -> (0,12,6)
Connected (0,12,5) -> (0,12,4)
====================
0,12,6 (0,12,6)
Connected (0,12,6) -> (1,12,6)
Connected (0,12,6) -> (-1,12,6)
Connected (0,12,6) -> (0,13,6)
Connected (0,12,6) -> (0,11,6)
Connected (0,12,6) -> (0,12,7)
Connected (0,12,6) -> (0,12,5)
====================
0,12,7 (0,12,7)
Connected (0,12,7) -> (1,12,7)
Connected (0,12,7) -> (-1,12,7)
Connected (0,12,7) -> (0,13,7)
Ignored (0,11,7) because a block exists there.
Connected (0,12,7) -> (0,12,8)
Connected (0,12,7) -> (0,12,6)
====================
0,12,8 (0,12,8)
Connected (0,12,8) -> (1,12,8)
Connected (0,12,8) -> (-1,12,8)
Connected (0,12,8) -> (0,13,8)
Connected (0,12,8) -> (0,11,8)
Connected (0,12,8) -> (0,12,9)
Connected (0,12,8) -> (0,12,7)
====================
0,12,9 (0,12,9)
Ignored (1,12,9) because a block exists there.
Connected (0,12,9) -> (-1,12,9)
Connected (0,12,9) -> (0,13,9)
Connected (0,12,9) -> (0,11,9)
Connected (0,12,9) -> (0,12,10)
Connected (0,12,9) -> (0,12,8)
====================
0,12,10 (0,12,10)
Ignored (1,12,10) because a block exists there.
Connected (0,12,10) -> (-1,12,10)
Connected (0,12,10) -> (0,13,10)
Connected (0,12,10) -> (0,11,10)
Connected (0,12,10) -> (0,12,11)
Connected (0,12,10) -> (0,12,9)
====================
0,12,11 (0,12,11)
Connected (0,12,11) -> (1,12,11)
Connected (0,12,11) -> (-1,12,11)
Connected (0,12,11) -> (0,13,11)
Connected (0,12,11) -> (0,11,11)
Connected (0,12,11) -> (0,12,12)
Connected (0,12,11) -> (0,12,10)
====================
0,12,12 (0,12,12)
Connected (0,12,12) -> (1,12,12)
Connected (0,12,12) -> (-1,12,12)
Connected (0,12,12) -> (0,13,12)
Connected (0,12,12) -> (0,11,12)
Connected (0,12,12) -> (0,12,13)
Connected (0,12,12) -> (0,12,11)
====================
0,12,13 (0,12,13)
Connected (0,12,13) -> (1,12,13)
Connected (0,12,13) -> (-1,12,13)
Connected (0,12,13) -> (0,13,13)
Connected (0,12,13) -> (0,11,13)
Connected (0,12,13) -> (0,12,14)
Connected (0,12,13) -> (0,12,12)
====================
0,12,14 (0,12,14)
Connected (0,12,14) -> (1,12,14)
Connected (0,12,14) -> (-1,12,14)
Connected (0,12,14) -> (0,13,14)
Connected (0,12,14) -> (0,11,14)
Connected (0,12,14) -> (0,12,15)
Connected (0,12,14) -> (0,12,13)
====================
0,12,15 (0,12,15)
Connected (0,12,15) -> (1,12,15)
Connected (0,12,15) -> (-1,12,15)
Connected (0,12,15) -> (0,13,15)
Connected (0,12,15) -> (0,11,15)
Connected (0,12,15) -> (0,12,16)
Connected (0,12,15) -> (0,12,14)
====================
0,12,16 (0,12,16)
Connected (0,12,16) -> (1,12,16)
Connected (0,12,16) -> (-1,12,16)
Connected (0,12,16) -> (0,13,16)
Connected (0,12,16) -> (0,11,16)
Connected (0,12,16) -> (0,12,17)
Connected (0,12,16) -> (0,12,15)
====================
0,12,17 (0,12,17)
Connected (0,12,17) -> (1,12,17)
Connected (0,12,17) -> (-1,12,17)
Connected (0,12,17) -> (0,13,17)
Connected (0,12,17) -> (0,11,17)
Connected (0,12,17) -> (0,12,18)
Connected (0,12,17) -> (0,12,16)
====================
0,12,18 (0,12,18)
Connected (0,12,18) -> (1,12,18)
Connected (0,12,18) -> (-1,12,18)
Connected (0,12,18) -> (0,13,18)
Connected (0,12,18) -> (0,11,18)
Connected (0,12,18) -> (0,12,19)
Connected (0,12,18) -> (0,12,17)
====================
0,12,19 (0,12,19)
Connected (0,12,19) -> (1,12,19)
Connected (0,12,19) -> (-1,12,19)
Connected (0,12,19) -> (0,13,19)
Connected (0,12,19) -> (0,11,19)
Connected (0,12,19) -> (0,12,20)
Connected (0,12,19) -> (0,12,18)
====================
0,12,20 (0,12,20)
Connected (0,12,20) -> (1,12,20)
Connected (0,12,20) -> (-1,12,20)
Connected (0,12,20) -> (0,13,20)
Connected (0,12,20) -> (0,11,20)
Ignored (0,12,21) because it's out of bounds.
Connected (0,12,20) -> (0,12,19)
====================
0,13,-1 (0,13,-1)
Connected (0,13,-1) -> (1,13,-1)
Connected (0,13,-1) -> (-1,13,-1)
Connected (0,13,-1) -> (0,14,-1)
Connected (0,13,-1) -> (0,12,-1)
Connected (0,13,-1) -> (0,13,0)
Ignored (0,13,-2) because it's out of bounds.
====================
0,13,0 (0,13,0)
Connected (0,13,0) -> (1,13,0)
Connected (0,13,0) -> (-1,13,0)
Connected (0,13,0) -> (0,14,0)
Connected (0,13,0) -> (0,12,0)
Connected (0,13,0) -> (0,13,1)
Connected (0,13,0) -> (0,13,-1)
====================
0,13,1 (0,13,1)
Connected (0,13,1) -> (1,13,1)
Connected (0,13,1) -> (-1,13,1)
Connected (0,13,1) -> (0,14,1)
Connected (0,13,1) -> (0,12,1)
Connected (0,13,1) -> (0,13,2)
Connected (0,13,1) -> (0,13,0)
====================
0,13,2 (0,13,2)
Connected (0,13,2) -> (1,13,2)
Connected (0,13,2) -> (-1,13,2)
Connected (0,13,2) -> (0,14,2)
Connected (0,13,2) -> (0,12,2)
Connected (0,13,2) -> (0,13,3)
Connected (0,13,2) -> (0,13,1)
====================
0,13,3 (0,13,3)
Connected (0,13,3) -> (1,13,3)
Connected (0,13,3) -> (-1,13,3)
Connected (0,13,3) -> (0,14,3)
Connected (0,13,3) -> (0,12,3)
Connected (0,13,3) -> (0,13,4)
Connected (0,13,3) -> (0,13,2)
====================
0,13,4 (0,13,4)
Connected (0,13,4) -> (1,13,4)
Connected (0,13,4) -> (-1,13,4)
Connected (0,13,4) -> (0,14,4)
Connected (0,13,4) -> (0,12,4)
Connected (0,13,4) -> (0,13,5)
Connected (0,13,4) -> (0,13,3)
====================
0,13,5 (0,13,5)
Connected (0,13,5) -> (1,13,5)
Connected (0,13,5) -> (-1,13,5)
Connected (0,13,5) -> (0,14,5)
Connected (0,13,5) -> (0,12,5)
Connected (0,13,5) -> (0,13,6)
Connected (0,13,5) -> (0,13,4)
====================
0,13,6 (0,13,6)
Connected (0,13,6) -> (1,13,6)
Connected (0,13,6) -> (-1,13,6)
Connected (0,13,6) -> (0,14,6)
Connected (0,13,6) -> (0,12,6)
Connected (0,13,6) -> (0,13,7)
Connected (0,13,6) -> (0,13,5)
====================
0,13,7 (0,13,7)
Connected (0,13,7) -> (1,13,7)
Connected (0,13,7) -> (-1,13,7)
Connected (0,13,7) -> (0,14,7)
Connected (0,13,7) -> (0,12,7)
Connected (0,13,7) -> (0,13,8)
Connected (0,13,7) -> (0,13,6)
====================
0,13,8 (0,13,8)
Connected (0,13,8) -> (1,13,8)
Connected (0,13,8) -> (-1,13,8)
Connected (0,13,8) -> (0,14,8)
Connected (0,13,8) -> (0,12,8)
Connected (0,13,8) -> (0,13,9)
Connected (0,13,8) -> (0,13,7)
====================
0,13,9 (0,13,9)
Connected (0,13,9) -> (1,13,9)
Connected (0,13,9) -> (-1,13,9)
Connected (0,13,9) -> (0,14,9)
Connected (0,13,9) -> (0,12,9)
Connected (0,13,9) -> (0,13,10)
Connected (0,13,9) -> (0,13,8)
====================
0,13,10 (0,13,10)
Connected (0,13,10) -> (1,13,10)
Connected (0,13,10) -> (-1,13,10)
Connected (0,13,10) -> (0,14,10)
Connected (0,13,10) -> (0,12,10)
Connected (0,13,10) -> (0,13,11)
Connected (0,13,10) -> (0,13,9)
====================
0,13,11 (0,13,11)
Connected (0,13,11) -> (1,13,11)
Connected (0,13,11) -> (-1,13,11)
Connected (0,13,11) -> (0,14,11)
Connected (0,13,11) -> (0,12,11)
Connected (0,13,11) -> (0,13,12)
Connected (0,13,11) -> (0,13,10)
====================
0,13,12 (0,13,12)
Connected (0,13,12) -> (1,13,12)
Connected (0,13,12) -> (-1,13,12)
Connected (0,13,12) -> (0,14,12)
Connected (0,13,12) -> (0,12,12)
Connected (0,13,12) -> (0,13,13)
Connected (0,13,12) -> (0,13,11)
====================
0,13,13 (0,13,13)
Connected (0,13,13) -> (1,13,13)
Connected (0,13,13) -> (-1,13,13)
Connected (0,13,13) -> (0,14,13)
Connected (0,13,13) -> (0,12,13)
Connected (0,13,13) -> (0,13,14)
Connected (0,13,13) -> (0,13,12)
====================
0,13,14 (0,13,14)
Connected (0,13,14) -> (1,13,14)
Connected (0,13,14) -> (-1,13,14)
Connected (0,13,14) -> (0,14,14)
Connected (0,13,14) -> (0,12,14)
Connected (0,13,14) -> (0,13,15)
Connected (0,13,14) -> (0,13,13)
====================
0,13,15 (0,13,15)
Connected (0,13,15) -> (1,13,15)
Connected (0,13,15) -> (-1,13,15)
Connected (0,13,15) -> (0,14,15)
Connected (0,13,15) -> (0,12,15)
Connected (0,13,15) -> (0,13,16)
Connected (0,13,15) -> (0,13,14)
====================
0,13,16 (0,13,16)
Connected (0,13,16) -> (1,13,16)
Connected (0,13,16) -> (-1,13,16)
Connected (0,13,16) -> (0,14,16)
Connected (0,13,16) -> (0,12,16)
Connected (0,13,16) -> (0,13,17)
Connected (0,13,16) -> (0,13,15)
====================
0,13,17 (0,13,17)
Connected (0,13,17) -> (1,13,17)
Connected (0,13,17) -> (-1,13,17)
Connected (0,13,17) -> (0,14,17)
Connected (0,13,17) -> (0,12,17)
Connected (0,13,17) -> (0,13,18)
Connected (0,13,17) -> (0,13,16)
====================
0,13,18 (0,13,18)
Connected (0,13,18) -> (1,13,18)
Connected (0,13,18) -> (-1,13,18)
Connected (0,13,18) -> (0,14,18)
Connected (0,13,18) -> (0,12,18)
Connected (0,13,18) -> (0,13,19)
Connected (0,13,18) -> (0,13,17)
====================
0,13,19 (0,13,19)
Connected (0,13,19) -> (1,13,19)
Connected (0,13,19) -> (-1,13,19)
Connected (0,13,19) -> (0,14,19)
Connected (0,13,19) -> (0,12,19)
Connected (0,13,19) -> (0,13,20)
Connected (0,13,19) -> (0,13,18)
====================
0,13,20 (0,13,20)
Connected (0,13,20) -> (1,13,20)
Connected (0,13,20) -> (-1,13,20)
Connected (0,13,20) -> (0,14,20)
Connected (0,13,20) -> (0,12,20)
Ignored (0,13,21) because it's out of bounds.
Connected (0,13,20) -> (0,13,19)
====================
0,14,-1 (0,14,-1)
Connected (0,14,-1) -> (1,14,-1)
Connected (0,14,-1) -> (-1,14,-1)
Connected (0,14,-1) -> (0,15,-1)
Connected (0,14,-1) -> (0,13,-1)
Connected (0,14,-1) -> (0,14,0)
Ignored (0,14,-2) because it's out of bounds.
====================
0,14,0 (0,14,0)
Connected (0,14,0) -> (1,14,0)
Connected (0,14,0) -> (-1,14,0)
Connected (0,14,0) -> (0,15,0)
Connected (0,14,0) -> (0,13,0)
Connected (0,14,0) -> (0,14,1)
Connected (0,14,0) -> (0,14,-1)
====================
0,14,1 (0,14,1)
Connected (0,14,1) -> (1,14,1)
Connected (0,14,1) -> (-1,14,1)
Connected (0,14,1) -> (0,15,1)
Connected (0,14,1) -> (0,13,1)
Connected (0,14,1) -> (0,14,2)
Connected (0,14,1) -> (0,14,0)
====================
0,14,2 (0,14,2)
Connected (0,14,2) -> (1,14,2)
Connected (0,14,2) -> (-1,14,2)
Connected (0,14,2) -> (0,15,2)
Connected (0,14,2) -> (0,13,2)
Connected (0,14,2) -> (0,14,3)
Connected (0,14,2) -> (0,14,1)
====================
0,14,3 (0,14,3)
Connected (0,14,3) -> (1,14,3)
Connected (0,14,3) -> (-1,14,3)
Connected (0,14,3) -> (0,15,3)
Connected (0,14,3) -> (0,13,3)
Connected (0,14,3) -> (0,14,4)
Connected (0,14,3) -> (0,14,2)
====================
0,14,4 (0,14,4)
Connected (0,14,4) -> (1,14,4)
Connected (0,14,4) -> (-1,14,4)
Connected (0,14,4) -> (0,15,4)
Connected (0,14,4) -> (0,13,4)
Connected (0,14,4) -> (0,14,5)
Connected (0,14,4) -> (0,14,3)
====================
0,14,5 (0,14,5)
Connected (0,14,5) -> (1,14,5)
Connected (0,14,5) -> (-1,14,5)
Connected (0,14,5) -> (0,15,5)
Connected (0,14,5) -> (0,13,5)
Connected (0,14,5) -> (0,14,6)
Connected (0,14,5) -> (0,14,4)
====================
0,14,6 (0,14,6)
Connected (0,14,6) -> (1,14,6)
Connected (0,14,6) -> (-1,14,6)
Connected (0,14,6) -> (0,15,6)
Connected (0,14,6) -> (0,13,6)
Connected (0,14,6) -> (0,14,7)
Connected (0,14,6) -> (0,14,5)
====================
0,14,7 (0,14,7)
Connected (0,14,7) -> (1,14,7)
Connected (0,14,7) -> (-1,14,7)
Connected (0,14,7) -> (0,15,7)
Connected (0,14,7) -> (0,13,7)
Connected (0,14,7) -> (0,14,8)
Connected (0,14,7) -> (0,14,6)
====================
0,14,8 (0,14,8)
Connected (0,14,8) -> (1,14,8)
Connected (0,14,8) -> (-1,14,8)
Connected (0,14,8) -> (0,15,8)
Connected (0,14,8) -> (0,13,8)
Connected (0,14,8) -> (0,14,9)
Connected (0,14,8) -> (0,14,7)
====================
0,14,9 (0,14,9)
Connected (0,14,9) -> (1,14,9)
Connected (0,14,9) -> (-1,14,9)
Connected (0,14,9) -> (0,15,9)
Connected (0,14,9) -> (0,13,9)
Connected (0,14,9) -> (0,14,10)
Connected (0,14,9) -> (0,14,8)
====================
0,14,10 (0,14,10)
Connected (0,14,10) -> (1,14,10)
Connected (0,14,10) -> (-1,14,10)
Connected (0,14,10) -> (0,15,10)
Connected (0,14,10) -> (0,13,10)
Connected (0,14,10) -> (0,14,11)
Connected (0,14,10) -> (0,14,9)
====================
0,14,11 (0,14,11)
Connected (0,14,11) -> (1,14,11)
Connected (0,14,11) -> (-1,14,11)
Connected (0,14,11) -> (0,15,11)
Connected (0,14,11) -> (0,13,11)
Connected (0,14,11) -> (0,14,12)
Connected (0,14,11) -> (0,14,10)
====================
0,14,12 (0,14,12)
Connected (0,14,12) -> (1,14,12)
Connected (0,14,12) -> (-1,14,12)
Connected (0,14,12) -> (0,15,12)
Connected (0,14,12) -> (0,13,12)
Connected (0,14,12) -> (0,14,13)
Connected (0,14,12) -> (0,14,11)
====================
0,14,13 (0,14,13)
Connected (0,14,13) -> (1,14,13)
Connected (0,14,13) -> (-1,14,13)
Connected (0,14,13) -> (0,15,13)
Connected (0,14,13) -> (0,13,13)
Connected (0,14,13) -> (0,14,14)
Connected (0,14,13) -> (0,14,12)
====================
0,14,14 (0,14,14)
Connected (0,14,14) -> (1,14,14)
Connected (0,14,14) -> (-1,14,14)
Connected (0,14,14) -> (0,15,14)
Connected (0,14,14) -> (0,13,14)
Connected (0,14,14) -> (0,14,15)
Connected (0,14,14) -> (0,14,13)
====================
0,14,15 (0,14,15)
Connected (0,14,15) -> (1,14,15)
Connected (0,14,15) -> (-1,14,15)
Connected (0,14,15) -> (0,15,15)
Connected (0,14,15) -> (0,13,15)
Connected (0,14,15) -> (0,14,16)
Connected (0,14,15) -> (0,14,14)
====================
0,14,16 (0,14,16)
Connected (0,14,16) -> (1,14,16)
Connected (0,14,16) -> (-1,14,16)
Connected (0,14,16) -> (0,15,16)
Connected (0,14,16) -> (0,13,16)
Connected (0,14,16) -> (0,14,17)
Connected (0,14,16) -> (0,14,15)
====================
0,14,17 (0,14,17)
Connected (0,14,17) -> (1,14,17)
Connected (0,14,17) -> (-1,14,17)
Connected (0,14,17) -> (0,15,17)
Connected (0,14,17) -> (0,13,17)
Connected (0,14,17) -> (0,14,18)
Connected (0,14,17) -> (0,14,16)
====================
0,14,18 (0,14,18)
Connected (0,14,18) -> (1,14,18)
Connected (0,14,18) -> (-1,14,18)
Connected (0,14,18) -> (0,15,18)
Connected (0,14,18) -> (0,13,18)
Connected (0,14,18) -> (0,14,19)
Connected (0,14,18) -> (0,14,17)
====================
0,14,19 (0,14,19)
Connected (0,14,19) -> (1,14,19)
Connected (0,14,19) -> (-1,14,19)
Connected (0,14,19) -> (0,15,19)
Connected (0,14,19) -> (0,13,19)
Connected (0,14,19) -> (0,14,20)
Connected (0,14,19) -> (0,14,18)
====================
0,14,20 (0,14,20)
Connected (0,14,20) -> (1,14,20)
Connected (0,14,20) -> (-1,14,20)
Connected (0,14,20) -> (0,15,20)
Connected (0,14,20) -> (0,13,20)
Ignored (0,14,21) because it's out of bounds.
Connected (0,14,20) -> (0,14,19)
====================
0,15,-1 (0,15,-1)
Connected (0,15,-1) -> (1,15,-1)
Connected (0,15,-1) -> (-1,15,-1)
Connected (0,15,-1) -> (0,16,-1)
Connected (0,15,-1) -> (0,14,-1)
Connected (0,15,-1) -> (0,15,0)
Ignored (0,15,-2) because it's out of bounds.
====================
0,15,0 (0,15,0)
Connected (0,15,0) -> (1,15,0)
Connected (0,15,0) -> (-1,15,0)
Connected (0,15,0) -> (0,16,0)
Connected (0,15,0) -> (0,14,0)
Connected (0,15,0) -> (0,15,1)
Connected (0,15,0) -> (0,15,-1)
====================
0,15,1 (0,15,1)
Connected (0,15,1) -> (1,15,1)
Connected (0,15,1) -> (-1,15,1)
Connected (0,15,1) -> (0,16,1)
Connected (0,15,1) -> (0,14,1)
Connected (0,15,1) -> (0,15,2)
Connected (0,15,1) -> (0,15,0)
====================
0,15,2 (0,15,2)
Connected (0,15,2) -> (1,15,2)
Connected (0,15,2) -> (-1,15,2)
Connected (0,15,2) -> (0,16,2)
Connected (0,15,2) -> (0,14,2)
Connected (0,15,2) -> (0,15,3)
Connected (0,15,2) -> (0,15,1)
====================
0,15,3 (0,15,3)
Connected (0,15,3) -> (1,15,3)
Connected (0,15,3) -> (-1,15,3)
Connected (0,15,3) -> (0,16,3)
Connected (0,15,3) -> (0,14,3)
Connected (0,15,3) -> (0,15,4)
Connected (0,15,3) -> (0,15,2)
====================
0,15,4 (0,15,4)
Connected (0,15,4) -> (1,15,4)
Connected (0,15,4) -> (-1,15,4)
Connected (0,15,4) -> (0,16,4)
Connected (0,15,4) -> (0,14,4)
Connected (0,15,4) -> (0,15,5)
Connected (0,15,4) -> (0,15,3)
====================
0,15,5 (0,15,5)
Connected (0,15,5) -> (1,15,5)
Connected (0,15,5) -> (-1,15,5)
Connected (0,15,5) -> (0,16,5)
Connected (0,15,5) -> (0,14,5)
Connected (0,15,5) -> (0,15,6)
Connected (0,15,5) -> (0,15,4)
====================
0,15,6 (0,15,6)
Connected (0,15,6) -> (1,15,6)
Connected (0,15,6) -> (-1,15,6)
Connected (0,15,6) -> (0,16,6)
Connected (0,15,6) -> (0,14,6)
Connected (0,15,6) -> (0,15,7)
Connected (0,15,6) -> (0,15,5)
====================
0,15,7 (0,15,7)
Connected (0,15,7) -> (1,15,7)
Connected (0,15,7) -> (-1,15,7)
Connected (0,15,7) -> (0,16,7)
Connected (0,15,7) -> (0,14,7)
Connected (0,15,7) -> (0,15,8)
Connected (0,15,7) -> (0,15,6)
====================
0,15,8 (0,15,8)
Connected (0,15,8) -> (1,15,8)
Connected (0,15,8) -> (-1,15,8)
Connected (0,15,8) -> (0,16,8)
Connected (0,15,8) -> (0,14,8)
Connected (0,15,8) -> (0,15,9)
Connected (0,15,8) -> (0,15,7)
====================
0,15,9 (0,15,9)
Connected (0,15,9) -> (1,15,9)
Connected (0,15,9) -> (-1,15,9)
Connected (0,15,9) -> (0,16,9)
Connected (0,15,9) -> (0,14,9)
Connected (0,15,9) -> (0,15,10)
Connected (0,15,9) -> (0,15,8)
====================
0,15,10 (0,15,10)
Connected (0,15,10) -> (1,15,10)
Connected (0,15,10) -> (-1,15,10)
Connected (0,15,10) -> (0,16,10)
Connected (0,15,10) -> (0,14,10)
Connected (0,15,10) -> (0,15,11)
Connected (0,15,10) -> (0,15,9)
====================
0,15,11 (0,15,11)
Connected (0,15,11) -> (1,15,11)
Connected (0,15,11) -> (-1,15,11)
Connected (0,15,11) -> (0,16,11)
Connected (0,15,11) -> (0,14,11)
Connected (0,15,11) -> (0,15,12)
Connected (0,15,11) -> (0,15,10)
====================
0,15,12 (0,15,12)
Connected (0,15,12) -> (1,15,12)
Connected (0,15,12) -> (-1,15,12)
Connected (0,15,12) -> (0,16,12)
Connected (0,15,12) -> (0,14,12)
Connected (0,15,12) -> (0,15,13)
Connected (0,15,12) -> (0,15,11)
====================
0,15,13 (0,15,13)
Connected (0,15,13) -> (1,15,13)
Connected (0,15,13) -> (-1,15,13)
Connected (0,15,13) -> (0,16,13)
Connected (0,15,13) -> (0,14,13)
Connected (0,15,13) -> (0,15,14)
Connected (0,15,13) -> (0,15,12)
====================
0,15,14 (0,15,14)
Connected (0,15,14) -> (1,15,14)
Connected (0,15,14) -> (-1,15,14)
Connected (0,15,14) -> (0,16,14)
Connected (0,15,14) -> (0,14,14)
Connected (0,15,14) -> (0,15,15)
Connected (0,15,14) -> (0,15,13)
====================
0,15,15 (0,15,15)
Connected (0,15,15) -> (1,15,15)
Connected (0,15,15) -> (-1,15,15)
Connected (0,15,15) -> (0,16,15)
Connected (0,15,15) -> (0,14,15)
Connected (0,15,15) -> (0,15,16)
Connected (0,15,15) -> (0,15,14)
====================
0,15,16 (0,15,16)
Connected (0,15,16) -> (1,15,16)
Connected (0,15,16) -> (-1,15,16)
Connected (0,15,16) -> (0,16,16)
Connected (0,15,16) -> (0,14,16)
Connected (0,15,16) -> (0,15,17)
Connected (0,15,16) -> (0,15,15)
====================
0,15,17 (0,15,17)
Connected (0,15,17) -> (1,15,17)
Connected (0,15,17) -> (-1,15,17)
Connected (0,15,17) -> (0,16,17)
Connected (0,15,17) -> (0,14,17)
Connected (0,15,17) -> (0,15,18)
Connected (0,15,17) -> (0,15,16)
====================
0,15,18 (0,15,18)
Connected (0,15,18) -> (1,15,18)
Connected (0,15,18) -> (-1,15,18)
Connected (0,15,18) -> (0,16,18)
Connected (0,15,18) -> (0,14,18)
Connected (0,15,18) -> (0,15,19)
Connected (0,15,18) -> (0,15,17)
====================
0,15,19 (0,15,19)
Connected (0,15,19) -> (1,15,19)
Connected (0,15,19) -> (-1,15,19)
Connected (0,15,19) -> (0,16,19)
Connected (0,15,19) -> (0,14,19)
Connected (0,15,19) -> (0,15,20)
Connected (0,15,19) -> (0,15,18)
====================
0,15,20 (0,15,20)
Connected (0,15,20) -> (1,15,20)
Connected (0,15,20) -> (-1,15,20)
Connected (0,15,20) -> (0,16,20)
Connected (0,15,20) -> (0,14,20)
Ignored (0,15,21) because it's out of bounds.
Connected (0,15,20) -> (0,15,19)
====================
0,16,-1 (0,16,-1)
Connected (0,16,-1) -> (1,16,-1)
Connected (0,16,-1) -> (-1,16,-1)
Connected (0,16,-1) -> (0,17,-1)
Connected (0,16,-1) -> (0,15,-1)
Connected (0,16,-1) -> (0,16,0)
Ignored (0,16,-2) because it's out of bounds.
====================
0,16,0 (0,16,0)
Connected (0,16,0) -> (1,16,0)
Connected (0,16,0) -> (-1,16,0)
Connected (0,16,0) -> (0,17,0)
Connected (0,16,0) -> (0,15,0)
Connected (0,16,0) -> (0,16,1)
Connected (0,16,0) -> (0,16,-1)
====================
0,16,1 (0,16,1)
Connected (0,16,1) -> (1,16,1)
Connected (0,16,1) -> (-1,16,1)
Connected (0,16,1) -> (0,17,1)
Connected (0,16,1) -> (0,15,1)
Connected (0,16,1) -> (0,16,2)
Connected (0,16,1) -> (0,16,0)
====================
0,16,2 (0,16,2)
Connected (0,16,2) -> (1,16,2)
Connected (0,16,2) -> (-1,16,2)
Connected (0,16,2) -> (0,17,2)
Connected (0,16,2) -> (0,15,2)
Connected (0,16,2) -> (0,16,3)
Connected (0,16,2) -> (0,16,1)
====================
0,16,3 (0,16,3)
Connected (0,16,3) -> (1,16,3)
Connected (0,16,3) -> (-1,16,3)
Connected (0,16,3) -> (0,17,3)
Connected (0,16,3) -> (0,15,3)
Connected (0,16,3) -> (0,16,4)
Connected (0,16,3) -> (0,16,2)
====================
0,16,4 (0,16,4)
Connected (0,16,4) -> (1,16,4)
Connected (0,16,4) -> (-1,16,4)
Connected (0,16,4) -> (0,17,4)
Connected (0,16,4) -> (0,15,4)
Connected (0,16,4) -> (0,16,5)
Connected (0,16,4) -> (0,16,3)
====================
0,16,5 (0,16,5)
Connected (0,16,5) -> (1,16,5)
Connected (0,16,5) -> (-1,16,5)
Connected (0,16,5) -> (0,17,5)
Connected (0,16,5) -> (0,15,5)
Connected (0,16,5) -> (0,16,6)
Connected (0,16,5) -> (0,16,4)
====================
0,16,6 (0,16,6)
Connected (0,16,6) -> (1,16,6)
Connected (0,16,6) -> (-1,16,6)
Connected (0,16,6) -> (0,17,6)
Connected (0,16,6) -> (0,15,6)
Connected (0,16,6) -> (0,16,7)
Connected (0,16,6) -> (0,16,5)
====================
0,16,7 (0,16,7)
Connected (0,16,7) -> (1,16,7)
Connected (0,16,7) -> (-1,16,7)
Connected (0,16,7) -> (0,17,7)
Connected (0,16,7) -> (0,15,7)
Connected (0,16,7) -> (0,16,8)
Connected (0,16,7) -> (0,16,6)
====================
0,16,8 (0,16,8)
Connected (0,16,8) -> (1,16,8)
Connected (0,16,8) -> (-1,16,8)
Connected (0,16,8) -> (0,17,8)
Connected (0,16,8) -> (0,15,8)
Connected (0,16,8) -> (0,16,9)
Connected (0,16,8) -> (0,16,7)
====================
0,16,9 (0,16,9)
Connected (0,16,9) -> (1,16,9)
Connected (0,16,9) -> (-1,16,9)
Connected (0,16,9) -> (0,17,9)
Connected (0,16,9) -> (0,15,9)
Connected (0,16,9) -> (0,16,10)
Connected (0,16,9) -> (0,16,8)
====================
0,16,10 (0,16,10)
Connected (0,16,10) -> (1,16,10)
Connected (0,16,10) -> (-1,16,10)
Connected (0,16,10) -> (0,17,10)
Connected (0,16,10) -> (0,15,10)
Connected (0,16,10) -> (0,16,11)
Connected (0,16,10) -> (0,16,9)
====================
0,16,11 (0,16,11)
Connected (0,16,11) -> (1,16,11)
Connected (0,16,11) -> (-1,16,11)
Connected (0,16,11) -> (0,17,11)
Connected (0,16,11) -> (0,15,11)
Connected (0,16,11) -> (0,16,12)
Connected (0,16,11) -> (0,16,10)
====================
0,16,12 (0,16,12)
Connected (0,16,12) -> (1,16,12)
Connected (0,16,12) -> (-1,16,12)
Connected (0,16,12) -> (0,17,12)
Connected (0,16,12) -> (0,15,12)
Connected (0,16,12) -> (0,16,13)
Connected (0,16,12) -> (0,16,11)
====================
0,16,13 (0,16,13)
Connected (0,16,13) -> (1,16,13)
Connected (0,16,13) -> (-1,16,13)
Connected (0,16,13) -> (0,17,13)
Connected (0,16,13) -> (0,15,13)
Connected (0,16,13) -> (0,16,14)
Connected (0,16,13) -> (0,16,12)
====================
0,16,14 (0,16,14)
Connected (0,16,14) -> (1,16,14)
Connected (0,16,14) -> (-1,16,14)
Connected (0,16,14) -> (0,17,14)
Connected (0,16,14) -> (0,15,14)
Connected (0,16,14) -> (0,16,15)
Connected (0,16,14) -> (0,16,13)
====================
0,16,15 (0,16,15)
Connected (0,16,15) -> (1,16,15)
Connected (0,16,15) -> (-1,16,15)
Connected (0,16,15) -> (0,17,15)
Connected (0,16,15) -> (0,15,15)
Connected (0,16,15) -> (0,16,16)
Connected (0,16,15) -> (0,16,14)
====================
0,16,16 (0,16,16)
Connected (0,16,16) -> (1,16,16)
Connected (0,16,16) -> (-1,16,16)
Connected (0,16,16) -> (0,17,16)
Connected (0,16,16) -> (0,15,16)
Connected (0,16,16) -> (0,16,17)
Connected (0,16,16) -> (0,16,15)
====================
0,16,17 (0,16,17)
Connected (0,16,17) -> (1,16,17)
Connected (0,16,17) -> (-1,16,17)
Connected (0,16,17) -> (0,17,17)
Connected (0,16,17) -> (0,15,17)
Connected (0,16,17) -> (0,16,18)
Connected (0,16,17) -> (0,16,16)
====================
0,16,18 (0,16,18)
Connected (0,16,18) -> (1,16,18)
Connected (0,16,18) -> (-1,16,18)
Connected (0,16,18) -> (0,17,18)
Connected (0,16,18) -> (0,15,18)
Connected (0,16,18) -> (0,16,19)
Connected (0,16,18) -> (0,16,17)
====================
0,16,19 (0,16,19)
Connected (0,16,19) -> (1,16,19)
Connected (0,16,19) -> (-1,16,19)
Connected (0,16,19) -> (0,17,19)
Connected (0,16,19) -> (0,15,19)
Connected (0,16,19) -> (0,16,20)
Connected (0,16,19) -> (0,16,18)
====================
0,16,20 (0,16,20)
Connected (0,16,20) -> (1,16,20)
Connected (0,16,20) -> (-1,16,20)
Connected (0,16,20) -> (0,17,20)
Connected (0,16,20) -> (0,15,20)
Ignored (0,16,21) because it's out of bounds.
Connected (0,16,20) -> (0,16,19)
====================
0,17,-1 (0,17,-1)
Connected (0,17,-1) -> (1,17,-1)
Connected (0,17,-1) -> (-1,17,-1)
Connected (0,17,-1) -> (0,18,-1)
Connected (0,17,-1) -> (0,16,-1)
Connected (0,17,-1) -> (0,17,0)
Ignored (0,17,-2) because it's out of bounds.
====================
0,17,0 (0,17,0)
Connected (0,17,0) -> (1,17,0)
Connected (0,17,0) -> (-1,17,0)
Connected (0,17,0) -> (0,18,0)
Connected (0,17,0) -> (0,16,0)
Connected (0,17,0) -> (0,17,1)
Connected (0,17,0) -> (0,17,-1)
====================
0,17,1 (0,17,1)
Connected (0,17,1) -> (1,17,1)
Connected (0,17,1) -> (-1,17,1)
Connected (0,17,1) -> (0,18,1)
Connected (0,17,1) -> (0,16,1)
Connected (0,17,1) -> (0,17,2)
Connected (0,17,1) -> (0,17,0)
====================
0,17,2 (0,17,2)
Connected (0,17,2) -> (1,17,2)
Connected (0,17,2) -> (-1,17,2)
Connected (0,17,2) -> (0,18,2)
Connected (0,17,2) -> (0,16,2)
Connected (0,17,2) -> (0,17,3)
Connected (0,17,2) -> (0,17,1)
====================
0,17,3 (0,17,3)
Connected (0,17,3) -> (1,17,3)
Connected (0,17,3) -> (-1,17,3)
Connected (0,17,3) -> (0,18,3)
Connected (0,17,3) -> (0,16,3)
Connected (0,17,3) -> (0,17,4)
Connected (0,17,3) -> (0,17,2)
====================
0,17,4 (0,17,4)
Connected (0,17,4) -> (1,17,4)
Connected (0,17,4) -> (-1,17,4)
Connected (0,17,4) -> (0,18,4)
Connected (0,17,4) -> (0,16,4)
Connected (0,17,4) -> (0,17,5)
Connected (0,17,4) -> (0,17,3)
====================
0,17,5 (0,17,5)
Connected (0,17,5) -> (1,17,5)
Connected (0,17,5) -> (-1,17,5)
Connected (0,17,5) -> (0,18,5)
Connected (0,17,5) -> (0,16,5)
Connected (0,17,5) -> (0,17,6)
Connected (0,17,5) -> (0,17,4)
====================
0,17,6 (0,17,6)
Connected (0,17,6) -> (1,17,6)
Connected (0,17,6) -> (-1,17,6)
Connected (0,17,6) -> (0,18,6)
Connected (0,17,6) -> (0,16,6)
Connected (0,17,6) -> (0,17,7)
Connected (0,17,6) -> (0,17,5)
====================
0,17,7 (0,17,7)
Connected (0,17,7) -> (1,17,7)
Connected (0,17,7) -> (-1,17,7)
Connected (0,17,7) -> (0,18,7)
Connected (0,17,7) -> (0,16,7)
Connected (0,17,7) -> (0,17,8)
Connected (0,17,7) -> (0,17,6)
====================
0,17,8 (0,17,8)
Connected (0,17,8) -> (1,17,8)
Connected (0,17,8) -> (-1,17,8)
Connected (0,17,8) -> (0,18,8)
Connected (0,17,8) -> (0,16,8)
Connected (0,17,8) -> (0,17,9)
Connected (0,17,8) -> (0,17,7)
====================
0,17,9 (0,17,9)
Connected (0,17,9) -> (1,17,9)
Connected (0,17,9) -> (-1,17,9)
Connected (0,17,9) -> (0,18,9)
Connected (0,17,9) -> (0,16,9)
Connected (0,17,9) -> (0,17,10)
Connected (0,17,9) -> (0,17,8)
====================
0,17,10 (0,17,10)
Connected (0,17,10) -> (1,17,10)
Connected (0,17,10) -> (-1,17,10)
Connected (0,17,10) -> (0,18,10)
Connected (0,17,10) -> (0,16,10)
Connected (0,17,10) -> (0,17,11)
Connected (0,17,10) -> (0,17,9)
====================
0,17,11 (0,17,11)
Connected (0,17,11) -> (1,17,11)
Connected (0,17,11) -> (-1,17,11)
Connected (0,17,11) -> (0,18,11)
Connected (0,17,11) -> (0,16,11)
Connected (0,17,11) -> (0,17,12)
Connected (0,17,11) -> (0,17,10)
====================
0,17,12 (0,17,12)
Connected (0,17,12) -> (1,17,12)
Connected (0,17,12) -> (-1,17,12)
Connected (0,17,12) -> (0,18,12)
Connected (0,17,12) -> (0,16,12)
Connected (0,17,12) -> (0,17,13)
Connected (0,17,12) -> (0,17,11)
====================
0,17,13 (0,17,13)
Connected (0,17,13) -> (1,17,13)
Connected (0,17,13) -> (-1,17,13)
Connected (0,17,13) -> (0,18,13)
Connected (0,17,13) -> (0,16,13)
Connected (0,17,13) -> (0,17,14)
Connected (0,17,13) -> (0,17,12)
====================
0,17,14 (0,17,14)
Connected (0,17,14) -> (1,17,14)
Connected (0,17,14) -> (-1,17,14)
Connected (0,17,14) -> (0,18,14)
Connected (0,17,14) -> (0,16,14)
Connected (0,17,14) -> (0,17,15)
Connected (0,17,14) -> (0,17,13)
====================
0,17,15 (0,17,15)
Connected (0,17,15) -> (1,17,15)
Connected (0,17,15) -> (-1,17,15)
Connected (0,17,15) -> (0,18,15)
Connected (0,17,15) -> (0,16,15)
Connected (0,17,15) -> (0,17,16)
Connected (0,17,15) -> (0,17,14)
====================
0,17,16 (0,17,16)
Connected (0,17,16) -> (1,17,16)
Connected (0,17,16) -> (-1,17,16)
Connected (0,17,16) -> (0,18,16)
Connected (0,17,16) -> (0,16,16)
Connected (0,17,16) -> (0,17,17)
Connected (0,17,16) -> (0,17,15)
====================
0,17,17 (0,17,17)
Connected (0,17,17) -> (1,17,17)
Connected (0,17,17) -> (-1,17,17)
Connected (0,17,17) -> (0,18,17)
Connected (0,17,17) -> (0,16,17)
Connected (0,17,17) -> (0,17,18)
Connected (0,17,17) -> (0,17,16)
====================
0,17,18 (0,17,18)
Connected (0,17,18) -> (1,17,18)
Connected (0,17,18) -> (-1,17,18)
Connected (0,17,18) -> (0,18,18)
Connected (0,17,18) -> (0,16,18)
Connected (0,17,18) -> (0,17,19)
Connected (0,17,18) -> (0,17,17)
====================
0,17,19 (0,17,19)
Connected (0,17,19) -> (1,17,19)
Connected (0,17,19) -> (-1,17,19)
Connected (0,17,19) -> (0,18,19)
Connected (0,17,19) -> (0,16,19)
Connected (0,17,19) -> (0,17,20)
Connected (0,17,19) -> (0,17,18)
====================
0,17,20 (0,17,20)
Connected (0,17,20) -> (1,17,20)
Connected (0,17,20) -> (-1,17,20)
Connected (0,17,20) -> (0,18,20)
Connected (0,17,20) -> (0,16,20)
Ignored (0,17,21) because it's out of bounds.
Connected (0,17,20) -> (0,17,19)
====================
0,18,-1 (0,18,-1)
Connected (0,18,-1) -> (1,18,-1)
Connected (0,18,-1) -> (-1,18,-1)
Connected (0,18,-1) -> (0,19,-1)
Connected (0,18,-1) -> (0,17,-1)
Connected (0,18,-1) -> (0,18,0)
Ignored (0,18,-2) because it's out of bounds.
====================
0,18,0 (0,18,0)
Connected (0,18,0) -> (1,18,0)
Connected (0,18,0) -> (-1,18,0)
Connected (0,18,0) -> (0,19,0)
Connected (0,18,0) -> (0,17,0)
Connected (0,18,0) -> (0,18,1)
Connected (0,18,0) -> (0,18,-1)
====================
0,18,1 (0,18,1)
Connected (0,18,1) -> (1,18,1)
Connected (0,18,1) -> (-1,18,1)
Connected (0,18,1) -> (0,19,1)
Connected (0,18,1) -> (0,17,1)
Connected (0,18,1) -> (0,18,2)
Connected (0,18,1) -> (0,18,0)
====================
0,18,2 (0,18,2)
Connected (0,18,2) -> (1,18,2)
Connected (0,18,2) -> (-1,18,2)
Connected (0,18,2) -> (0,19,2)
Connected (0,18,2) -> (0,17,2)
Connected (0,18,2) -> (0,18,3)
Connected (0,18,2) -> (0,18,1)
====================
0,18,3 (0,18,3)
Connected (0,18,3) -> (1,18,3)
Connected (0,18,3) -> (-1,18,3)
Connected (0,18,3) -> (0,19,3)
Connected (0,18,3) -> (0,17,3)
Connected (0,18,3) -> (0,18,4)
Connected (0,18,3) -> (0,18,2)
====================
0,18,4 (0,18,4)
Connected (0,18,4) -> (1,18,4)
Connected (0,18,4) -> (-1,18,4)
Connected (0,18,4) -> (0,19,4)
Connected (0,18,4) -> (0,17,4)
Connected (0,18,4) -> (0,18,5)
Connected (0,18,4) -> (0,18,3)
====================
0,18,5 (0,18,5)
Connected (0,18,5) -> (1,18,5)
Connected (0,18,5) -> (-1,18,5)
Connected (0,18,5) -> (0,19,5)
Connected (0,18,5) -> (0,17,5)
Connected (0,18,5) -> (0,18,6)
Connected (0,18,5) -> (0,18,4)
====================
0,18,6 (0,18,6)
Connected (0,18,6) -> (1,18,6)
Connected (0,18,6) -> (-1,18,6)
Connected (0,18,6) -> (0,19,6)
Connected (0,18,6) -> (0,17,6)
Connected (0,18,6) -> (0,18,7)
Connected (0,18,6) -> (0,18,5)
====================
0,18,7 (0,18,7)
Connected (0,18,7) -> (1,18,7)
Connected (0,18,7) -> (-1,18,7)
Connected (0,18,7) -> (0,19,7)
Connected (0,18,7) -> (0,17,7)
Connected (0,18,7) -> (0,18,8)
Connected (0,18,7) -> (0,18,6)
====================
0,18,8 (0,18,8)
Connected (0,18,8) -> (1,18,8)
Connected (0,18,8) -> (-1,18,8)
Connected (0,18,8) -> (0,19,8)
Connected (0,18,8) -> (0,17,8)
Connected (0,18,8) -> (0,18,9)
Connected (0,18,8) -> (0,18,7)
====================
0,18,9 (0,18,9)
Connected (0,18,9) -> (1,18,9)
Connected (0,18,9) -> (-1,18,9)
Connected (0,18,9) -> (0,19,9)
Connected (0,18,9) -> (0,17,9)
Connected (0,18,9) -> (0,18,10)
Connected (0,18,9) -> (0,18,8)
====================
0,18,10 (0,18,10)
Connected (0,18,10) -> (1,18,10)
Connected (0,18,10) -> (-1,18,10)
Connected (0,18,10) -> (0,19,10)
Connected (0,18,10) -> (0,17,10)
Connected (0,18,10) -> (0,18,11)
Connected (0,18,10) -> (0,18,9)
====================
0,18,11 (0,18,11)
Connected (0,18,11) -> (1,18,11)
Connected (0,18,11) -> (-1,18,11)
Connected (0,18,11) -> (0,19,11)
Connected (0,18,11) -> (0,17,11)
Connected (0,18,11) -> (0,18,12)
Connected (0,18,11) -> (0,18,10)
====================
0,18,12 (0,18,12)
Connected (0,18,12) -> (1,18,12)
Connected (0,18,12) -> (-1,18,12)
Connected (0,18,12) -> (0,19,12)
Connected (0,18,12) -> (0,17,12)
Connected (0,18,12) -> (0,18,13)
Connected (0,18,12) -> (0,18,11)
====================
0,18,13 (0,18,13)
Connected (0,18,13) -> (1,18,13)
Connected (0,18,13) -> (-1,18,13)
Connected (0,18,13) -> (0,19,13)
Connected (0,18,13) -> (0,17,13)
Connected (0,18,13) -> (0,18,14)
Connected (0,18,13) -> (0,18,12)
====================
0,18,14 (0,18,14)
Connected (0,18,14) -> (1,18,14)
Connected (0,18,14) -> (-1,18,14)
Connected (0,18,14) -> (0,19,14)
Connected (0,18,14) -> (0,17,14)
Connected (0,18,14) -> (0,18,15)
Connected (0,18,14) -> (0,18,13)
====================
0,18,15 (0,18,15)
Connected (0,18,15) -> (1,18,15)
Connected (0,18,15) -> (-1,18,15)
Connected (0,18,15) -> (0,19,15)
Connected (0,18,15) -> (0,17,15)
Connected (0,18,15) -> (0,18,16)
Connected (0,18,15) -> (0,18,14)
====================
0,18,16 (0,18,16)
Connected (0,18,16) -> (1,18,16)
Connected (0,18,16) -> (-1,18,16)
Connected (0,18,16) -> (0,19,16)
Connected (0,18,16) -> (0,17,16)
Connected (0,18,16) -> (0,18,17)
Connected (0,18,16) -> (0,18,15)
====================
0,18,17 (0,18,17)
Connected (0,18,17) -> (1,18,17)
Connected (0,18,17) -> (-1,18,17)
Connected (0,18,17) -> (0,19,17)
Connected (0,18,17) -> (0,17,17)
Connected (0,18,17) -> (0,18,18)
Connected (0,18,17) -> (0,18,16)
====================
0,18,18 (0,18,18)
Connected (0,18,18) -> (1,18,18)
Connected (0,18,18) -> (-1,18,18)
Connected (0,18,18) -> (0,19,18)
Connected (0,18,18) -> (0,17,18)
Connected (0,18,18) -> (0,18,19)
Connected (0,18,18) -> (0,18,17)
====================
0,18,19 (0,18,19)
Connected (0,18,19) -> (1,18,19)
Connected (0,18,19) -> (-1,18,19)
Connected (0,18,19) -> (0,19,19)
Connected (0,18,19) -> (0,17,19)
Connected (0,18,19) -> (0,18,20)
Connected (0,18,19) -> (0,18,18)
====================
0,18,20 (0,18,20)
Connected (0,18,20) -> (1,18,20)
Connected (0,18,20) -> (-1,18,20)
Connected (0,18,20) -> (0,19,20)
Connected (0,18,20) -> (0,17,20)
Ignored (0,18,21) because it's out of bounds.
Connected (0,18,20) -> (0,18,19)
====================
0,19,-1 (0,19,-1)
Connected (0,19,-1) -> (1,19,-1)
Connected (0,19,-1) -> (-1,19,-1)
Ignored (0,20,-1) because it's out of bounds.
Connected (0,19,-1) -> (0,18,-1)
Connected (0,19,-1) -> (0,19,0)
Ignored (0,19,-2) because it's out of bounds.
====================
0,19,0 (0,19,0)
Connected (0,19,0) -> (1,19,0)
Connected (0,19,0) -> (-1,19,0)
Ignored (0,20,0) because it's out of bounds.
Connected (0,19,0) -> (0,18,0)
Connected (0,19,0) -> (0,19,1)
Connected (0,19,0) -> (0,19,-1)
====================
0,19,1 (0,19,1)
Connected (0,19,1) -> (1,19,1)
Connected (0,19,1) -> (-1,19,1)
Ignored (0,20,1) because it's out of bounds.
Connected (0,19,1) -> (0,18,1)
Connected (0,19,1) -> (0,19,2)
Connected (0,19,1) -> (0,19,0)
====================
0,19,2 (0,19,2)
Connected (0,19,2) -> (1,19,2)
Connected (0,19,2) -> (-1,19,2)
Ignored (0,20,2) because it's out of bounds.
Connected (0,19,2) -> (0,18,2)
Connected (0,19,2) -> (0,19,3)
Connected (0,19,2) -> (0,19,1)
====================
0,19,3 (0,19,3)
Connected (0,19,3) -> (1,19,3)
Connected (0,19,3) -> (-1,19,3)
Ignored (0,20,3) because it's out of bounds.
Connected (0,19,3) -> (0,18,3)
Connected (0,19,3) -> (0,19,4)
Connected (0,19,3) -> (0,19,2)
====================
0,19,4 (0,19,4)
Connected (0,19,4) -> (1,19,4)
Connected (0,19,4) -> (-1,19,4)
Ignored (0,20,4) because it's out of bounds.
Connected (0,19,4) -> (0,18,4)
Connected (0,19,4) -> (0,19,5)
Connected (0,19,4) -> (0,19,3)
====================
0,19,5 (0,19,5)
Connected (0,19,5) -> (1,19,5)
Connected (0,19,5) -> (-1,19,5)
Ignored (0,20,5) because it's out of bounds.
Connected (0,19,5) -> (0,18,5)
Connected (0,19,5) -> (0,19,6)
Connected (0,19,5) -> (0,19,4)
====================
0,19,6 (0,19,6)
Connected (0,19,6) -> (1,19,6)
Connected (0,19,6) -> (-1,19,6)
Ignored (0,20,6) because it's out of bounds.
Connected (0,19,6) -> (0,18,6)
Connected (0,19,6) -> (0,19,7)
Connected (0,19,6) -> (0,19,5)
====================
0,19,7 (0,19,7)
Connected (0,19,7) -> (1,19,7)
Connected (0,19,7) -> (-1,19,7)
Ignored (0,20,7) because it's out of bounds.
Connected (0,19,7) -> (0,18,7)
Connected (0,19,7) -> (0,19,8)
Connected (0,19,7) -> (0,19,6)
====================
0,19,8 (0,19,8)
Connected (0,19,8) -> (1,19,8)
Connected (0,19,8) -> (-1,19,8)
Ignored (0,20,8) because it's out of bounds.
Connected (0,19,8) -> (0,18,8)
Connected (0,19,8) -> (0,19,9)
Connected (0,19,8) -> (0,19,7)
====================
0,19,9 (0,19,9)
Connected (0,19,9) -> (1,19,9)
Connected (0,19,9) -> (-1,19,9)
Ignored (0,20,9) because it's out of bounds.
Connected (0,19,9) -> (0,18,9)
Connected (0,19,9) -> (0,19,10)
Connected (0,19,9) -> (0,19,8)
====================
0,19,10 (0,19,10)
Connected (0,19,10) -> (1,19,10)
Connected (0,19,10) -> (-1,19,10)
Ignored (0,20,10) because it's out of bounds.
Connected (0,19,10) -> (0,18,10)
Connected (0,19,10) -> (0,19,11)
Connected (0,19,10) -> (0,19,9)
====================
0,19,11 (0,19,11)
Connected (0,19,11) -> (1,19,11)
Connected (0,19,11) -> (-1,19,11)
Ignored (0,20,11) because it's out of bounds.
Connected (0,19,11) -> (0,18,11)
Connected (0,19,11) -> (0,19,12)
Connected (0,19,11) -> (0,19,10)
====================
0,19,12 (0,19,12)
Connected (0,19,12) -> (1,19,12)
Connected (0,19,12) -> (-1,19,12)
Ignored (0,20,12) because it's out of bounds.
Connected (0,19,12) -> (0,18,12)
Connected (0,19,12) -> (0,19,13)
Connected (0,19,12) -> (0,19,11)
====================
0,19,13 (0,19,13)
Connected (0,19,13) -> (1,19,13)
Connected (0,19,13) -> (-1,19,13)
Ignored (0,20,13) because it's out of bounds.
Connected (0,19,13) -> (0,18,13)
Connected (0,19,13) -> (0,19,14)
Connected (0,19,13) -> (0,19,12)
====================
0,19,14 (0,19,14)
Connected (0,19,14) -> (1,19,14)
Connected (0,19,14) -> (-1,19,14)
Ignored (0,20,14) because it's out of bounds.
Connected (0,19,14) -> (0,18,14)
Connected (0,19,14) -> (0,19,15)
Connected (0,19,14) -> (0,19,13)
====================
0,19,15 (0,19,15)
Connected (0,19,15) -> (1,19,15)
Connected (0,19,15) -> (-1,19,15)
Ignored (0,20,15) because it's out of bounds.
Connected (0,19,15) -> (0,18,15)
Connected (0,19,15) -> (0,19,16)
Connected (0,19,15) -> (0,19,14)
====================
0,19,16 (0,19,16)
Connected (0,19,16) -> (1,19,16)
Connected (0,19,16) -> (-1,19,16)
Ignored (0,20,16) because it's out of bounds.
Connected (0,19,16) -> (0,18,16)
Connected (0,19,16) -> (0,19,17)
Connected (0,19,16) -> (0,19,15)
====================
0,19,17 (0,19,17)
Connected (0,19,17) -> (1,19,17)
Connected (0,19,17) -> (-1,19,17)
Ignored (0,20,17) because it's out of bounds.
Connected (0,19,17) -> (0,18,17)
Connected (0,19,17) -> (0,19,18)
Connected (0,19,17) -> (0,19,16)
====================
0,19,18 (0,19,18)
Connected (0,19,18) -> (1,19,18)
Connected (0,19,18) -> (-1,19,18)
Ignored (0,20,18) because it's out of bounds.
Connected (0,19,18) -> (0,18,18)
Connected (0,19,18) -> (0,19,19)
Connected (0,19,18) -> (0,19,17)
====================
0,19,19 (0,19,19)
Connected (0,19,19) -> (1,19,19)
Connected (0,19,19) -> (-1,19,19)
Ignored (0,20,19) because it's out of bounds.
Connected (0,19,19) -> (0,18,19)
Connected (0,19,19) -> (0,19,20)
Connected (0,19,19) -> (0,19,18)
====================
0,19,20 (0,19,20)
Connected (0,19,20) -> (1,19,20)
Connected (0,19,20) -> (-1,19,20)
Ignored (0,20,20) because it's out of bounds.
Connected (0,19,20) -> (0,18,20)
Ignored (0,19,21) because it's out of bounds.
Connected (0,19,20) -> (0,19,19)
====================
1,-1,-1 (1,-1,-1)
Connected (1,-1,-1) -> (2,-1,-1)
Connected (1,-1,-1) -> (0,-1,-1)
Connected (1,-1,-1) -> (1,0,-1)
Ignored (1,-2,-1) because it's out of bounds.
Connected (1,-1,-1) -> (1,-1,0)
Ignored (1,-1,-2) because it's out of bounds.
====================
1,-1,0 (1,-1,0)
Connected (1,-1,0) -> (2,-1,0)
Connected (1,-1,0) -> (0,-1,0)
Connected (1,-1,0) -> (1,0,0)
Ignored (1,-2,0) because it's out of bounds.
Connected (1,-1,0) -> (1,-1,1)
Connected (1,-1,0) -> (1,-1,-1)
====================
1,-1,1 (1,-1,1)
Connected (1,-1,1) -> (2,-1,1)
Connected (1,-1,1) -> (0,-1,1)
Connected (1,-1,1) -> (1,0,1)
Ignored (1,-2,1) because it's out of bounds.
Connected (1,-1,1) -> (1,-1,2)
Connected (1,-1,1) -> (1,-1,0)
====================
1,-1,2 (1,-1,2)
Connected (1,-1,2) -> (2,-1,2)
Connected (1,-1,2) -> (0,-1,2)
Connected (1,-1,2) -> (1,0,2)
Ignored (1,-2,2) because it's out of bounds.
Connected (1,-1,2) -> (1,-1,3)
Connected (1,-1,2) -> (1,-1,1)
====================
1,-1,3 (1,-1,3)
Connected (1,-1,3) -> (2,-1,3)
Connected (1,-1,3) -> (0,-1,3)
Connected (1,-1,3) -> (1,0,3)
Ignored (1,-2,3) because it's out of bounds.
Connected (1,-1,3) -> (1,-1,4)
Connected (1,-1,3) -> (1,-1,2)
====================
1,-1,4 (1,-1,4)
Connected (1,-1,4) -> (2,-1,4)
Connected (1,-1,4) -> (0,-1,4)
Connected (1,-1,4) -> (1,0,4)
Ignored (1,-2,4) because it's out of bounds.
Connected (1,-1,4) -> (1,-1,5)
Connected (1,-1,4) -> (1,-1,3)
====================
1,-1,5 (1,-1,5)
Connected (1,-1,5) -> (2,-1,5)
Connected (1,-1,5) -> (0,-1,5)
Connected (1,-1,5) -> (1,0,5)
Ignored (1,-2,5) because it's out of bounds.
Connected (1,-1,5) -> (1,-1,6)
Connected (1,-1,5) -> (1,-1,4)
====================
1,-1,6 (1,-1,6)
Connected (1,-1,6) -> (2,-1,6)
Connected (1,-1,6) -> (0,-1,6)
Connected (1,-1,6) -> (1,0,6)
Ignored (1,-2,6) because it's out of bounds.
Connected (1,-1,6) -> (1,-1,7)
Connected (1,-1,6) -> (1,-1,5)
====================
1,-1,7 (1,-1,7)
Connected (1,-1,7) -> (2,-1,7)
Connected (1,-1,7) -> (0,-1,7)
Connected (1,-1,7) -> (1,0,7)
Ignored (1,-2,7) because it's out of bounds.
Connected (1,-1,7) -> (1,-1,8)
Connected (1,-1,7) -> (1,-1,6)
====================
1,-1,8 (1,-1,8)
Connected (1,-1,8) -> (2,-1,8)
Connected (1,-1,8) -> (0,-1,8)
Connected (1,-1,8) -> (1,0,8)
Ignored (1,-2,8) because it's out of bounds.
Connected (1,-1,8) -> (1,-1,9)
Connected (1,-1,8) -> (1,-1,7)
====================
1,-1,9 (1,-1,9)
Connected (1,-1,9) -> (2,-1,9)
Connected (1,-1,9) -> (0,-1,9)
Connected (1,-1,9) -> (1,0,9)
Ignored (1,-2,9) because it's out of bounds.
Connected (1,-1,9) -> (1,-1,10)
Connected (1,-1,9) -> (1,-1,8)
====================
1,-1,10 (1,-1,10)
Connected (1,-1,10) -> (2,-1,10)
Connected (1,-1,10) -> (0,-1,10)
Connected (1,-1,10) -> (1,0,10)
Ignored (1,-2,10) because it's out of bounds.
Connected (1,-1,10) -> (1,-1,11)
Connected (1,-1,10) -> (1,-1,9)
====================
1,-1,11 (1,-1,11)
Connected (1,-1,11) -> (2,-1,11)
Connected (1,-1,11) -> (0,-1,11)
Connected (1,-1,11) -> (1,0,11)
Ignored (1,-2,11) because it's out of bounds.
Connected (1,-1,11) -> (1,-1,12)
Connected (1,-1,11) -> (1,-1,10)
====================
1,-1,12 (1,-1,12)
Connected (1,-1,12) -> (2,-1,12)
Connected (1,-1,12) -> (0,-1,12)
Connected (1,-1,12) -> (1,0,12)
Ignored (1,-2,12) because it's out of bounds.
Connected (1,-1,12) -> (1,-1,13)
Connected (1,-1,12) -> (1,-1,11)
====================
1,-1,13 (1,-1,13)
Connected (1,-1,13) -> (2,-1,13)
Connected (1,-1,13) -> (0,-1,13)
Connected (1,-1,13) -> (1,0,13)
Ignored (1,-2,13) because it's out of bounds.
Connected (1,-1,13) -> (1,-1,14)
Connected (1,-1,13) -> (1,-1,12)
====================
1,-1,14 (1,-1,14)
Connected (1,-1,14) -> (2,-1,14)
Connected (1,-1,14) -> (0,-1,14)
Connected (1,-1,14) -> (1,0,14)
Ignored (1,-2,14) because it's out of bounds.
Connected (1,-1,14) -> (1,-1,15)
Connected (1,-1,14) -> (1,-1,13)
====================
1,-1,15 (1,-1,15)
Connected (1,-1,15) -> (2,-1,15)
Connected (1,-1,15) -> (0,-1,15)
Connected (1,-1,15) -> (1,0,15)
Ignored (1,-2,15) because it's out of bounds.
Connected (1,-1,15) -> (1,-1,16)
Connected (1,-1,15) -> (1,-1,14)
====================
1,-1,16 (1,-1,16)
Connected (1,-1,16) -> (2,-1,16)
Connected (1,-1,16) -> (0,-1,16)
Connected (1,-1,16) -> (1,0,16)
Ignored (1,-2,16) because it's out of bounds.
Connected (1,-1,16) -> (1,-1,17)
Connected (1,-1,16) -> (1,-1,15)
====================
1,-1,17 (1,-1,17)
Connected (1,-1,17) -> (2,-1,17)
Connected (1,-1,17) -> (0,-1,17)
Connected (1,-1,17) -> (1,0,17)
Ignored (1,-2,17) because it's out of bounds.
Connected (1,-1,17) -> (1,-1,18)
Connected (1,-1,17) -> (1,-1,16)
====================
1,-1,18 (1,-1,18)
Connected (1,-1,18) -> (2,-1,18)
Connected (1,-1,18) -> (0,-1,18)
Connected (1,-1,18) -> (1,0,18)
Ignored (1,-2,18) because it's out of bounds.
Connected (1,-1,18) -> (1,-1,19)
Connected (1,-1,18) -> (1,-1,17)
====================
1,-1,19 (1,-1,19)
Connected (1,-1,19) -> (2,-1,19)
Connected (1,-1,19) -> (0,-1,19)
Connected (1,-1,19) -> (1,0,19)
Ignored (1,-2,19) because it's out of bounds.
Connected (1,-1,19) -> (1,-1,20)
Connected (1,-1,19) -> (1,-1,18)
====================
1,-1,20 (1,-1,20)
Connected (1,-1,20) -> (2,-1,20)
Connected (1,-1,20) -> (0,-1,20)
Connected (1,-1,20) -> (1,0,20)
Ignored (1,-2,20) because it's out of bounds.
Ignored (1,-1,21) because it's out of bounds.
Connected (1,-1,20) -> (1,-1,19)
====================
1,0,-1 (1,0,-1)
Connected (1,0,-1) -> (2,0,-1)
Connected (1,0,-1) -> (0,0,-1)
Connected (1,0,-1) -> (1,1,-1)
Connected (1,0,-1) -> (1,-1,-1)
Connected (1,0,-1) -> (1,0,0)
Ignored (1,0,-2) because it's out of bounds.
====================
1,0,0 (1,0,0)
Connected (1,0,0) -> (2,0,0)
Connected (1,0,0) -> (0,0,0)
Connected (1,0,0) -> (1,1,0)
Connected (1,0,0) -> (1,-1,0)
Connected (1,0,0) -> (1,0,1)
Connected (1,0,0) -> (1,0,-1)
====================
1,0,1 (1,0,1)
Connected (1,0,1) -> (2,0,1)
Connected (1,0,1) -> (0,0,1)
Connected (1,0,1) -> (1,1,1)
Connected (1,0,1) -> (1,-1,1)
Connected (1,0,1) -> (1,0,2)
Connected (1,0,1) -> (1,0,0)
====================
1,0,2 (1,0,2)
Connected (1,0,2) -> (2,0,2)
Connected (1,0,2) -> (0,0,2)
Connected (1,0,2) -> (1,1,2)
Connected (1,0,2) -> (1,-1,2)
Connected (1,0,2) -> (1,0,3)
Connected (1,0,2) -> (1,0,1)
====================
1,0,3 (1,0,3)
Connected (1,0,3) -> (2,0,3)
Connected (1,0,3) -> (0,0,3)
Connected (1,0,3) -> (1,1,3)
Connected (1,0,3) -> (1,-1,3)
Connected (1,0,3) -> (1,0,4)
Connected (1,0,3) -> (1,0,2)
====================
1,0,4 (1,0,4)
Connected (1,0,4) -> (2,0,4)
Connected (1,0,4) -> (0,0,4)
Connected (1,0,4) -> (1,1,4)
Connected (1,0,4) -> (1,-1,4)
Connected (1,0,4) -> (1,0,5)
Connected (1,0,4) -> (1,0,3)
====================
1,0,5 (1,0,5)
Connected (1,0,5) -> (2,0,5)
Connected (1,0,5) -> (0,0,5)
Connected (1,0,5) -> (1,1,5)
Connected (1,0,5) -> (1,-1,5)
Connected (1,0,5) -> (1,0,6)
Connected (1,0,5) -> (1,0,4)
====================
1,0,6 (1,0,6)
Connected (1,0,6) -> (2,0,6)
Connected (1,0,6) -> (0,0,6)
Connected (1,0,6) -> (1,1,6)
Connected (1,0,6) -> (1,-1,6)
Connected (1,0,6) -> (1,0,7)
Connected (1,0,6) -> (1,0,5)
====================
1,0,7 (1,0,7)
Connected (1,0,7) -> (2,0,7)
Connected (1,0,7) -> (0,0,7)
Connected (1,0,7) -> (1,1,7)
Connected (1,0,7) -> (1,-1,7)
Connected (1,0,7) -> (1,0,8)
Connected (1,0,7) -> (1,0,6)
====================
1,0,8 (1,0,8)
Connected (1,0,8) -> (2,0,8)
Connected (1,0,8) -> (0,0,8)
Connected (1,0,8) -> (1,1,8)
Connected (1,0,8) -> (1,-1,8)
Connected (1,0,8) -> (1,0,9)
Connected (1,0,8) -> (1,0,7)
====================
1,0,9 (1,0,9)
Connected (1,0,9) -> (2,0,9)
Connected (1,0,9) -> (0,0,9)
Connected (1,0,9) -> (1,1,9)
Connected (1,0,9) -> (1,-1,9)
Connected (1,0,9) -> (1,0,10)
Connected (1,0,9) -> (1,0,8)
====================
1,0,10 (1,0,10)
Connected (1,0,10) -> (2,0,10)
Connected (1,0,10) -> (0,0,10)
Connected (1,0,10) -> (1,1,10)
Connected (1,0,10) -> (1,-1,10)
Connected (1,0,10) -> (1,0,11)
Connected (1,0,10) -> (1,0,9)
====================
1,0,11 (1,0,11)
Connected (1,0,11) -> (2,0,11)
Connected (1,0,11) -> (0,0,11)
Connected (1,0,11) -> (1,1,11)
Connected (1,0,11) -> (1,-1,11)
Connected (1,0,11) -> (1,0,12)
Connected (1,0,11) -> (1,0,10)
====================
1,0,12 (1,0,12)
Connected (1,0,12) -> (2,0,12)
Connected (1,0,12) -> (0,0,12)
Connected (1,0,12) -> (1,1,12)
Connected (1,0,12) -> (1,-1,12)
Connected (1,0,12) -> (1,0,13)
Connected (1,0,12) -> (1,0,11)
====================
1,0,13 (1,0,13)
Connected (1,0,13) -> (2,0,13)
Connected (1,0,13) -> (0,0,13)
Connected (1,0,13) -> (1,1,13)
Connected (1,0,13) -> (1,-1,13)
Connected (1,0,13) -> (1,0,14)
Connected (1,0,13) -> (1,0,12)
====================
1,0,14 (1,0,14)
Connected (1,0,14) -> (2,0,14)
Connected (1,0,14) -> (0,0,14)
Connected (1,0,14) -> (1,1,14)
Connected (1,0,14) -> (1,-1,14)
Connected (1,0,14) -> (1,0,15)
Connected (1,0,14) -> (1,0,13)
====================
1,0,15 (1,0,15)
Connected (1,0,15) -> (2,0,15)
Connected (1,0,15) -> (0,0,15)
Connected (1,0,15) -> (1,1,15)
Connected (1,0,15) -> (1,-1,15)
Connected (1,0,15) -> (1,0,16)
Connected (1,0,15) -> (1,0,14)
====================
1,0,16 (1,0,16)
Connected (1,0,16) -> (2,0,16)
Connected (1,0,16) -> (0,0,16)
Connected (1,0,16) -> (1,1,16)
Connected (1,0,16) -> (1,-1,16)
Connected (1,0,16) -> (1,0,17)
Connected (1,0,16) -> (1,0,15)
====================
1,0,17 (1,0,17)
Connected (1,0,17) -> (2,0,17)
Connected (1,0,17) -> (0,0,17)
Connected (1,0,17) -> (1,1,17)
Connected (1,0,17) -> (1,-1,17)
Connected (1,0,17) -> (1,0,18)
Connected (1,0,17) -> (1,0,16)
====================
1,0,18 (1,0,18)
Connected (1,0,18) -> (2,0,18)
Connected (1,0,18) -> (0,0,18)
Connected (1,0,18) -> (1,1,18)
Connected (1,0,18) -> (1,-1,18)
Connected (1,0,18) -> (1,0,19)
Connected (1,0,18) -> (1,0,17)
====================
1,0,19 (1,0,19)
Connected (1,0,19) -> (2,0,19)
Connected (1,0,19) -> (0,0,19)
Connected (1,0,19) -> (1,1,19)
Connected (1,0,19) -> (1,-1,19)
Connected (1,0,19) -> (1,0,20)
Connected (1,0,19) -> (1,0,18)
====================
1,0,20 (1,0,20)
Connected (1,0,20) -> (2,0,20)
Connected (1,0,20) -> (0,0,20)
Connected (1,0,20) -> (1,1,20)
Connected (1,0,20) -> (1,-1,20)
Ignored (1,0,21) because it's out of bounds.
Connected (1,0,20) -> (1,0,19)
====================
1,1,-1 (1,1,-1)
Connected (1,1,-1) -> (2,1,-1)
Connected (1,1,-1) -> (0,1,-1)
Connected (1,1,-1) -> (1,2,-1)
Connected (1,1,-1) -> (1,0,-1)
Connected (1,1,-1) -> (1,1,0)
Ignored (1,1,-2) because it's out of bounds.
====================
1,1,0 (1,1,0)
Connected (1,1,0) -> (2,1,0)
Connected (1,1,0) -> (0,1,0)
Connected (1,1,0) -> (1,2,0)
Connected (1,1,0) -> (1,0,0)
Connected (1,1,0) -> (1,1,1)
Connected (1,1,0) -> (1,1,-1)
====================
1,1,1 (1,1,1)
Connected (1,1,1) -> (2,1,1)
Connected (1,1,1) -> (0,1,1)
Connected (1,1,1) -> (1,2,1)
Connected (1,1,1) -> (1,0,1)
Connected (1,1,1) -> (1,1,2)
Connected (1,1,1) -> (1,1,0)
====================
1,1,2 (1,1,2)
Connected (1,1,2) -> (2,1,2)
Connected (1,1,2) -> (0,1,2)
Connected (1,1,2) -> (1,2,2)
Connected (1,1,2) -> (1,0,2)
Connected (1,1,2) -> (1,1,3)
Connected (1,1,2) -> (1,1,1)
====================
1,1,3 (1,1,3)
Connected (1,1,3) -> (2,1,3)
Connected (1,1,3) -> (0,1,3)
Connected (1,1,3) -> (1,2,3)
Connected (1,1,3) -> (1,0,3)
Connected (1,1,3) -> (1,1,4)
Connected (1,1,3) -> (1,1,2)
====================
1,1,4 (1,1,4)
Connected (1,1,4) -> (2,1,4)
Connected (1,1,4) -> (0,1,4)
Connected (1,1,4) -> (1,2,4)
Connected (1,1,4) -> (1,0,4)
Connected (1,1,4) -> (1,1,5)
Connected (1,1,4) -> (1,1,3)
====================
1,1,5 (1,1,5)
Connected (1,1,5) -> (2,1,5)
Connected (1,1,5) -> (0,1,5)
Connected (1,1,5) -> (1,2,5)
Connected (1,1,5) -> (1,0,5)
Connected (1,1,5) -> (1,1,6)
Connected (1,1,5) -> (1,1,4)
====================
1,1,6 (1,1,6)
Connected (1,1,6) -> (2,1,6)
Connected (1,1,6) -> (0,1,6)
Connected (1,1,6) -> (1,2,6)
Connected (1,1,6) -> (1,0,6)
Connected (1,1,6) -> (1,1,7)
Connected (1,1,6) -> (1,1,5)
====================
1,1,7 (1,1,7)
Connected (1,1,7) -> (2,1,7)
Connected (1,1,7) -> (0,1,7)
Connected (1,1,7) -> (1,2,7)
Connected (1,1,7) -> (1,0,7)
Connected (1,1,7) -> (1,1,8)
Connected (1,1,7) -> (1,1,6)
====================
1,1,8 (1,1,8)
Connected (1,1,8) -> (2,1,8)
Connected (1,1,8) -> (0,1,8)
Connected (1,1,8) -> (1,2,8)
Connected (1,1,8) -> (1,0,8)
Connected (1,1,8) -> (1,1,9)
Connected (1,1,8) -> (1,1,7)
====================
1,1,9 (1,1,9)
Connected (1,1,9) -> (2,1,9)
Connected (1,1,9) -> (0,1,9)
Connected (1,1,9) -> (1,2,9)
Connected (1,1,9) -> (1,0,9)
Connected (1,1,9) -> (1,1,10)
Connected (1,1,9) -> (1,1,8)
====================
1,1,10 (1,1,10)
Connected (1,1,10) -> (2,1,10)
Connected (1,1,10) -> (0,1,10)
Connected (1,1,10) -> (1,2,10)
Connected (1,1,10) -> (1,0,10)
Connected (1,1,10) -> (1,1,11)
Connected (1,1,10) -> (1,1,9)
====================
1,1,11 (1,1,11)
Connected (1,1,11) -> (2,1,11)
Connected (1,1,11) -> (0,1,11)
Connected (1,1,11) -> (1,2,11)
Connected (1,1,11) -> (1,0,11)
Connected (1,1,11) -> (1,1,12)
Connected (1,1,11) -> (1,1,10)
====================
1,1,12 (1,1,12)
Connected (1,1,12) -> (2,1,12)
Connected (1,1,12) -> (0,1,12)
Connected (1,1,12) -> (1,2,12)
Connected (1,1,12) -> (1,0,12)
Connected (1,1,12) -> (1,1,13)
Connected (1,1,12) -> (1,1,11)
====================
1,1,13 (1,1,13)
Connected (1,1,13) -> (2,1,13)
Connected (1,1,13) -> (0,1,13)
Connected (1,1,13) -> (1,2,13)
Connected (1,1,13) -> (1,0,13)
Connected (1,1,13) -> (1,1,14)
Connected (1,1,13) -> (1,1,12)
====================
1,1,14 (1,1,14)
Connected (1,1,14) -> (2,1,14)
Connected (1,1,14) -> (0,1,14)
Connected (1,1,14) -> (1,2,14)
Connected (1,1,14) -> (1,0,14)
Connected (1,1,14) -> (1,1,15)
Connected (1,1,14) -> (1,1,13)
====================
1,1,15 (1,1,15)
Connected (1,1,15) -> (2,1,15)
Connected (1,1,15) -> (0,1,15)
Connected (1,1,15) -> (1,2,15)
Connected (1,1,15) -> (1,0,15)
Connected (1,1,15) -> (1,1,16)
Connected (1,1,15) -> (1,1,14)
====================
1,1,16 (1,1,16)
Connected (1,1,16) -> (2,1,16)
Connected (1,1,16) -> (0,1,16)
Connected (1,1,16) -> (1,2,16)
Connected (1,1,16) -> (1,0,16)
Connected (1,1,16) -> (1,1,17)
Connected (1,1,16) -> (1,1,15)
====================
1,1,17 (1,1,17)
Connected (1,1,17) -> (2,1,17)
Connected (1,1,17) -> (0,1,17)
Connected (1,1,17) -> (1,2,17)
Connected (1,1,17) -> (1,0,17)
Connected (1,1,17) -> (1,1,18)
Connected (1,1,17) -> (1,1,16)
====================
1,1,18 (1,1,18)
Connected (1,1,18) -> (2,1,18)
Connected (1,1,18) -> (0,1,18)
Connected (1,1,18) -> (1,2,18)
Connected (1,1,18) -> (1,0,18)
Connected (1,1,18) -> (1,1,19)
Connected (1,1,18) -> (1,1,17)
====================
1,1,19 (1,1,19)
Connected (1,1,19) -> (2,1,19)
Connected (1,1,19) -> (0,1,19)
Connected (1,1,19) -> (1,2,19)
Connected (1,1,19) -> (1,0,19)
Connected (1,1,19) -> (1,1,20)
Connected (1,1,19) -> (1,1,18)
====================
1,1,20 (1,1,20)
Connected (1,1,20) -> (2,1,20)
Connected (1,1,20) -> (0,1,20)
Connected (1,1,20) -> (1,2,20)
Connected (1,1,20) -> (1,0,20)
Ignored (1,1,21) because it's out of bounds.
Connected (1,1,20) -> (1,1,19)
====================
1,2,-1 (1,2,-1)
Connected (1,2,-1) -> (2,2,-1)
Connected (1,2,-1) -> (0,2,-1)
Connected (1,2,-1) -> (1,3,-1)
Connected (1,2,-1) -> (1,1,-1)
Connected (1,2,-1) -> (1,2,0)
Ignored (1,2,-2) because it's out of bounds.
====================
1,2,0 (1,2,0)
Connected (1,2,0) -> (2,2,0)
Connected (1,2,0) -> (0,2,0)
Connected (1,2,0) -> (1,3,0)
Connected (1,2,0) -> (1,1,0)
Connected (1,2,0) -> (1,2,1)
Connected (1,2,0) -> (1,2,-1)
====================
1,2,1 (1,2,1)
Connected (1,2,1) -> (2,2,1)
Connected (1,2,1) -> (0,2,1)
Connected (1,2,1) -> (1,3,1)
Connected (1,2,1) -> (1,1,1)
Connected (1,2,1) -> (1,2,2)
Connected (1,2,1) -> (1,2,0)
====================
1,2,2 (1,2,2)
Connected (1,2,2) -> (2,2,2)
Connected (1,2,2) -> (0,2,2)
Connected (1,2,2) -> (1,3,2)
Connected (1,2,2) -> (1,1,2)
Connected (1,2,2) -> (1,2,3)
Connected (1,2,2) -> (1,2,1)
====================
1,2,3 (1,2,3)
Connected (1,2,3) -> (2,2,3)
Connected (1,2,3) -> (0,2,3)
Connected (1,2,3) -> (1,3,3)
Connected (1,2,3) -> (1,1,3)
Connected (1,2,3) -> (1,2,4)
Connected (1,2,3) -> (1,2,2)
====================
1,2,4 (1,2,4)
Connected (1,2,4) -> (2,2,4)
Connected (1,2,4) -> (0,2,4)
Connected (1,2,4) -> (1,3,4)
Connected (1,2,4) -> (1,1,4)
Connected (1,2,4) -> (1,2,5)
Connected (1,2,4) -> (1,2,3)
====================
1,2,5 (1,2,5)
Connected (1,2,5) -> (2,2,5)
Connected (1,2,5) -> (0,2,5)
Connected (1,2,5) -> (1,3,5)
Connected (1,2,5) -> (1,1,5)
Connected (1,2,5) -> (1,2,6)
Connected (1,2,5) -> (1,2,4)
====================
1,2,6 (1,2,6)
Connected (1,2,6) -> (2,2,6)
Connected (1,2,6) -> (0,2,6)
Connected (1,2,6) -> (1,3,6)
Connected (1,2,6) -> (1,1,6)
Connected (1,2,6) -> (1,2,7)
Connected (1,2,6) -> (1,2,5)
====================
1,2,7 (1,2,7)
Connected (1,2,7) -> (2,2,7)
Connected (1,2,7) -> (0,2,7)
Connected (1,2,7) -> (1,3,7)
Connected (1,2,7) -> (1,1,7)
Connected (1,2,7) -> (1,2,8)
Connected (1,2,7) -> (1,2,6)
====================
1,2,8 (1,2,8)
Connected (1,2,8) -> (2,2,8)
Connected (1,2,8) -> (0,2,8)
Connected (1,2,8) -> (1,3,8)
Connected (1,2,8) -> (1,1,8)
Connected (1,2,8) -> (1,2,9)
Connected (1,2,8) -> (1,2,7)
====================
1,2,9 (1,2,9)
Connected (1,2,9) -> (2,2,9)
Connected (1,2,9) -> (0,2,9)
Connected (1,2,9) -> (1,3,9)
Connected (1,2,9) -> (1,1,9)
Connected (1,2,9) -> (1,2,10)
Connected (1,2,9) -> (1,2,8)
====================
1,2,10 (1,2,10)
Connected (1,2,10) -> (2,2,10)
Connected (1,2,10) -> (0,2,10)
Connected (1,2,10) -> (1,3,10)
Connected (1,2,10) -> (1,1,10)
Connected (1,2,10) -> (1,2,11)
Connected (1,2,10) -> (1,2,9)
====================
1,2,11 (1,2,11)
Connected (1,2,11) -> (2,2,11)
Connected (1,2,11) -> (0,2,11)
Connected (1,2,11) -> (1,3,11)
Connected (1,2,11) -> (1,1,11)
Connected (1,2,11) -> (1,2,12)
Connected (1,2,11) -> (1,2,10)
====================
1,2,12 (1,2,12)
Connected (1,2,12) -> (2,2,12)
Connected (1,2,12) -> (0,2,12)
Connected (1,2,12) -> (1,3,12)
Connected (1,2,12) -> (1,1,12)
Connected (1,2,12) -> (1,2,13)
Connected (1,2,12) -> (1,2,11)
====================
1,2,13 (1,2,13)
Connected (1,2,13) -> (2,2,13)
Connected (1,2,13) -> (0,2,13)
Connected (1,2,13) -> (1,3,13)
Connected (1,2,13) -> (1,1,13)
Connected (1,2,13) -> (1,2,14)
Connected (1,2,13) -> (1,2,12)
====================
1,2,14 (1,2,14)
Connected (1,2,14) -> (2,2,14)
Connected (1,2,14) -> (0,2,14)
Connected (1,2,14) -> (1,3,14)
Connected (1,2,14) -> (1,1,14)
Connected (1,2,14) -> (1,2,15)
Connected (1,2,14) -> (1,2,13)
====================
1,2,15 (1,2,15)
Connected (1,2,15) -> (2,2,15)
Connected (1,2,15) -> (0,2,15)
Connected (1,2,15) -> (1,3,15)
Connected (1,2,15) -> (1,1,15)
Connected (1,2,15) -> (1,2,16)
Connected (1,2,15) -> (1,2,14)
====================
1,2,16 (1,2,16)
Connected (1,2,16) -> (2,2,16)
Connected (1,2,16) -> (0,2,16)
Connected (1,2,16) -> (1,3,16)
Connected (1,2,16) -> (1,1,16)
Connected (1,2,16) -> (1,2,17)
Connected (1,2,16) -> (1,2,15)
====================
1,2,17 (1,2,17)
Connected (1,2,17) -> (2,2,17)
Connected (1,2,17) -> (0,2,17)
Connected (1,2,17) -> (1,3,17)
Connected (1,2,17) -> (1,1,17)
Connected (1,2,17) -> (1,2,18)
Connected (1,2,17) -> (1,2,16)
====================
1,2,18 (1,2,18)
Connected (1,2,18) -> (2,2,18)
Connected (1,2,18) -> (0,2,18)
Connected (1,2,18) -> (1,3,18)
Connected (1,2,18) -> (1,1,18)
Connected (1,2,18) -> (1,2,19)
Connected (1,2,18) -> (1,2,17)
====================
1,2,19 (1,2,19)
Connected (1,2,19) -> (2,2,19)
Connected (1,2,19) -> (0,2,19)
Connected (1,2,19) -> (1,3,19)
Connected (1,2,19) -> (1,1,19)
Connected (1,2,19) -> (1,2,20)
Connected (1,2,19) -> (1,2,18)
====================
1,2,20 (1,2,20)
Connected (1,2,20) -> (2,2,20)
Connected (1,2,20) -> (0,2,20)
Connected (1,2,20) -> (1,3,20)
Connected (1,2,20) -> (1,1,20)
Ignored (1,2,21) because it's out of bounds.
Connected (1,2,20) -> (1,2,19)
====================
1,3,-1 (1,3,-1)
Connected (1,3,-1) -> (2,3,-1)
Connected (1,3,-1) -> (0,3,-1)
Connected (1,3,-1) -> (1,4,-1)
Connected (1,3,-1) -> (1,2,-1)
Connected (1,3,-1) -> (1,3,0)
Ignored (1,3,-2) because it's out of bounds.
====================
1,3,0 (1,3,0)
Connected (1,3,0) -> (2,3,0)
Connected (1,3,0) -> (0,3,0)
Connected (1,3,0) -> (1,4,0)
Connected (1,3,0) -> (1,2,0)
Connected (1,3,0) -> (1,3,1)
Connected (1,3,0) -> (1,3,-1)
====================
1,3,1 (1,3,1)
Connected (1,3,1) -> (2,3,1)
Connected (1,3,1) -> (0,3,1)
Connected (1,3,1) -> (1,4,1)
Connected (1,3,1) -> (1,2,1)
Connected (1,3,1) -> (1,3,2)
Connected (1,3,1) -> (1,3,0)
====================
1,3,2 (1,3,2)
Connected (1,3,2) -> (2,3,2)
Connected (1,3,2) -> (0,3,2)
Connected (1,3,2) -> (1,4,2)
Connected (1,3,2) -> (1,2,2)
Connected (1,3,2) -> (1,3,3)
Connected (1,3,2) -> (1,3,1)
====================
1,3,3 (1,3,3)
Connected (1,3,3) -> (2,3,3)
Connected (1,3,3) -> (0,3,3)
Connected (1,3,3) -> (1,4,3)
Connected (1,3,3) -> (1,2,3)
Connected (1,3,3) -> (1,3,4)
Connected (1,3,3) -> (1,3,2)
====================
1,3,4 (1,3,4)
Connected (1,3,4) -> (2,3,4)
Connected (1,3,4) -> (0,3,4)
Connected (1,3,4) -> (1,4,4)
Connected (1,3,4) -> (1,2,4)
Connected (1,3,4) -> (1,3,5)
Connected (1,3,4) -> (1,3,3)
====================
1,3,5 (1,3,5)
Connected (1,3,5) -> (2,3,5)
Connected (1,3,5) -> (0,3,5)
Connected (1,3,5) -> (1,4,5)
Connected (1,3,5) -> (1,2,5)
Connected (1,3,5) -> (1,3,6)
Connected (1,3,5) -> (1,3,4)
====================
1,3,6 (1,3,6)
Connected (1,3,6) -> (2,3,6)
Connected (1,3,6) -> (0,3,6)
Connected (1,3,6) -> (1,4,6)
Connected (1,3,6) -> (1,2,6)
Connected (1,3,6) -> (1,3,7)
Connected (1,3,6) -> (1,3,5)
====================
1,3,7 (1,3,7)
Connected (1,3,7) -> (2,3,7)
Connected (1,3,7) -> (0,3,7)
Connected (1,3,7) -> (1,4,7)
Connected (1,3,7) -> (1,2,7)
Connected (1,3,7) -> (1,3,8)
Connected (1,3,7) -> (1,3,6)
====================
1,3,8 (1,3,8)
Ignored (2,3,8) because a block exists there.
Connected (1,3,8) -> (0,3,8)
Connected (1,3,8) -> (1,4,8)
Connected (1,3,8) -> (1,2,8)
Connected (1,3,8) -> (1,3,9)
Connected (1,3,8) -> (1,3,7)
====================
1,3,9 (1,3,9)
Connected (1,3,9) -> (2,3,9)
Connected (1,3,9) -> (0,3,9)
Connected (1,3,9) -> (1,4,9)
Connected (1,3,9) -> (1,2,9)
Connected (1,3,9) -> (1,3,10)
Connected (1,3,9) -> (1,3,8)
====================
1,3,10 (1,3,10)
Connected (1,3,10) -> (2,3,10)
Connected (1,3,10) -> (0,3,10)
Connected (1,3,10) -> (1,4,10)
Connected (1,3,10) -> (1,2,10)
Connected (1,3,10) -> (1,3,11)
Connected (1,3,10) -> (1,3,9)
====================
1,3,11 (1,3,11)
Connected (1,3,11) -> (2,3,11)
Connected (1,3,11) -> (0,3,11)
Connected (1,3,11) -> (1,4,11)
Connected (1,3,11) -> (1,2,11)
Connected (1,3,11) -> (1,3,12)
Connected (1,3,11) -> (1,3,10)
====================
1,3,12 (1,3,12)
Connected (1,3,12) -> (2,3,12)
Connected (1,3,12) -> (0,3,12)
Connected (1,3,12) -> (1,4,12)
Connected (1,3,12) -> (1,2,12)
Connected (1,3,12) -> (1,3,13)
Connected (1,3,12) -> (1,3,11)
====================
1,3,13 (1,3,13)
Connected (1,3,13) -> (2,3,13)
Connected (1,3,13) -> (0,3,13)
Connected (1,3,13) -> (1,4,13)
Connected (1,3,13) -> (1,2,13)
Connected (1,3,13) -> (1,3,14)
Connected (1,3,13) -> (1,3,12)
====================
1,3,14 (1,3,14)
Connected (1,3,14) -> (2,3,14)
Connected (1,3,14) -> (0,3,14)
Connected (1,3,14) -> (1,4,14)
Connected (1,3,14) -> (1,2,14)
Connected (1,3,14) -> (1,3,15)
Connected (1,3,14) -> (1,3,13)
====================
1,3,15 (1,3,15)
Connected (1,3,15) -> (2,3,15)
Connected (1,3,15) -> (0,3,15)
Connected (1,3,15) -> (1,4,15)
Connected (1,3,15) -> (1,2,15)
Connected (1,3,15) -> (1,3,16)
Connected (1,3,15) -> (1,3,14)
====================
1,3,16 (1,3,16)
Connected (1,3,16) -> (2,3,16)
Connected (1,3,16) -> (0,3,16)
Connected (1,3,16) -> (1,4,16)
Connected (1,3,16) -> (1,2,16)
Connected (1,3,16) -> (1,3,17)
Connected (1,3,16) -> (1,3,15)
====================
1,3,17 (1,3,17)
Connected (1,3,17) -> (2,3,17)
Connected (1,3,17) -> (0,3,17)
Connected (1,3,17) -> (1,4,17)
Connected (1,3,17) -> (1,2,17)
Connected (1,3,17) -> (1,3,18)
Connected (1,3,17) -> (1,3,16)
====================
1,3,18 (1,3,18)
Connected (1,3,18) -> (2,3,18)
Connected (1,3,18) -> (0,3,18)
Connected (1,3,18) -> (1,4,18)
Connected (1,3,18) -> (1,2,18)
Connected (1,3,18) -> (1,3,19)
Connected (1,3,18) -> (1,3,17)
====================
1,3,19 (1,3,19)
Connected (1,3,19) -> (2,3,19)
Connected (1,3,19) -> (0,3,19)
Connected (1,3,19) -> (1,4,19)
Connected (1,3,19) -> (1,2,19)
Connected (1,3,19) -> (1,3,20)
Connected (1,3,19) -> (1,3,18)
====================
1,3,20 (1,3,20)
Connected (1,3,20) -> (2,3,20)
Connected (1,3,20) -> (0,3,20)
Connected (1,3,20) -> (1,4,20)
Connected (1,3,20) -> (1,2,20)
Ignored (1,3,21) because it's out of bounds.
Connected (1,3,20) -> (1,3,19)
====================
1,4,-1 (1,4,-1)
Connected (1,4,-1) -> (2,4,-1)
Connected (1,4,-1) -> (0,4,-1)
Connected (1,4,-1) -> (1,5,-1)
Connected (1,4,-1) -> (1,3,-1)
Connected (1,4,-1) -> (1,4,0)
Ignored (1,4,-2) because it's out of bounds.
====================
1,4,0 (1,4,0)
Connected (1,4,0) -> (2,4,0)
Connected (1,4,0) -> (0,4,0)
Connected (1,4,0) -> (1,5,0)
Connected (1,4,0) -> (1,3,0)
Connected (1,4,0) -> (1,4,1)
Connected (1,4,0) -> (1,4,-1)
====================
1,4,1 (1,4,1)
Connected (1,4,1) -> (2,4,1)
Connected (1,4,1) -> (0,4,1)
Connected (1,4,1) -> (1,5,1)
Connected (1,4,1) -> (1,3,1)
Connected (1,4,1) -> (1,4,2)
Connected (1,4,1) -> (1,4,0)
====================
1,4,2 (1,4,2)
Connected (1,4,2) -> (2,4,2)
Connected (1,4,2) -> (0,4,2)
Connected (1,4,2) -> (1,5,2)
Connected (1,4,2) -> (1,3,2)
Connected (1,4,2) -> (1,4,3)
Connected (1,4,2) -> (1,4,1)
====================
1,4,3 (1,4,3)
Connected (1,4,3) -> (2,4,3)
Connected (1,4,3) -> (0,4,3)
Connected (1,4,3) -> (1,5,3)
Connected (1,4,3) -> (1,3,3)
Connected (1,4,3) -> (1,4,4)
Connected (1,4,3) -> (1,4,2)
====================
1,4,4 (1,4,4)
Connected (1,4,4) -> (2,4,4)
Connected (1,4,4) -> (0,4,4)
Connected (1,4,4) -> (1,5,4)
Connected (1,4,4) -> (1,3,4)
Connected (1,4,4) -> (1,4,5)
Connected (1,4,4) -> (1,4,3)
====================
1,4,5 (1,4,5)
Connected (1,4,5) -> (2,4,5)
Connected (1,4,5) -> (0,4,5)
Connected (1,4,5) -> (1,5,5)
Connected (1,4,5) -> (1,3,5)
Connected (1,4,5) -> (1,4,6)
Connected (1,4,5) -> (1,4,4)
====================
1,4,6 (1,4,6)
Connected (1,4,6) -> (2,4,6)
Connected (1,4,6) -> (0,4,6)
Connected (1,4,6) -> (1,5,6)
Connected (1,4,6) -> (1,3,6)
Connected (1,4,6) -> (1,4,7)
Connected (1,4,6) -> (1,4,5)
====================
1,4,7 (1,4,7)
Connected (1,4,7) -> (2,4,7)
Connected (1,4,7) -> (0,4,7)
Connected (1,4,7) -> (1,5,7)
Connected (1,4,7) -> (1,3,7)
Connected (1,4,7) -> (1,4,8)
Connected (1,4,7) -> (1,4,6)
====================
1,4,8 (1,4,8)
Connected (1,4,8) -> (2,4,8)
Connected (1,4,8) -> (0,4,8)
Connected (1,4,8) -> (1,5,8)
Connected (1,4,8) -> (1,3,8)
Connected (1,4,8) -> (1,4,9)
Connected (1,4,8) -> (1,4,7)
====================
1,4,9 (1,4,9)
Connected (1,4,9) -> (2,4,9)
Connected (1,4,9) -> (0,4,9)
Connected (1,4,9) -> (1,5,9)
Connected (1,4,9) -> (1,3,9)
Connected (1,4,9) -> (1,4,10)
Connected (1,4,9) -> (1,4,8)
====================
1,4,10 (1,4,10)
Ignored (2,4,10) because a block exists there.
Connected (1,4,10) -> (0,4,10)
Connected (1,4,10) -> (1,5,10)
Connected (1,4,10) -> (1,3,10)
Connected (1,4,10) -> (1,4,11)
Connected (1,4,10) -> (1,4,9)
====================
1,4,11 (1,4,11)
Connected (1,4,11) -> (2,4,11)
Connected (1,4,11) -> (0,4,11)
Connected (1,4,11) -> (1,5,11)
Connected (1,4,11) -> (1,3,11)
Connected (1,4,11) -> (1,4,12)
Connected (1,4,11) -> (1,4,10)
====================
1,4,12 (1,4,12)
Connected (1,4,12) -> (2,4,12)
Connected (1,4,12) -> (0,4,12)
Connected (1,4,12) -> (1,5,12)
Connected (1,4,12) -> (1,3,12)
Connected (1,4,12) -> (1,4,13)
Connected (1,4,12) -> (1,4,11)
====================
1,4,13 (1,4,13)
Connected (1,4,13) -> (2,4,13)
Connected (1,4,13) -> (0,4,13)
Connected (1,4,13) -> (1,5,13)
Connected (1,4,13) -> (1,3,13)
Connected (1,4,13) -> (1,4,14)
Connected (1,4,13) -> (1,4,12)
====================
1,4,14 (1,4,14)
Connected (1,4,14) -> (2,4,14)
Connected (1,4,14) -> (0,4,14)
Connected (1,4,14) -> (1,5,14)
Connected (1,4,14) -> (1,3,14)
Connected (1,4,14) -> (1,4,15)
Connected (1,4,14) -> (1,4,13)
====================
1,4,15 (1,4,15)
Connected (1,4,15) -> (2,4,15)
Connected (1,4,15) -> (0,4,15)
Connected (1,4,15) -> (1,5,15)
Connected (1,4,15) -> (1,3,15)
Connected (1,4,15) -> (1,4,16)
Connected (1,4,15) -> (1,4,14)
====================
1,4,16 (1,4,16)
Connected (1,4,16) -> (2,4,16)
Connected (1,4,16) -> (0,4,16)
Connected (1,4,16) -> (1,5,16)
Connected (1,4,16) -> (1,3,16)
Connected (1,4,16) -> (1,4,17)
Connected (1,4,16) -> (1,4,15)
====================
1,4,17 (1,4,17)
Connected (1,4,17) -> (2,4,17)
Connected (1,4,17) -> (0,4,17)
Connected (1,4,17) -> (1,5,17)
Connected (1,4,17) -> (1,3,17)
Connected (1,4,17) -> (1,4,18)
Connected (1,4,17) -> (1,4,16)
====================
1,4,18 (1,4,18)
Connected (1,4,18) -> (2,4,18)
Connected (1,4,18) -> (0,4,18)
Connected (1,4,18) -> (1,5,18)
Connected (1,4,18) -> (1,3,18)
Connected (1,4,18) -> (1,4,19)
Connected (1,4,18) -> (1,4,17)
====================
1,4,19 (1,4,19)
Connected (1,4,19) -> (2,4,19)
Connected (1,4,19) -> (0,4,19)
Connected (1,4,19) -> (1,5,19)
Connected (1,4,19) -> (1,3,19)
Connected (1,4,19) -> (1,4,20)
Connected (1,4,19) -> (1,4,18)
====================
1,4,20 (1,4,20)
Connected (1,4,20) -> (2,4,20)
Connected (1,4,20) -> (0,4,20)
Connected (1,4,20) -> (1,5,20)
Connected (1,4,20) -> (1,3,20)
Ignored (1,4,21) because it's out of bounds.
Connected (1,4,20) -> (1,4,19)
====================
1,5,-1 (1,5,-1)
Connected (1,5,-1) -> (2,5,-1)
Connected (1,5,-1) -> (0,5,-1)
Connected (1,5,-1) -> (1,6,-1)
Connected (1,5,-1) -> (1,4,-1)
Connected (1,5,-1) -> (1,5,0)
Ignored (1,5,-2) because it's out of bounds.
====================
1,5,0 (1,5,0)
Connected (1,5,0) -> (2,5,0)
Connected (1,5,0) -> (0,5,0)
Connected (1,5,0) -> (1,6,0)
Connected (1,5,0) -> (1,4,0)
Connected (1,5,0) -> (1,5,1)
Connected (1,5,0) -> (1,5,-1)
====================
1,5,1 (1,5,1)
Connected (1,5,1) -> (2,5,1)
Connected (1,5,1) -> (0,5,1)
Connected (1,5,1) -> (1,6,1)
Connected (1,5,1) -> (1,4,1)
Connected (1,5,1) -> (1,5,2)
Connected (1,5,1) -> (1,5,0)
====================
1,5,2 (1,5,2)
Connected (1,5,2) -> (2,5,2)
Connected (1,5,2) -> (0,5,2)
Connected (1,5,2) -> (1,6,2)
Connected (1,5,2) -> (1,4,2)
Connected (1,5,2) -> (1,5,3)
Connected (1,5,2) -> (1,5,1)
====================
1,5,3 (1,5,3)
Connected (1,5,3) -> (2,5,3)
Connected (1,5,3) -> (0,5,3)
Connected (1,5,3) -> (1,6,3)
Connected (1,5,3) -> (1,4,3)
Connected (1,5,3) -> (1,5,4)
Connected (1,5,3) -> (1,5,2)
====================
1,5,4 (1,5,4)
Connected (1,5,4) -> (2,5,4)
Connected (1,5,4) -> (0,5,4)
Connected (1,5,4) -> (1,6,4)
Connected (1,5,4) -> (1,4,4)
Connected (1,5,4) -> (1,5,5)
Connected (1,5,4) -> (1,5,3)
====================
1,5,5 (1,5,5)
Connected (1,5,5) -> (2,5,5)
Connected (1,5,5) -> (0,5,5)
Connected (1,5,5) -> (1,6,5)
Connected (1,5,5) -> (1,4,5)
Connected (1,5,5) -> (1,5,6)
Connected (1,5,5) -> (1,5,4)
====================
1,5,6 (1,5,6)
Connected (1,5,6) -> (2,5,6)
Connected (1,5,6) -> (0,5,6)
Connected (1,5,6) -> (1,6,6)
Connected (1,5,6) -> (1,4,6)
Connected (1,5,6) -> (1,5,7)
Connected (1,5,6) -> (1,5,5)
====================
1,5,7 (1,5,7)
Ignored (2,5,7) because a block exists there.
Connected (1,5,7) -> (0,5,7)
Connected (1,5,7) -> (1,6,7)
Connected (1,5,7) -> (1,4,7)
Connected (1,5,7) -> (1,5,8)
Connected (1,5,7) -> (1,5,6)
====================
1,5,8 (1,5,8)
Ignored (2,5,8) because a block exists there.
Connected (1,5,8) -> (0,5,8)
Connected (1,5,8) -> (1,6,8)
Connected (1,5,8) -> (1,4,8)
Connected (1,5,8) -> (1,5,9)
Connected (1,5,8) -> (1,5,7)
====================
1,5,9 (1,5,9)
Ignored (2,5,9) because a block exists there.
Connected (1,5,9) -> (0,5,9)
Connected (1,5,9) -> (1,6,9)
Connected (1,5,9) -> (1,4,9)
Connected (1,5,9) -> (1,5,10)
Connected (1,5,9) -> (1,5,8)
====================
1,5,10 (1,5,10)
Ignored (2,5,10) because a block exists there.
Connected (1,5,10) -> (0,5,10)
Ignored (1,6,10) because a block exists there.
Connected (1,5,10) -> (1,4,10)
Connected (1,5,10) -> (1,5,11)
Connected (1,5,10) -> (1,5,9)
====================
1,5,11 (1,5,11)
Connected (1,5,11) -> (2,5,11)
Connected (1,5,11) -> (0,5,11)
Connected (1,5,11) -> (1,6,11)
Connected (1,5,11) -> (1,4,11)
Connected (1,5,11) -> (1,5,12)
Connected (1,5,11) -> (1,5,10)
====================
1,5,12 (1,5,12)
Connected (1,5,12) -> (2,5,12)
Connected (1,5,12) -> (0,5,12)
Connected (1,5,12) -> (1,6,12)
Connected (1,5,12) -> (1,4,12)
Connected (1,5,12) -> (1,5,13)
Connected (1,5,12) -> (1,5,11)
====================
1,5,13 (1,5,13)
Connected (1,5,13) -> (2,5,13)
Connected (1,5,13) -> (0,5,13)
Connected (1,5,13) -> (1,6,13)
Connected (1,5,13) -> (1,4,13)
Connected (1,5,13) -> (1,5,14)
Connected (1,5,13) -> (1,5,12)
====================
1,5,14 (1,5,14)
Connected (1,5,14) -> (2,5,14)
Connected (1,5,14) -> (0,5,14)
Connected (1,5,14) -> (1,6,14)
Connected (1,5,14) -> (1,4,14)
Connected (1,5,14) -> (1,5,15)
Connected (1,5,14) -> (1,5,13)
====================
1,5,15 (1,5,15)
Connected (1,5,15) -> (2,5,15)
Connected (1,5,15) -> (0,5,15)
Connected (1,5,15) -> (1,6,15)
Connected (1,5,15) -> (1,4,15)
Connected (1,5,15) -> (1,5,16)
Connected (1,5,15) -> (1,5,14)
====================
1,5,16 (1,5,16)
Connected (1,5,16) -> (2,5,16)
Connected (1,5,16) -> (0,5,16)
Connected (1,5,16) -> (1,6,16)
Connected (1,5,16) -> (1,4,16)
Connected (1,5,16) -> (1,5,17)
Connected (1,5,16) -> (1,5,15)
====================
1,5,17 (1,5,17)
Connected (1,5,17) -> (2,5,17)
Connected (1,5,17) -> (0,5,17)
Connected (1,5,17) -> (1,6,17)
Connected (1,5,17) -> (1,4,17)
Connected (1,5,17) -> (1,5,18)
Connected (1,5,17) -> (1,5,16)
====================
1,5,18 (1,5,18)
Connected (1,5,18) -> (2,5,18)
Connected (1,5,18) -> (0,5,18)
Connected (1,5,18) -> (1,6,18)
Connected (1,5,18) -> (1,4,18)
Connected (1,5,18) -> (1,5,19)
Connected (1,5,18) -> (1,5,17)
====================
1,5,19 (1,5,19)
Connected (1,5,19) -> (2,5,19)
Connected (1,5,19) -> (0,5,19)
Connected (1,5,19) -> (1,6,19)
Connected (1,5,19) -> (1,4,19)
Connected (1,5,19) -> (1,5,20)
Connected (1,5,19) -> (1,5,18)
====================
1,5,20 (1,5,20)
Connected (1,5,20) -> (2,5,20)
Connected (1,5,20) -> (0,5,20)
Connected (1,5,20) -> (1,6,20)
Connected (1,5,20) -> (1,4,20)
Ignored (1,5,21) because it's out of bounds.
Connected (1,5,20) -> (1,5,19)
====================
1,6,-1 (1,6,-1)
Connected (1,6,-1) -> (2,6,-1)
Connected (1,6,-1) -> (0,6,-1)
Connected (1,6,-1) -> (1,7,-1)
Connected (1,6,-1) -> (1,5,-1)
Connected (1,6,-1) -> (1,6,0)
Ignored (1,6,-2) because it's out of bounds.
====================
1,6,0 (1,6,0)
Connected (1,6,0) -> (2,6,0)
Connected (1,6,0) -> (0,6,0)
Connected (1,6,0) -> (1,7,0)
Connected (1,6,0) -> (1,5,0)
Connected (1,6,0) -> (1,6,1)
Connected (1,6,0) -> (1,6,-1)
====================
1,6,1 (1,6,1)
Connected (1,6,1) -> (2,6,1)
Connected (1,6,1) -> (0,6,1)
Connected (1,6,1) -> (1,7,1)
Connected (1,6,1) -> (1,5,1)
Connected (1,6,1) -> (1,6,2)
Connected (1,6,1) -> (1,6,0)
====================
1,6,2 (1,6,2)
Connected (1,6,2) -> (2,6,2)
Connected (1,6,2) -> (0,6,2)
Connected (1,6,2) -> (1,7,2)
Connected (1,6,2) -> (1,5,2)
Connected (1,6,2) -> (1,6,3)
Connected (1,6,2) -> (1,6,1)
====================
1,6,3 (1,6,3)
Connected (1,6,3) -> (2,6,3)
Connected (1,6,3) -> (0,6,3)
Connected (1,6,3) -> (1,7,3)
Connected (1,6,3) -> (1,5,3)
Connected (1,6,3) -> (1,6,4)
Connected (1,6,3) -> (1,6,2)
====================
1,6,4 (1,6,4)
Connected (1,6,4) -> (2,6,4)
Connected (1,6,4) -> (0,6,4)
Connected (1,6,4) -> (1,7,4)
Connected (1,6,4) -> (1,5,4)
Connected (1,6,4) -> (1,6,5)
Connected (1,6,4) -> (1,6,3)
====================
1,6,5 (1,6,5)
Connected (1,6,5) -> (2,6,5)
Connected (1,6,5) -> (0,6,5)
Connected (1,6,5) -> (1,7,5)
Connected (1,6,5) -> (1,5,5)
Connected (1,6,5) -> (1,6,6)
Connected (1,6,5) -> (1,6,4)
====================
1,6,6 (1,6,6)
Connected (1,6,6) -> (2,6,6)
Connected (1,6,6) -> (0,6,6)
Connected (1,6,6) -> (1,7,6)
Connected (1,6,6) -> (1,5,6)
Connected (1,6,6) -> (1,6,7)
Connected (1,6,6) -> (1,6,5)
====================
1,6,7 (1,6,7)
Ignored (2,6,7) because a block exists there.
Connected (1,6,7) -> (0,6,7)
Connected (1,6,7) -> (1,7,7)
Connected (1,6,7) -> (1,5,7)
Connected (1,6,7) -> (1,6,8)
Connected (1,6,7) -> (1,6,6)
====================
1,6,8 (1,6,8)
Ignored (2,6,8) because a block exists there.
Connected (1,6,8) -> (0,6,8)
Ignored (1,7,8) because a block exists there.
Connected (1,6,8) -> (1,5,8)
Connected (1,6,8) -> (1,6,9)
Connected (1,6,8) -> (1,6,7)
====================
1,6,9 (1,6,9)
Ignored (2,6,9) because a block exists there.
Connected (1,6,9) -> (0,6,9)
Ignored (1,7,9) because a block exists there.
Connected (1,6,9) -> (1,5,9)
Ignored (1,6,10) because a block exists there.
Connected (1,6,9) -> (1,6,8)
====================
1,6,11 (1,6,11)
Ignored (2,6,11) because a block exists there.
Connected (1,6,11) -> (0,6,11)
Ignored (1,7,11) because a block exists there.
Connected (1,6,11) -> (1,5,11)
Connected (1,6,11) -> (1,6,12)
Ignored (1,6,10) because a block exists there.
====================
1,6,12 (1,6,12)
Ignored (2,6,12) because a block exists there.
Connected (1,6,12) -> (0,6,12)
Ignored (1,7,12) because a block exists there.
Connected (1,6,12) -> (1,5,12)
Connected (1,6,12) -> (1,6,13)
Connected (1,6,12) -> (1,6,11)
====================
1,6,13 (1,6,13)
Ignored (2,6,13) because a block exists there.
Connected (1,6,13) -> (0,6,13)
Connected (1,6,13) -> (1,7,13)
Connected (1,6,13) -> (1,5,13)
Connected (1,6,13) -> (1,6,14)
Connected (1,6,13) -> (1,6,12)
====================
1,6,14 (1,6,14)
Connected (1,6,14) -> (2,6,14)
Connected (1,6,14) -> (0,6,14)
Connected (1,6,14) -> (1,7,14)
Connected (1,6,14) -> (1,5,14)
Connected (1,6,14) -> (1,6,15)
Connected (1,6,14) -> (1,6,13)
====================
1,6,15 (1,6,15)
Connected (1,6,15) -> (2,6,15)
Connected (1,6,15) -> (0,6,15)
Connected (1,6,15) -> (1,7,15)
Connected (1,6,15) -> (1,5,15)
Connected (1,6,15) -> (1,6,16)
Connected (1,6,15) -> (1,6,14)
====================
1,6,16 (1,6,16)
Connected (1,6,16) -> (2,6,16)
Connected (1,6,16) -> (0,6,16)
Connected (1,6,16) -> (1,7,16)
Connected (1,6,16) -> (1,5,16)
Connected (1,6,16) -> (1,6,17)
Connected (1,6,16) -> (1,6,15)
====================
1,6,17 (1,6,17)
Connected (1,6,17) -> (2,6,17)
Connected (1,6,17) -> (0,6,17)
Connected (1,6,17) -> (1,7,17)
Connected (1,6,17) -> (1,5,17)
Connected (1,6,17) -> (1,6,18)
Connected (1,6,17) -> (1,6,16)
====================
1,6,18 (1,6,18)
Connected (1,6,18) -> (2,6,18)
Connected (1,6,18) -> (0,6,18)
Connected (1,6,18) -> (1,7,18)
Connected (1,6,18) -> (1,5,18)
Connected (1,6,18) -> (1,6,19)
Connected (1,6,18) -> (1,6,17)
====================
1,6,19 (1,6,19)
Connected (1,6,19) -> (2,6,19)
Connected (1,6,19) -> (0,6,19)
Connected (1,6,19) -> (1,7,19)
Connected (1,6,19) -> (1,5,19)
Connected (1,6,19) -> (1,6,20)
Connected (1,6,19) -> (1,6,18)
====================
1,6,20 (1,6,20)
Connected (1,6,20) -> (2,6,20)
Connected (1,6,20) -> (0,6,20)
Connected (1,6,20) -> (1,7,20)
Connected (1,6,20) -> (1,5,20)
Ignored (1,6,21) because it's out of bounds.
Connected (1,6,20) -> (1,6,19)
====================
1,7,-1 (1,7,-1)
Connected (1,7,-1) -> (2,7,-1)
Connected (1,7,-1) -> (0,7,-1)
Connected (1,7,-1) -> (1,8,-1)
Connected (1,7,-1) -> (1,6,-1)
Connected (1,7,-1) -> (1,7,0)
Ignored (1,7,-2) because it's out of bounds.
====================
1,7,0 (1,7,0)
Connected (1,7,0) -> (2,7,0)
Connected (1,7,0) -> (0,7,0)
Connected (1,7,0) -> (1,8,0)
Connected (1,7,0) -> (1,6,0)
Connected (1,7,0) -> (1,7,1)
Connected (1,7,0) -> (1,7,-1)
====================
1,7,1 (1,7,1)
Connected (1,7,1) -> (2,7,1)
Connected (1,7,1) -> (0,7,1)
Connected (1,7,1) -> (1,8,1)
Connected (1,7,1) -> (1,6,1)
Connected (1,7,1) -> (1,7,2)
Connected (1,7,1) -> (1,7,0)
====================
1,7,2 (1,7,2)
Connected (1,7,2) -> (2,7,2)
Connected (1,7,2) -> (0,7,2)
Connected (1,7,2) -> (1,8,2)
Connected (1,7,2) -> (1,6,2)
Connected (1,7,2) -> (1,7,3)
Connected (1,7,2) -> (1,7,1)
====================
1,7,3 (1,7,3)
Connected (1,7,3) -> (2,7,3)
Connected (1,7,3) -> (0,7,3)
Connected (1,7,3) -> (1,8,3)
Connected (1,7,3) -> (1,6,3)
Connected (1,7,3) -> (1,7,4)
Connected (1,7,3) -> (1,7,2)
====================
1,7,4 (1,7,4)
Connected (1,7,4) -> (2,7,4)
Connected (1,7,4) -> (0,7,4)
Connected (1,7,4) -> (1,8,4)
Connected (1,7,4) -> (1,6,4)
Connected (1,7,4) -> (1,7,5)
Connected (1,7,4) -> (1,7,3)
====================
1,7,5 (1,7,5)
Ignored (2,7,5) because a block exists there.
Connected (1,7,5) -> (0,7,5)
Connected (1,7,5) -> (1,8,5)
Connected (1,7,5) -> (1,6,5)
Connected (1,7,5) -> (1,7,6)
Connected (1,7,5) -> (1,7,4)
====================
1,7,6 (1,7,6)
Connected (1,7,6) -> (2,7,6)
Connected (1,7,6) -> (0,7,6)
Connected (1,7,6) -> (1,8,6)
Connected (1,7,6) -> (1,6,6)
Connected (1,7,6) -> (1,7,7)
Connected (1,7,6) -> (1,7,5)
====================
1,7,7 (1,7,7)
Ignored (2,7,7) because a block exists there.
Connected (1,7,7) -> (0,7,7)
Ignored (1,8,7) because a block exists there.
Connected (1,7,7) -> (1,6,7)
Ignored (1,7,8) because a block exists there.
Connected (1,7,7) -> (1,7,6)
====================
1,7,10 (1,7,10)
Ignored (2,7,10) because a block exists there.
Connected (1,7,10) -> (0,7,10)
Ignored (1,8,10) because a block exists there.
Ignored (1,6,10) because a block exists there.
Ignored (1,7,11) because a block exists there.
Ignored (1,7,9) because a block exists there.
====================
1,7,13 (1,7,13)
Ignored (2,7,13) because a block exists there.
Connected (1,7,13) -> (0,7,13)
Connected (1,7,13) -> (1,8,13)
Connected (1,7,13) -> (1,6,13)
Connected (1,7,13) -> (1,7,14)
Ignored (1,7,12) because a block exists there.
====================
1,7,14 (1,7,14)
Connected (1,7,14) -> (2,7,14)
Connected (1,7,14) -> (0,7,14)
Connected (1,7,14) -> (1,8,14)
Connected (1,7,14) -> (1,6,14)
Connected (1,7,14) -> (1,7,15)
Connected (1,7,14) -> (1,7,13)
====================
1,7,15 (1,7,15)
Ignored (2,7,15) because a block exists there.
Connected (1,7,15) -> (0,7,15)
Connected (1,7,15) -> (1,8,15)
Connected (1,7,15) -> (1,6,15)
Connected (1,7,15) -> (1,7,16)
Connected (1,7,15) -> (1,7,14)
====================
1,7,16 (1,7,16)
Connected (1,7,16) -> (2,7,16)
Connected (1,7,16) -> (0,7,16)
Connected (1,7,16) -> (1,8,16)
Connected (1,7,16) -> (1,6,16)
Connected (1,7,16) -> (1,7,17)
Connected (1,7,16) -> (1,7,15)
====================
1,7,17 (1,7,17)
Connected (1,7,17) -> (2,7,17)
Connected (1,7,17) -> (0,7,17)
Connected (1,7,17) -> (1,8,17)
Connected (1,7,17) -> (1,6,17)
Connected (1,7,17) -> (1,7,18)
Connected (1,7,17) -> (1,7,16)
====================
1,7,18 (1,7,18)
Connected (1,7,18) -> (2,7,18)
Connected (1,7,18) -> (0,7,18)
Connected (1,7,18) -> (1,8,18)
Connected (1,7,18) -> (1,6,18)
Connected (1,7,18) -> (1,7,19)
Connected (1,7,18) -> (1,7,17)
====================
1,7,19 (1,7,19)
Connected (1,7,19) -> (2,7,19)
Connected (1,7,19) -> (0,7,19)
Connected (1,7,19) -> (1,8,19)
Connected (1,7,19) -> (1,6,19)
Connected (1,7,19) -> (1,7,20)
Connected (1,7,19) -> (1,7,18)
====================
1,7,20 (1,7,20)
Connected (1,7,20) -> (2,7,20)
Connected (1,7,20) -> (0,7,20)
Connected (1,7,20) -> (1,8,20)
Connected (1,7,20) -> (1,6,20)
Ignored (1,7,21) because it's out of bounds.
Connected (1,7,20) -> (1,7,19)
====================
1,8,-1 (1,8,-1)
Connected (1,8,-1) -> (2,8,-1)
Connected (1,8,-1) -> (0,8,-1)
Connected (1,8,-1) -> (1,9,-1)
Connected (1,8,-1) -> (1,7,-1)
Connected (1,8,-1) -> (1,8,0)
Ignored (1,8,-2) because it's out of bounds.
====================
1,8,0 (1,8,0)
Connected (1,8,0) -> (2,8,0)
Connected (1,8,0) -> (0,8,0)
Connected (1,8,0) -> (1,9,0)
Connected (1,8,0) -> (1,7,0)
Connected (1,8,0) -> (1,8,1)
Connected (1,8,0) -> (1,8,-1)
====================
1,8,1 (1,8,1)
Connected (1,8,1) -> (2,8,1)
Connected (1,8,1) -> (0,8,1)
Connected (1,8,1) -> (1,9,1)
Connected (1,8,1) -> (1,7,1)
Connected (1,8,1) -> (1,8,2)
Connected (1,8,1) -> (1,8,0)
====================
1,8,2 (1,8,2)
Connected (1,8,2) -> (2,8,2)
Connected (1,8,2) -> (0,8,2)
Connected (1,8,2) -> (1,9,2)
Connected (1,8,2) -> (1,7,2)
Connected (1,8,2) -> (1,8,3)
Connected (1,8,2) -> (1,8,1)
====================
1,8,3 (1,8,3)
Connected (1,8,3) -> (2,8,3)
Connected (1,8,3) -> (0,8,3)
Connected (1,8,3) -> (1,9,3)
Connected (1,8,3) -> (1,7,3)
Connected (1,8,3) -> (1,8,4)
Connected (1,8,3) -> (1,8,2)
====================
1,8,4 (1,8,4)
Connected (1,8,4) -> (2,8,4)
Connected (1,8,4) -> (0,8,4)
Connected (1,8,4) -> (1,9,4)
Connected (1,8,4) -> (1,7,4)
Connected (1,8,4) -> (1,8,5)
Connected (1,8,4) -> (1,8,3)
====================
1,8,5 (1,8,5)
Ignored (2,8,5) because a block exists there.
Connected (1,8,5) -> (0,8,5)
Connected (1,8,5) -> (1,9,5)
Connected (1,8,5) -> (1,7,5)
Connected (1,8,5) -> (1,8,6)
Connected (1,8,5) -> (1,8,4)
====================
1,8,6 (1,8,6)
Ignored (2,8,6) because a block exists there.
Connected (1,8,6) -> (0,8,6)
Connected (1,8,6) -> (1,9,6)
Connected (1,8,6) -> (1,7,6)
Ignored (1,8,7) because a block exists there.
Connected (1,8,6) -> (1,8,5)
====================
1,8,13 (1,8,13)
Ignored (2,8,13) because a block exists there.
Connected (1,8,13) -> (0,8,13)
Ignored (1,9,13) because a block exists there.
Connected (1,8,13) -> (1,7,13)
Connected (1,8,13) -> (1,8,14)
Ignored (1,8,12) because a block exists there.
====================
1,8,14 (1,8,14)
Connected (1,8,14) -> (2,8,14)
Connected (1,8,14) -> (0,8,14)
Connected (1,8,14) -> (1,9,14)
Connected (1,8,14) -> (1,7,14)
Connected (1,8,14) -> (1,8,15)
Connected (1,8,14) -> (1,8,13)
====================
1,8,15 (1,8,15)
Connected (1,8,15) -> (2,8,15)
Connected (1,8,15) -> (0,8,15)
Connected (1,8,15) -> (1,9,15)
Connected (1,8,15) -> (1,7,15)
Connected (1,8,15) -> (1,8,16)
Connected (1,8,15) -> (1,8,14)
====================
1,8,16 (1,8,16)
Connected (1,8,16) -> (2,8,16)
Connected (1,8,16) -> (0,8,16)
Connected (1,8,16) -> (1,9,16)
Connected (1,8,16) -> (1,7,16)
Connected (1,8,16) -> (1,8,17)
Connected (1,8,16) -> (1,8,15)
====================
1,8,17 (1,8,17)
Connected (1,8,17) -> (2,8,17)
Connected (1,8,17) -> (0,8,17)
Connected (1,8,17) -> (1,9,17)
Connected (1,8,17) -> (1,7,17)
Connected (1,8,17) -> (1,8,18)
Connected (1,8,17) -> (1,8,16)
====================
1,8,18 (1,8,18)
Connected (1,8,18) -> (2,8,18)
Connected (1,8,18) -> (0,8,18)
Connected (1,8,18) -> (1,9,18)
Connected (1,8,18) -> (1,7,18)
Connected (1,8,18) -> (1,8,19)
Connected (1,8,18) -> (1,8,17)
====================
1,8,19 (1,8,19)
Connected (1,8,19) -> (2,8,19)
Connected (1,8,19) -> (0,8,19)
Connected (1,8,19) -> (1,9,19)
Connected (1,8,19) -> (1,7,19)
Connected (1,8,19) -> (1,8,20)
Connected (1,8,19) -> (1,8,18)
====================
1,8,20 (1,8,20)
Connected (1,8,20) -> (2,8,20)
Connected (1,8,20) -> (0,8,20)
Connected (1,8,20) -> (1,9,20)
Connected (1,8,20) -> (1,7,20)
Ignored (1,8,21) because it's out of bounds.
Connected (1,8,20) -> (1,8,19)
====================
1,9,-1 (1,9,-1)
Connected (1,9,-1) -> (2,9,-1)
Connected (1,9,-1) -> (0,9,-1)
Connected (1,9,-1) -> (1,10,-1)
Connected (1,9,-1) -> (1,8,-1)
Connected (1,9,-1) -> (1,9,0)
Ignored (1,9,-2) because it's out of bounds.
====================
1,9,0 (1,9,0)
Connected (1,9,0) -> (2,9,0)
Connected (1,9,0) -> (0,9,0)
Connected (1,9,0) -> (1,10,0)
Connected (1,9,0) -> (1,8,0)
Connected (1,9,0) -> (1,9,1)
Connected (1,9,0) -> (1,9,-1)
====================
1,9,1 (1,9,1)
Connected (1,9,1) -> (2,9,1)
Connected (1,9,1) -> (0,9,1)
Connected (1,9,1) -> (1,10,1)
Connected (1,9,1) -> (1,8,1)
Connected (1,9,1) -> (1,9,2)
Connected (1,9,1) -> (1,9,0)
====================
1,9,2 (1,9,2)
Connected (1,9,2) -> (2,9,2)
Connected (1,9,2) -> (0,9,2)
Connected (1,9,2) -> (1,10,2)
Connected (1,9,2) -> (1,8,2)
Connected (1,9,2) -> (1,9,3)
Connected (1,9,2) -> (1,9,1)
====================
1,9,3 (1,9,3)
Connected (1,9,3) -> (2,9,3)
Connected (1,9,3) -> (0,9,3)
Connected (1,9,3) -> (1,10,3)
Connected (1,9,3) -> (1,8,3)
Connected (1,9,3) -> (1,9,4)
Connected (1,9,3) -> (1,9,2)
====================
1,9,4 (1,9,4)
Ignored (2,9,4) because a block exists there.
Connected (1,9,4) -> (0,9,4)
Connected (1,9,4) -> (1,10,4)
Connected (1,9,4) -> (1,8,4)
Connected (1,9,4) -> (1,9,5)
Connected (1,9,4) -> (1,9,3)
====================
1,9,5 (1,9,5)
Ignored (2,9,5) because a block exists there.
Connected (1,9,5) -> (0,9,5)
Connected (1,9,5) -> (1,10,5)
Connected (1,9,5) -> (1,8,5)
Connected (1,9,5) -> (1,9,6)
Connected (1,9,5) -> (1,9,4)
====================
1,9,6 (1,9,6)
Ignored (2,9,6) because a block exists there.
Connected (1,9,6) -> (0,9,6)
Ignored (1,10,6) because a block exists there.
Connected (1,9,6) -> (1,8,6)
Ignored (1,9,7) because a block exists there.
Connected (1,9,6) -> (1,9,5)
====================
1,9,12 (1,9,12)
Ignored (2,9,12) because a block exists there.
Connected (1,9,12) -> (0,9,12)
Ignored (1,10,12) because a block exists there.
Ignored (1,8,12) because a block exists there.
Ignored (1,9,13) because a block exists there.
Ignored (1,9,11) because a block exists there.
====================
1,9,14 (1,9,14)
Ignored (2,9,14) because a block exists there.
Connected (1,9,14) -> (0,9,14)
Connected (1,9,14) -> (1,10,14)
Connected (1,9,14) -> (1,8,14)
Connected (1,9,14) -> (1,9,15)
Ignored (1,9,13) because a block exists there.
====================
1,9,15 (1,9,15)
Connected (1,9,15) -> (2,9,15)
Connected (1,9,15) -> (0,9,15)
Connected (1,9,15) -> (1,10,15)
Connected (1,9,15) -> (1,8,15)
Connected (1,9,15) -> (1,9,16)
Connected (1,9,15) -> (1,9,14)
====================
1,9,16 (1,9,16)
Connected (1,9,16) -> (2,9,16)
Connected (1,9,16) -> (0,9,16)
Connected (1,9,16) -> (1,10,16)
Connected (1,9,16) -> (1,8,16)
Connected (1,9,16) -> (1,9,17)
Connected (1,9,16) -> (1,9,15)
====================
1,9,17 (1,9,17)
Connected (1,9,17) -> (2,9,17)
Connected (1,9,17) -> (0,9,17)
Connected (1,9,17) -> (1,10,17)
Connected (1,9,17) -> (1,8,17)
Connected (1,9,17) -> (1,9,18)
Connected (1,9,17) -> (1,9,16)
====================
1,9,18 (1,9,18)
Connected (1,9,18) -> (2,9,18)
Connected (1,9,18) -> (0,9,18)
Connected (1,9,18) -> (1,10,18)
Connected (1,9,18) -> (1,8,18)
Connected (1,9,18) -> (1,9,19)
Connected (1,9,18) -> (1,9,17)
====================
1,9,19 (1,9,19)
Connected (1,9,19) -> (2,9,19)
Connected (1,9,19) -> (0,9,19)
Connected (1,9,19) -> (1,10,19)
Connected (1,9,19) -> (1,8,19)
Connected (1,9,19) -> (1,9,20)
Connected (1,9,19) -> (1,9,18)
====================
1,9,20 (1,9,20)
Connected (1,9,20) -> (2,9,20)
Connected (1,9,20) -> (0,9,20)
Connected (1,9,20) -> (1,10,20)
Connected (1,9,20) -> (1,8,20)
Ignored (1,9,21) because it's out of bounds.
Connected (1,9,20) -> (1,9,19)
====================
1,10,-1 (1,10,-1)
Connected (1,10,-1) -> (2,10,-1)
Connected (1,10,-1) -> (0,10,-1)
Connected (1,10,-1) -> (1,11,-1)
Connected (1,10,-1) -> (1,9,-1)
Connected (1,10,-1) -> (1,10,0)
Ignored (1,10,-2) because it's out of bounds.
====================
1,10,0 (1,10,0)
Connected (1,10,0) -> (2,10,0)
Connected (1,10,0) -> (0,10,0)
Connected (1,10,0) -> (1,11,0)
Connected (1,10,0) -> (1,9,0)
Connected (1,10,0) -> (1,10,1)
Connected (1,10,0) -> (1,10,-1)
====================
1,10,1 (1,10,1)
Connected (1,10,1) -> (2,10,1)
Connected (1,10,1) -> (0,10,1)
Connected (1,10,1) -> (1,11,1)
Connected (1,10,1) -> (1,9,1)
Connected (1,10,1) -> (1,10,2)
Connected (1,10,1) -> (1,10,0)
====================
1,10,2 (1,10,2)
Connected (1,10,2) -> (2,10,2)
Connected (1,10,2) -> (0,10,2)
Connected (1,10,2) -> (1,11,2)
Connected (1,10,2) -> (1,9,2)
Connected (1,10,2) -> (1,10,3)
Connected (1,10,2) -> (1,10,1)
====================
1,10,3 (1,10,3)
Connected (1,10,3) -> (2,10,3)
Connected (1,10,3) -> (0,10,3)
Connected (1,10,3) -> (1,11,3)
Connected (1,10,3) -> (1,9,3)
Connected (1,10,3) -> (1,10,4)
Connected (1,10,3) -> (1,10,2)
====================
1,10,4 (1,10,4)
Ignored (2,10,4) because a block exists there.
Connected (1,10,4) -> (0,10,4)
Connected (1,10,4) -> (1,11,4)
Connected (1,10,4) -> (1,9,4)
Connected (1,10,4) -> (1,10,5)
Connected (1,10,4) -> (1,10,3)
====================
1,10,5 (1,10,5)
Ignored (2,10,5) because a block exists there.
Connected (1,10,5) -> (0,10,5)
Connected (1,10,5) -> (1,11,5)
Connected (1,10,5) -> (1,9,5)
Ignored (1,10,6) because a block exists there.
Connected (1,10,5) -> (1,10,4)
====================
1,10,13 (1,10,13)
Connected (1,10,13) -> (2,10,13)
Connected (1,10,13) -> (0,10,13)
Connected (1,10,13) -> (1,11,13)
Ignored (1,9,13) because a block exists there.
Connected (1,10,13) -> (1,10,14)
Ignored (1,10,12) because a block exists there.
====================
1,10,14 (1,10,14)
Connected (1,10,14) -> (2,10,14)
Connected (1,10,14) -> (0,10,14)
Connected (1,10,14) -> (1,11,14)
Connected (1,10,14) -> (1,9,14)
Connected (1,10,14) -> (1,10,15)
Connected (1,10,14) -> (1,10,13)
====================
1,10,15 (1,10,15)
Connected (1,10,15) -> (2,10,15)
Connected (1,10,15) -> (0,10,15)
Connected (1,10,15) -> (1,11,15)
Connected (1,10,15) -> (1,9,15)
Connected (1,10,15) -> (1,10,16)
Connected (1,10,15) -> (1,10,14)
====================
1,10,16 (1,10,16)
Connected (1,10,16) -> (2,10,16)
Connected (1,10,16) -> (0,10,16)
Connected (1,10,16) -> (1,11,16)
Connected (1,10,16) -> (1,9,16)
Connected (1,10,16) -> (1,10,17)
Connected (1,10,16) -> (1,10,15)
====================
1,10,17 (1,10,17)
Connected (1,10,17) -> (2,10,17)
Connected (1,10,17) -> (0,10,17)
Connected (1,10,17) -> (1,11,17)
Connected (1,10,17) -> (1,9,17)
Connected (1,10,17) -> (1,10,18)
Connected (1,10,17) -> (1,10,16)
====================
1,10,18 (1,10,18)
Connected (1,10,18) -> (2,10,18)
Connected (1,10,18) -> (0,10,18)
Connected (1,10,18) -> (1,11,18)
Connected (1,10,18) -> (1,9,18)
Connected (1,10,18) -> (1,10,19)
Connected (1,10,18) -> (1,10,17)
====================
1,10,19 (1,10,19)
Connected (1,10,19) -> (2,10,19)
Connected (1,10,19) -> (0,10,19)
Connected (1,10,19) -> (1,11,19)
Connected (1,10,19) -> (1,9,19)
Connected (1,10,19) -> (1,10,20)
Connected (1,10,19) -> (1,10,18)
====================
1,10,20 (1,10,20)
Connected (1,10,20) -> (2,10,20)
Connected (1,10,20) -> (0,10,20)
Connected (1,10,20) -> (1,11,20)
Connected (1,10,20) -> (1,9,20)
Ignored (1,10,21) because it's out of bounds.
Connected (1,10,20) -> (1,10,19)
====================
1,11,-1 (1,11,-1)
Connected (1,11,-1) -> (2,11,-1)
Connected (1,11,-1) -> (0,11,-1)
Connected (1,11,-1) -> (1,12,-1)
Connected (1,11,-1) -> (1,10,-1)
Connected (1,11,-1) -> (1,11,0)
Ignored (1,11,-2) because it's out of bounds.
====================
1,11,0 (1,11,0)
Connected (1,11,0) -> (2,11,0)
Connected (1,11,0) -> (0,11,0)
Connected (1,11,0) -> (1,12,0)
Connected (1,11,0) -> (1,10,0)
Connected (1,11,0) -> (1,11,1)
Connected (1,11,0) -> (1,11,-1)
====================
1,11,1 (1,11,1)
Connected (1,11,1) -> (2,11,1)
Connected (1,11,1) -> (0,11,1)
Connected (1,11,1) -> (1,12,1)
Connected (1,11,1) -> (1,10,1)
Connected (1,11,1) -> (1,11,2)
Connected (1,11,1) -> (1,11,0)
====================
1,11,2 (1,11,2)
Connected (1,11,2) -> (2,11,2)
Connected (1,11,2) -> (0,11,2)
Connected (1,11,2) -> (1,12,2)
Connected (1,11,2) -> (1,10,2)
Connected (1,11,2) -> (1,11,3)
Connected (1,11,2) -> (1,11,1)
====================
1,11,3 (1,11,3)
Connected (1,11,3) -> (2,11,3)
Connected (1,11,3) -> (0,11,3)
Connected (1,11,3) -> (1,12,3)
Connected (1,11,3) -> (1,10,3)
Connected (1,11,3) -> (1,11,4)
Connected (1,11,3) -> (1,11,2)
====================
1,11,4 (1,11,4)
Connected (1,11,4) -> (2,11,4)
Connected (1,11,4) -> (0,11,4)
Connected (1,11,4) -> (1,12,4)
Connected (1,11,4) -> (1,10,4)
Connected (1,11,4) -> (1,11,5)
Connected (1,11,4) -> (1,11,3)
====================
1,11,5 (1,11,5)
Ignored (2,11,5) because a block exists there.
Connected (1,11,5) -> (0,11,5)
Connected (1,11,5) -> (1,12,5)
Connected (1,11,5) -> (1,10,5)
Connected (1,11,5) -> (1,11,6)
Connected (1,11,5) -> (1,11,4)
====================
1,11,6 (1,11,6)
Ignored (2,11,6) because a block exists there.
Connected (1,11,6) -> (0,11,6)
Connected (1,11,6) -> (1,12,6)
Ignored (1,10,6) because a block exists there.
Ignored (1,11,7) because a block exists there.
Connected (1,11,6) -> (1,11,5)
====================
1,11,8 (1,11,8)
Ignored (2,11,8) because a block exists there.
Connected (1,11,8) -> (0,11,8)
Connected (1,11,8) -> (1,12,8)
Ignored (1,10,8) because a block exists there.
Ignored (1,11,9) because a block exists there.
Ignored (1,11,7) because a block exists there.
====================
1,11,13 (1,11,13)
Ignored (2,11,13) because a block exists there.
Connected (1,11,13) -> (0,11,13)
Connected (1,11,13) -> (1,12,13)
Connected (1,11,13) -> (1,10,13)
Connected (1,11,13) -> (1,11,14)
Ignored (1,11,12) because a block exists there.
====================
1,11,14 (1,11,14)
Ignored (2,11,14) because a block exists there.
Connected (1,11,14) -> (0,11,14)
Connected (1,11,14) -> (1,12,14)
Connected (1,11,14) -> (1,10,14)
Connected (1,11,14) -> (1,11,15)
Connected (1,11,14) -> (1,11,13)
====================
1,11,15 (1,11,15)
Connected (1,11,15) -> (2,11,15)
Connected (1,11,15) -> (0,11,15)
Connected (1,11,15) -> (1,12,15)
Connected (1,11,15) -> (1,10,15)
Connected (1,11,15) -> (1,11,16)
Connected (1,11,15) -> (1,11,14)
====================
1,11,16 (1,11,16)
Connected (1,11,16) -> (2,11,16)
Connected (1,11,16) -> (0,11,16)
Connected (1,11,16) -> (1,12,16)
Connected (1,11,16) -> (1,10,16)
Connected (1,11,16) -> (1,11,17)
Connected (1,11,16) -> (1,11,15)
====================
1,11,17 (1,11,17)
Connected (1,11,17) -> (2,11,17)
Connected (1,11,17) -> (0,11,17)
Connected (1,11,17) -> (1,12,17)
Connected (1,11,17) -> (1,10,17)
Connected (1,11,17) -> (1,11,18)
Connected (1,11,17) -> (1,11,16)
====================
1,11,18 (1,11,18)
Connected (1,11,18) -> (2,11,18)
Connected (1,11,18) -> (0,11,18)
Connected (1,11,18) -> (1,12,18)
Connected (1,11,18) -> (1,10,18)
Connected (1,11,18) -> (1,11,19)
Connected (1,11,18) -> (1,11,17)
====================
1,11,19 (1,11,19)
Connected (1,11,19) -> (2,11,19)
Connected (1,11,19) -> (0,11,19)
Connected (1,11,19) -> (1,12,19)
Connected (1,11,19) -> (1,10,19)
Connected (1,11,19) -> (1,11,20)
Connected (1,11,19) -> (1,11,18)
====================
1,11,20 (1,11,20)
Connected (1,11,20) -> (2,11,20)
Connected (1,11,20) -> (0,11,20)
Connected (1,11,20) -> (1,12,20)
Connected (1,11,20) -> (1,10,20)
Ignored (1,11,21) because it's out of bounds.
Connected (1,11,20) -> (1,11,19)
====================
1,12,-1 (1,12,-1)
Connected (1,12,-1) -> (2,12,-1)
Connected (1,12,-1) -> (0,12,-1)
Connected (1,12,-1) -> (1,13,-1)
Connected (1,12,-1) -> (1,11,-1)
Connected (1,12,-1) -> (1,12,0)
Ignored (1,12,-2) because it's out of bounds.
====================
1,12,0 (1,12,0)
Connected (1,12,0) -> (2,12,0)
Connected (1,12,0) -> (0,12,0)
Connected (1,12,0) -> (1,13,0)
Connected (1,12,0) -> (1,11,0)
Connected (1,12,0) -> (1,12,1)
Connected (1,12,0) -> (1,12,-1)
====================
1,12,1 (1,12,1)
Connected (1,12,1) -> (2,12,1)
Connected (1,12,1) -> (0,12,1)
Connected (1,12,1) -> (1,13,1)
Connected (1,12,1) -> (1,11,1)
Connected (1,12,1) -> (1,12,2)
Connected (1,12,1) -> (1,12,0)
====================
1,12,2 (1,12,2)
Connected (1,12,2) -> (2,12,2)
Connected (1,12,2) -> (0,12,2)
Connected (1,12,2) -> (1,13,2)
Connected (1,12,2) -> (1,11,2)
Connected (1,12,2) -> (1,12,3)
Connected (1,12,2) -> (1,12,1)
====================
1,12,3 (1,12,3)
Connected (1,12,3) -> (2,12,3)
Connected (1,12,3) -> (0,12,3)
Connected (1,12,3) -> (1,13,3)
Connected (1,12,3) -> (1,11,3)
Connected (1,12,3) -> (1,12,4)
Connected (1,12,3) -> (1,12,2)
====================
1,12,4 (1,12,4)
Connected (1,12,4) -> (2,12,4)
Connected (1,12,4) -> (0,12,4)
Connected (1,12,4) -> (1,13,4)
Connected (1,12,4) -> (1,11,4)
Connected (1,12,4) -> (1,12,5)
Connected (1,12,4) -> (1,12,3)
====================
1,12,5 (1,12,5)
Ignored (2,12,5) because a block exists there.
Connected (1,12,5) -> (0,12,5)
Connected (1,12,5) -> (1,13,5)
Connected (1,12,5) -> (1,11,5)
Connected (1,12,5) -> (1,12,6)
Connected (1,12,5) -> (1,12,4)
====================
1,12,6 (1,12,6)
Ignored (2,12,6) because a block exists there.
Connected (1,12,6) -> (0,12,6)
Connected (1,12,6) -> (1,13,6)
Connected (1,12,6) -> (1,11,6)
Connected (1,12,6) -> (1,12,7)
Connected (1,12,6) -> (1,12,5)
====================
1,12,7 (1,12,7)
Ignored (2,12,7) because a block exists there.
Connected (1,12,7) -> (0,12,7)
Connected (1,12,7) -> (1,13,7)
Ignored (1,11,7) because a block exists there.
Connected (1,12,7) -> (1,12,8)
Connected (1,12,7) -> (1,12,6)
====================
1,12,8 (1,12,8)
Ignored (2,12,8) because a block exists there.
Connected (1,12,8) -> (0,12,8)
Connected (1,12,8) -> (1,13,8)
Connected (1,12,8) -> (1,11,8)
Ignored (1,12,9) because a block exists there.
Connected (1,12,8) -> (1,12,7)
====================
1,12,11 (1,12,11)
Ignored (2,12,11) because a block exists there.
Connected (1,12,11) -> (0,12,11)
Connected (1,12,11) -> (1,13,11)
Ignored (1,11,11) because a block exists there.
Connected (1,12,11) -> (1,12,12)
Ignored (1,12,10) because a block exists there.
====================
1,12,12 (1,12,12)
Ignored (2,12,12) because a block exists there.
Connected (1,12,12) -> (0,12,12)
Connected (1,12,12) -> (1,13,12)
Ignored (1,11,12) because a block exists there.
Connected (1,12,12) -> (1,12,13)
Connected (1,12,12) -> (1,12,11)
====================
1,12,13 (1,12,13)
Ignored (2,12,13) because a block exists there.
Connected (1,12,13) -> (0,12,13)
Connected (1,12,13) -> (1,13,13)
Connected (1,12,13) -> (1,11,13)
Connected (1,12,13) -> (1,12,14)
Connected (1,12,13) -> (1,12,12)
====================
1,12,14 (1,12,14)
Ignored (2,12,14) because a block exists there.
Connected (1,12,14) -> (0,12,14)
Connected (1,12,14) -> (1,13,14)
Connected (1,12,14) -> (1,11,14)
Connected (1,12,14) -> (1,12,15)
Connected (1,12,14) -> (1,12,13)
====================
1,12,15 (1,12,15)
Connected (1,12,15) -> (2,12,15)
Connected (1,12,15) -> (0,12,15)
Connected (1,12,15) -> (1,13,15)
Connected (1,12,15) -> (1,11,15)
Connected (1,12,15) -> (1,12,16)
Connected (1,12,15) -> (1,12,14)
====================
1,12,16 (1,12,16)
Connected (1,12,16) -> (2,12,16)
Connected (1,12,16) -> (0,12,16)
Connected (1,12,16) -> (1,13,16)
Connected (1,12,16) -> (1,11,16)
Connected (1,12,16) -> (1,12,17)
Connected (1,12,16) -> (1,12,15)
====================
1,12,17 (1,12,17)
Connected (1,12,17) -> (2,12,17)
Connected (1,12,17) -> (0,12,17)
Connected (1,12,17) -> (1,13,17)
Connected (1,12,17) -> (1,11,17)
Connected (1,12,17) -> (1,12,18)
Connected (1,12,17) -> (1,12,16)
====================
1,12,18 (1,12,18)
Connected (1,12,18) -> (2,12,18)
Connected (1,12,18) -> (0,12,18)
Connected (1,12,18) -> (1,13,18)
Connected (1,12,18) -> (1,11,18)
Connected (1,12,18) -> (1,12,19)
Connected (1,12,18) -> (1,12,17)
====================
1,12,19 (1,12,19)
Connected (1,12,19) -> (2,12,19)
Connected (1,12,19) -> (0,12,19)
Connected (1,12,19) -> (1,13,19)
Connected (1,12,19) -> (1,11,19)
Connected (1,12,19) -> (1,12,20)
Connected (1,12,19) -> (1,12,18)
====================
1,12,20 (1,12,20)
Connected (1,12,20) -> (2,12,20)
Connected (1,12,20) -> (0,12,20)
Connected (1,12,20) -> (1,13,20)
Connected (1,12,20) -> (1,11,20)
Ignored (1,12,21) because it's out of bounds.
Connected (1,12,20) -> (1,12,19)
====================
1,13,-1 (1,13,-1)
Connected (1,13,-1) -> (2,13,-1)
Connected (1,13,-1) -> (0,13,-1)
Connected (1,13,-1) -> (1,14,-1)
Connected (1,13,-1) -> (1,12,-1)
Connected (1,13,-1) -> (1,13,0)
Ignored (1,13,-2) because it's out of bounds.
====================
1,13,0 (1,13,0)
Connected (1,13,0) -> (2,13,0)
Connected (1,13,0) -> (0,13,0)
Connected (1,13,0) -> (1,14,0)
Connected (1,13,0) -> (1,12,0)
Connected (1,13,0) -> (1,13,1)
Connected (1,13,0) -> (1,13,-1)
====================
1,13,1 (1,13,1)
Connected (1,13,1) -> (2,13,1)
Connected (1,13,1) -> (0,13,1)
Connected (1,13,1) -> (1,14,1)
Connected (1,13,1) -> (1,12,1)
Connected (1,13,1) -> (1,13,2)
Connected (1,13,1) -> (1,13,0)
====================
1,13,2 (1,13,2)
Connected (1,13,2) -> (2,13,2)
Connected (1,13,2) -> (0,13,2)
Connected (1,13,2) -> (1,14,2)
Connected (1,13,2) -> (1,12,2)
Connected (1,13,2) -> (1,13,3)
Connected (1,13,2) -> (1,13,1)
====================
1,13,3 (1,13,3)
Connected (1,13,3) -> (2,13,3)
Connected (1,13,3) -> (0,13,3)
Connected (1,13,3) -> (1,14,3)
Connected (1,13,3) -> (1,12,3)
Connected (1,13,3) -> (1,13,4)
Connected (1,13,3) -> (1,13,2)
====================
1,13,4 (1,13,4)
Connected (1,13,4) -> (2,13,4)
Connected (1,13,4) -> (0,13,4)
Connected (1,13,4) -> (1,14,4)
Connected (1,13,4) -> (1,12,4)
Connected (1,13,4) -> (1,13,5)
Connected (1,13,4) -> (1,13,3)
====================
1,13,5 (1,13,5)
Connected (1,13,5) -> (2,13,5)
Connected (1,13,5) -> (0,13,5)
Connected (1,13,5) -> (1,14,5)
Connected (1,13,5) -> (1,12,5)
Connected (1,13,5) -> (1,13,6)
Connected (1,13,5) -> (1,13,4)
====================
1,13,6 (1,13,6)
Ignored (2,13,6) because a block exists there.
Connected (1,13,6) -> (0,13,6)
Connected (1,13,6) -> (1,14,6)
Connected (1,13,6) -> (1,12,6)
Connected (1,13,6) -> (1,13,7)
Connected (1,13,6) -> (1,13,5)
====================
1,13,7 (1,13,7)
Ignored (2,13,7) because a block exists there.
Connected (1,13,7) -> (0,13,7)
Connected (1,13,7) -> (1,14,7)
Connected (1,13,7) -> (1,12,7)
Connected (1,13,7) -> (1,13,8)
Connected (1,13,7) -> (1,13,6)
====================
1,13,8 (1,13,8)
Ignored (2,13,8) because a block exists there.
Connected (1,13,8) -> (0,13,8)
Connected (1,13,8) -> (1,14,8)
Connected (1,13,8) -> (1,12,8)
Connected (1,13,8) -> (1,13,9)
Connected (1,13,8) -> (1,13,7)
====================
1,13,9 (1,13,9)
Ignored (2,13,9) because a block exists there.
Connected (1,13,9) -> (0,13,9)
Connected (1,13,9) -> (1,14,9)
Ignored (1,12,9) because a block exists there.
Connected (1,13,9) -> (1,13,10)
Connected (1,13,9) -> (1,13,8)
====================
1,13,10 (1,13,10)
Ignored (2,13,10) because a block exists there.
Connected (1,13,10) -> (0,13,10)
Connected (1,13,10) -> (1,14,10)
Ignored (1,12,10) because a block exists there.
Connected (1,13,10) -> (1,13,11)
Connected (1,13,10) -> (1,13,9)
====================
1,13,11 (1,13,11)
Ignored (2,13,11) because a block exists there.
Connected (1,13,11) -> (0,13,11)
Connected (1,13,11) -> (1,14,11)
Connected (1,13,11) -> (1,12,11)
Connected (1,13,11) -> (1,13,12)
Connected (1,13,11) -> (1,13,10)
====================
1,13,12 (1,13,12)
Connected (1,13,12) -> (2,13,12)
Connected (1,13,12) -> (0,13,12)
Connected (1,13,12) -> (1,14,12)
Connected (1,13,12) -> (1,12,12)
Connected (1,13,12) -> (1,13,13)
Connected (1,13,12) -> (1,13,11)
====================
1,13,13 (1,13,13)
Ignored (2,13,13) because a block exists there.
Connected (1,13,13) -> (0,13,13)
Connected (1,13,13) -> (1,14,13)
Connected (1,13,13) -> (1,12,13)
Connected (1,13,13) -> (1,13,14)
Connected (1,13,13) -> (1,13,12)
====================
1,13,14 (1,13,14)
Connected (1,13,14) -> (2,13,14)
Connected (1,13,14) -> (0,13,14)
Connected (1,13,14) -> (1,14,14)
Connected (1,13,14) -> (1,12,14)
Connected (1,13,14) -> (1,13,15)
Connected (1,13,14) -> (1,13,13)
====================
1,13,15 (1,13,15)
Connected (1,13,15) -> (2,13,15)
Connected (1,13,15) -> (0,13,15)
Connected (1,13,15) -> (1,14,15)
Connected (1,13,15) -> (1,12,15)
Connected (1,13,15) -> (1,13,16)
Connected (1,13,15) -> (1,13,14)
====================
1,13,16 (1,13,16)
Connected (1,13,16) -> (2,13,16)
Connected (1,13,16) -> (0,13,16)
Connected (1,13,16) -> (1,14,16)
Connected (1,13,16) -> (1,12,16)
Connected (1,13,16) -> (1,13,17)
Connected (1,13,16) -> (1,13,15)
====================
1,13,17 (1,13,17)
Connected (1,13,17) -> (2,13,17)
Connected (1,13,17) -> (0,13,17)
Connected (1,13,17) -> (1,14,17)
Connected (1,13,17) -> (1,12,17)
Connected (1,13,17) -> (1,13,18)
Connected (1,13,17) -> (1,13,16)
====================
1,13,18 (1,13,18)
Connected (1,13,18) -> (2,13,18)
Connected (1,13,18) -> (0,13,18)
Connected (1,13,18) -> (1,14,18)
Connected (1,13,18) -> (1,12,18)
Connected (1,13,18) -> (1,13,19)
Connected (1,13,18) -> (1,13,17)
====================
1,13,19 (1,13,19)
Connected (1,13,19) -> (2,13,19)
Connected (1,13,19) -> (0,13,19)
Connected (1,13,19) -> (1,14,19)
Connected (1,13,19) -> (1,12,19)
Connected (1,13,19) -> (1,13,20)
Connected (1,13,19) -> (1,13,18)
====================
1,13,20 (1,13,20)
Connected (1,13,20) -> (2,13,20)
Connected (1,13,20) -> (0,13,20)
Connected (1,13,20) -> (1,14,20)
Connected (1,13,20) -> (1,12,20)
Ignored (1,13,21) because it's out of bounds.
Connected (1,13,20) -> (1,13,19)
====================
1,14,-1 (1,14,-1)
Connected (1,14,-1) -> (2,14,-1)
Connected (1,14,-1) -> (0,14,-1)
Connected (1,14,-1) -> (1,15,-1)
Connected (1,14,-1) -> (1,13,-1)
Connected (1,14,-1) -> (1,14,0)
Ignored (1,14,-2) because it's out of bounds.
====================
1,14,0 (1,14,0)
Connected (1,14,0) -> (2,14,0)
Connected (1,14,0) -> (0,14,0)
Connected (1,14,0) -> (1,15,0)
Connected (1,14,0) -> (1,13,0)
Connected (1,14,0) -> (1,14,1)
Connected (1,14,0) -> (1,14,-1)
====================
1,14,1 (1,14,1)
Connected (1,14,1) -> (2,14,1)
Connected (1,14,1) -> (0,14,1)
Connected (1,14,1) -> (1,15,1)
Connected (1,14,1) -> (1,13,1)
Connected (1,14,1) -> (1,14,2)
Connected (1,14,1) -> (1,14,0)
====================
1,14,2 (1,14,2)
Connected (1,14,2) -> (2,14,2)
Connected (1,14,2) -> (0,14,2)
Connected (1,14,2) -> (1,15,2)
Connected (1,14,2) -> (1,13,2)
Connected (1,14,2) -> (1,14,3)
Connected (1,14,2) -> (1,14,1)
====================
1,14,3 (1,14,3)
Connected (1,14,3) -> (2,14,3)
Connected (1,14,3) -> (0,14,3)
Connected (1,14,3) -> (1,15,3)
Connected (1,14,3) -> (1,13,3)
Connected (1,14,3) -> (1,14,4)
Connected (1,14,3) -> (1,14,2)
====================
1,14,4 (1,14,4)
Connected (1,14,4) -> (2,14,4)
Connected (1,14,4) -> (0,14,4)
Connected (1,14,4) -> (1,15,4)
Connected (1,14,4) -> (1,13,4)
Connected (1,14,4) -> (1,14,5)
Connected (1,14,4) -> (1,14,3)
====================
1,14,5 (1,14,5)
Connected (1,14,5) -> (2,14,5)
Connected (1,14,5) -> (0,14,5)
Connected (1,14,5) -> (1,15,5)
Connected (1,14,5) -> (1,13,5)
Connected (1,14,5) -> (1,14,6)
Connected (1,14,5) -> (1,14,4)
====================
1,14,6 (1,14,6)
Connected (1,14,6) -> (2,14,6)
Connected (1,14,6) -> (0,14,6)
Connected (1,14,6) -> (1,15,6)
Connected (1,14,6) -> (1,13,6)
Connected (1,14,6) -> (1,14,7)
Connected (1,14,6) -> (1,14,5)
====================
1,14,7 (1,14,7)
Connected (1,14,7) -> (2,14,7)
Connected (1,14,7) -> (0,14,7)
Connected (1,14,7) -> (1,15,7)
Connected (1,14,7) -> (1,13,7)
Connected (1,14,7) -> (1,14,8)
Connected (1,14,7) -> (1,14,6)
====================
1,14,8 (1,14,8)
Ignored (2,14,8) because a block exists there.
Connected (1,14,8) -> (0,14,8)
Connected (1,14,8) -> (1,15,8)
Connected (1,14,8) -> (1,13,8)
Connected (1,14,8) -> (1,14,9)
Connected (1,14,8) -> (1,14,7)
====================
1,14,9 (1,14,9)
Ignored (2,14,9) because a block exists there.
Connected (1,14,9) -> (0,14,9)
Connected (1,14,9) -> (1,15,9)
Connected (1,14,9) -> (1,13,9)
Connected (1,14,9) -> (1,14,10)
Connected (1,14,9) -> (1,14,8)
====================
1,14,10 (1,14,10)
Ignored (2,14,10) because a block exists there.
Connected (1,14,10) -> (0,14,10)
Connected (1,14,10) -> (1,15,10)
Connected (1,14,10) -> (1,13,10)
Connected (1,14,10) -> (1,14,11)
Connected (1,14,10) -> (1,14,9)
====================
1,14,11 (1,14,11)
Ignored (2,14,11) because a block exists there.
Connected (1,14,11) -> (0,14,11)
Connected (1,14,11) -> (1,15,11)
Connected (1,14,11) -> (1,13,11)
Connected (1,14,11) -> (1,14,12)
Connected (1,14,11) -> (1,14,10)
====================
1,14,12 (1,14,12)
Connected (1,14,12) -> (2,14,12)
Connected (1,14,12) -> (0,14,12)
Connected (1,14,12) -> (1,15,12)
Connected (1,14,12) -> (1,13,12)
Connected (1,14,12) -> (1,14,13)
Connected (1,14,12) -> (1,14,11)
====================
1,14,13 (1,14,13)
Ignored (2,14,13) because a block exists there.
Connected (1,14,13) -> (0,14,13)
Connected (1,14,13) -> (1,15,13)
Connected (1,14,13) -> (1,13,13)
Connected (1,14,13) -> (1,14,14)
Connected (1,14,13) -> (1,14,12)
====================
1,14,14 (1,14,14)
Connected (1,14,14) -> (2,14,14)
Connected (1,14,14) -> (0,14,14)
Connected (1,14,14) -> (1,15,14)
Connected (1,14,14) -> (1,13,14)
Connected (1,14,14) -> (1,14,15)
Connected (1,14,14) -> (1,14,13)
====================
1,14,15 (1,14,15)
Connected (1,14,15) -> (2,14,15)
Connected (1,14,15) -> (0,14,15)
Connected (1,14,15) -> (1,15,15)
Connected (1,14,15) -> (1,13,15)
Connected (1,14,15) -> (1,14,16)
Connected (1,14,15) -> (1,14,14)
====================
1,14,16 (1,14,16)
Connected (1,14,16) -> (2,14,16)
Connected (1,14,16) -> (0,14,16)
Connected (1,14,16) -> (1,15,16)
Connected (1,14,16) -> (1,13,16)
Connected (1,14,16) -> (1,14,17)
Connected (1,14,16) -> (1,14,15)
====================
1,14,17 (1,14,17)
Connected (1,14,17) -> (2,14,17)
Connected (1,14,17) -> (0,14,17)
Connected (1,14,17) -> (1,15,17)
Connected (1,14,17) -> (1,13,17)
Connected (1,14,17) -> (1,14,18)
Connected (1,14,17) -> (1,14,16)
====================
1,14,18 (1,14,18)
Connected (1,14,18) -> (2,14,18)
Connected (1,14,18) -> (0,14,18)
Connected (1,14,18) -> (1,15,18)
Connected (1,14,18) -> (1,13,18)
Connected (1,14,18) -> (1,14,19)
Connected (1,14,18) -> (1,14,17)
====================
1,14,19 (1,14,19)
Connected (1,14,19) -> (2,14,19)
Connected (1,14,19) -> (0,14,19)
Connected (1,14,19) -> (1,15,19)
Connected (1,14,19) -> (1,13,19)
Connected (1,14,19) -> (1,14,20)
Connected (1,14,19) -> (1,14,18)
====================
1,14,20 (1,14,20)
Connected (1,14,20) -> (2,14,20)
Connected (1,14,20) -> (0,14,20)
Connected (1,14,20) -> (1,15,20)
Connected (1,14,20) -> (1,13,20)
Ignored (1,14,21) because it's out of bounds.
Connected (1,14,20) -> (1,14,19)
====================
1,15,-1 (1,15,-1)
Connected (1,15,-1) -> (2,15,-1)
Connected (1,15,-1) -> (0,15,-1)
Connected (1,15,-1) -> (1,16,-1)
Connected (1,15,-1) -> (1,14,-1)
Connected (1,15,-1) -> (1,15,0)
Ignored (1,15,-2) because it's out of bounds.
====================
1,15,0 (1,15,0)
Connected (1,15,0) -> (2,15,0)
Connected (1,15,0) -> (0,15,0)
Connected (1,15,0) -> (1,16,0)
Connected (1,15,0) -> (1,14,0)
Connected (1,15,0) -> (1,15,1)
Connected (1,15,0) -> (1,15,-1)
====================
1,15,1 (1,15,1)
Connected (1,15,1) -> (2,15,1)
Connected (1,15,1) -> (0,15,1)
Connected (1,15,1) -> (1,16,1)
Connected (1,15,1) -> (1,14,1)
Connected (1,15,1) -> (1,15,2)
Connected (1,15,1) -> (1,15,0)
====================
1,15,2 (1,15,2)
Connected (1,15,2) -> (2,15,2)
Connected (1,15,2) -> (0,15,2)
Connected (1,15,2) -> (1,16,2)
Connected (1,15,2) -> (1,14,2)
Connected (1,15,2) -> (1,15,3)
Connected (1,15,2) -> (1,15,1)
====================
1,15,3 (1,15,3)
Connected (1,15,3) -> (2,15,3)
Connected (1,15,3) -> (0,15,3)
Connected (1,15,3) -> (1,16,3)
Connected (1,15,3) -> (1,14,3)
Connected (1,15,3) -> (1,15,4)
Connected (1,15,3) -> (1,15,2)
====================
1,15,4 (1,15,4)
Connected (1,15,4) -> (2,15,4)
Connected (1,15,4) -> (0,15,4)
Connected (1,15,4) -> (1,16,4)
Connected (1,15,4) -> (1,14,4)
Connected (1,15,4) -> (1,15,5)
Connected (1,15,4) -> (1,15,3)
====================
1,15,5 (1,15,5)
Connected (1,15,5) -> (2,15,5)
Connected (1,15,5) -> (0,15,5)
Connected (1,15,5) -> (1,16,5)
Connected (1,15,5) -> (1,14,5)
Connected (1,15,5) -> (1,15,6)
Connected (1,15,5) -> (1,15,4)
====================
1,15,6 (1,15,6)
Connected (1,15,6) -> (2,15,6)
Connected (1,15,6) -> (0,15,6)
Connected (1,15,6) -> (1,16,6)
Connected (1,15,6) -> (1,14,6)
Connected (1,15,6) -> (1,15,7)
Connected (1,15,6) -> (1,15,5)
====================
1,15,7 (1,15,7)
Connected (1,15,7) -> (2,15,7)
Connected (1,15,7) -> (0,15,7)
Connected (1,15,7) -> (1,16,7)
Connected (1,15,7) -> (1,14,7)
Connected (1,15,7) -> (1,15,8)
Connected (1,15,7) -> (1,15,6)
====================
1,15,8 (1,15,8)
Ignored (2,15,8) because a block exists there.
Connected (1,15,8) -> (0,15,8)
Connected (1,15,8) -> (1,16,8)
Connected (1,15,8) -> (1,14,8)
Connected (1,15,8) -> (1,15,9)
Connected (1,15,8) -> (1,15,7)
====================
1,15,9 (1,15,9)
Connected (1,15,9) -> (2,15,9)
Connected (1,15,9) -> (0,15,9)
Connected (1,15,9) -> (1,16,9)
Connected (1,15,9) -> (1,14,9)
Connected (1,15,9) -> (1,15,10)
Connected (1,15,9) -> (1,15,8)
====================
1,15,10 (1,15,10)
Connected (1,15,10) -> (2,15,10)
Connected (1,15,10) -> (0,15,10)
Connected (1,15,10) -> (1,16,10)
Connected (1,15,10) -> (1,14,10)
Connected (1,15,10) -> (1,15,11)
Connected (1,15,10) -> (1,15,9)
====================
1,15,11 (1,15,11)
Connected (1,15,11) -> (2,15,11)
Connected (1,15,11) -> (0,15,11)
Connected (1,15,11) -> (1,16,11)
Connected (1,15,11) -> (1,14,11)
Connected (1,15,11) -> (1,15,12)
Connected (1,15,11) -> (1,15,10)
====================
1,15,12 (1,15,12)
Ignored (2,15,12) because a block exists there.
Connected (1,15,12) -> (0,15,12)
Connected (1,15,12) -> (1,16,12)
Connected (1,15,12) -> (1,14,12)
Connected (1,15,12) -> (1,15,13)
Connected (1,15,12) -> (1,15,11)
====================
1,15,13 (1,15,13)
Connected (1,15,13) -> (2,15,13)
Connected (1,15,13) -> (0,15,13)
Connected (1,15,13) -> (1,16,13)
Connected (1,15,13) -> (1,14,13)
Connected (1,15,13) -> (1,15,14)
Connected (1,15,13) -> (1,15,12)
====================
1,15,14 (1,15,14)
Connected (1,15,14) -> (2,15,14)
Connected (1,15,14) -> (0,15,14)
Connected (1,15,14) -> (1,16,14)
Connected (1,15,14) -> (1,14,14)
Connected (1,15,14) -> (1,15,15)
Connected (1,15,14) -> (1,15,13)
====================
1,15,15 (1,15,15)
Connected (1,15,15) -> (2,15,15)
Connected (1,15,15) -> (0,15,15)
Connected (1,15,15) -> (1,16,15)
Connected (1,15,15) -> (1,14,15)
Connected (1,15,15) -> (1,15,16)
Connected (1,15,15) -> (1,15,14)
====================
1,15,16 (1,15,16)
Connected (1,15,16) -> (2,15,16)
Connected (1,15,16) -> (0,15,16)
Connected (1,15,16) -> (1,16,16)
Connected (1,15,16) -> (1,14,16)
Connected (1,15,16) -> (1,15,17)
Connected (1,15,16) -> (1,15,15)
====================
1,15,17 (1,15,17)
Connected (1,15,17) -> (2,15,17)
Connected (1,15,17) -> (0,15,17)
Connected (1,15,17) -> (1,16,17)
Connected (1,15,17) -> (1,14,17)
Connected (1,15,17) -> (1,15,18)
Connected (1,15,17) -> (1,15,16)
====================
1,15,18 (1,15,18)
Connected (1,15,18) -> (2,15,18)
Connected (1,15,18) -> (0,15,18)
Connected (1,15,18) -> (1,16,18)
Connected (1,15,18) -> (1,14,18)
Connected (1,15,18) -> (1,15,19)
Connected (1,15,18) -> (1,15,17)
====================
1,15,19 (1,15,19)
Connected (1,15,19) -> (2,15,19)
Connected (1,15,19) -> (0,15,19)
Connected (1,15,19) -> (1,16,19)
Connected (1,15,19) -> (1,14,19)
Connected (1,15,19) -> (1,15,20)
Connected (1,15,19) -> (1,15,18)
====================
1,15,20 (1,15,20)
Connected (1,15,20) -> (2,15,20)
Connected (1,15,20) -> (0,15,20)
Connected (1,15,20) -> (1,16,20)
Connected (1,15,20) -> (1,14,20)
Ignored (1,15,21) because it's out of bounds.
Connected (1,15,20) -> (1,15,19)
====================
1,16,-1 (1,16,-1)
Connected (1,16,-1) -> (2,16,-1)
Connected (1,16,-1) -> (0,16,-1)
Connected (1,16,-1) -> (1,17,-1)
Connected (1,16,-1) -> (1,15,-1)
Connected (1,16,-1) -> (1,16,0)
Ignored (1,16,-2) because it's out of bounds.
====================
1,16,0 (1,16,0)
Connected (1,16,0) -> (2,16,0)
Connected (1,16,0) -> (0,16,0)
Connected (1,16,0) -> (1,17,0)
Connected (1,16,0) -> (1,15,0)
Connected (1,16,0) -> (1,16,1)
Connected (1,16,0) -> (1,16,-1)
====================
1,16,1 (1,16,1)
Connected (1,16,1) -> (2,16,1)
Connected (1,16,1) -> (0,16,1)
Connected (1,16,1) -> (1,17,1)
Connected (1,16,1) -> (1,15,1)
Connected (1,16,1) -> (1,16,2)
Connected (1,16,1) -> (1,16,0)
====================
1,16,2 (1,16,2)
Connected (1,16,2) -> (2,16,2)
Connected (1,16,2) -> (0,16,2)
Connected (1,16,2) -> (1,17,2)
Connected (1,16,2) -> (1,15,2)
Connected (1,16,2) -> (1,16,3)
Connected (1,16,2) -> (1,16,1)
====================
1,16,3 (1,16,3)
Connected (1,16,3) -> (2,16,3)
Connected (1,16,3) -> (0,16,3)
Connected (1,16,3) -> (1,17,3)
Connected (1,16,3) -> (1,15,3)
Connected (1,16,3) -> (1,16,4)
Connected (1,16,3) -> (1,16,2)
====================
1,16,4 (1,16,4)
Connected (1,16,4) -> (2,16,4)
Connected (1,16,4) -> (0,16,4)
Connected (1,16,4) -> (1,17,4)
Connected (1,16,4) -> (1,15,4)
Connected (1,16,4) -> (1,16,5)
Connected (1,16,4) -> (1,16,3)
====================
1,16,5 (1,16,5)
Connected (1,16,5) -> (2,16,5)
Connected (1,16,5) -> (0,16,5)
Connected (1,16,5) -> (1,17,5)
Connected (1,16,5) -> (1,15,5)
Connected (1,16,5) -> (1,16,6)
Connected (1,16,5) -> (1,16,4)
====================
1,16,6 (1,16,6)
Connected (1,16,6) -> (2,16,6)
Connected (1,16,6) -> (0,16,6)
Connected (1,16,6) -> (1,17,6)
Connected (1,16,6) -> (1,15,6)
Connected (1,16,6) -> (1,16,7)
Connected (1,16,6) -> (1,16,5)
====================
1,16,7 (1,16,7)
Connected (1,16,7) -> (2,16,7)
Connected (1,16,7) -> (0,16,7)
Connected (1,16,7) -> (1,17,7)
Connected (1,16,7) -> (1,15,7)
Connected (1,16,7) -> (1,16,8)
Connected (1,16,7) -> (1,16,6)
====================
1,16,8 (1,16,8)
Connected (1,16,8) -> (2,16,8)
Connected (1,16,8) -> (0,16,8)
Connected (1,16,8) -> (1,17,8)
Connected (1,16,8) -> (1,15,8)
Connected (1,16,8) -> (1,16,9)
Connected (1,16,8) -> (1,16,7)
====================
1,16,9 (1,16,9)
Connected (1,16,9) -> (2,16,9)
Connected (1,16,9) -> (0,16,9)
Connected (1,16,9) -> (1,17,9)
Connected (1,16,9) -> (1,15,9)
Connected (1,16,9) -> (1,16,10)
Connected (1,16,9) -> (1,16,8)
====================
1,16,10 (1,16,10)
Connected (1,16,10) -> (2,16,10)
Connected (1,16,10) -> (0,16,10)
Connected (1,16,10) -> (1,17,10)
Connected (1,16,10) -> (1,15,10)
Connected (1,16,10) -> (1,16,11)
Connected (1,16,10) -> (1,16,9)
====================
1,16,11 (1,16,11)
Connected (1,16,11) -> (2,16,11)
Connected (1,16,11) -> (0,16,11)
Connected (1,16,11) -> (1,17,11)
Connected (1,16,11) -> (1,15,11)
Connected (1,16,11) -> (1,16,12)
Connected (1,16,11) -> (1,16,10)
====================
1,16,12 (1,16,12)
Connected (1,16,12) -> (2,16,12)
Connected (1,16,12) -> (0,16,12)
Connected (1,16,12) -> (1,17,12)
Connected (1,16,12) -> (1,15,12)
Connected (1,16,12) -> (1,16,13)
Connected (1,16,12) -> (1,16,11)
====================
1,16,13 (1,16,13)
Connected (1,16,13) -> (2,16,13)
Connected (1,16,13) -> (0,16,13)
Connected (1,16,13) -> (1,17,13)
Connected (1,16,13) -> (1,15,13)
Connected (1,16,13) -> (1,16,14)
Connected (1,16,13) -> (1,16,12)
====================
1,16,14 (1,16,14)
Connected (1,16,14) -> (2,16,14)
Connected (1,16,14) -> (0,16,14)
Connected (1,16,14) -> (1,17,14)
Connected (1,16,14) -> (1,15,14)
Connected (1,16,14) -> (1,16,15)
Connected (1,16,14) -> (1,16,13)
====================
1,16,15 (1,16,15)
Connected (1,16,15) -> (2,16,15)
Connected (1,16,15) -> (0,16,15)
Connected (1,16,15) -> (1,17,15)
Connected (1,16,15) -> (1,15,15)
Connected (1,16,15) -> (1,16,16)
Connected (1,16,15) -> (1,16,14)
====================
1,16,16 (1,16,16)
Connected (1,16,16) -> (2,16,16)
Connected (1,16,16) -> (0,16,16)
Connected (1,16,16) -> (1,17,16)
Connected (1,16,16) -> (1,15,16)
Connected (1,16,16) -> (1,16,17)
Connected (1,16,16) -> (1,16,15)
====================
1,16,17 (1,16,17)
Connected (1,16,17) -> (2,16,17)
Connected (1,16,17) -> (0,16,17)
Connected (1,16,17) -> (1,17,17)
Connected (1,16,17) -> (1,15,17)
Connected (1,16,17) -> (1,16,18)
Connected (1,16,17) -> (1,16,16)
====================
1,16,18 (1,16,18)
Connected (1,16,18) -> (2,16,18)
Connected (1,16,18) -> (0,16,18)
Connected (1,16,18) -> (1,17,18)
Connected (1,16,18) -> (1,15,18)
Connected (1,16,18) -> (1,16,19)
Connected (1,16,18) -> (1,16,17)
====================
1,16,19 (1,16,19)
Connected (1,16,19) -> (2,16,19)
Connected (1,16,19) -> (0,16,19)
Connected (1,16,19) -> (1,17,19)
Connected (1,16,19) -> (1,15,19)
Connected (1,16,19) -> (1,16,20)
Connected (1,16,19) -> (1,16,18)
====================
1,16,20 (1,16,20)
Connected (1,16,20) -> (2,16,20)
Connected (1,16,20) -> (0,16,20)
Connected (1,16,20) -> (1,17,20)
Connected (1,16,20) -> (1,15,20)
Ignored (1,16,21) because it's out of bounds.
Connected (1,16,20) -> (1,16,19)
====================
1,17,-1 (1,17,-1)
Connected (1,17,-1) -> (2,17,-1)
Connected (1,17,-1) -> (0,17,-1)
Connected (1,17,-1) -> (1,18,-1)
Connected (1,17,-1) -> (1,16,-1)
Connected (1,17,-1) -> (1,17,0)
Ignored (1,17,-2) because it's out of bounds.
====================
1,17,0 (1,17,0)
Connected (1,17,0) -> (2,17,0)
Connected (1,17,0) -> (0,17,0)
Connected (1,17,0) -> (1,18,0)
Connected (1,17,0) -> (1,16,0)
Connected (1,17,0) -> (1,17,1)
Connected (1,17,0) -> (1,17,-1)
====================
1,17,1 (1,17,1)
Connected (1,17,1) -> (2,17,1)
Connected (1,17,1) -> (0,17,1)
Connected (1,17,1) -> (1,18,1)
Connected (1,17,1) -> (1,16,1)
Connected (1,17,1) -> (1,17,2)
Connected (1,17,1) -> (1,17,0)
====================
1,17,2 (1,17,2)
Connected (1,17,2) -> (2,17,2)
Connected (1,17,2) -> (0,17,2)
Connected (1,17,2) -> (1,18,2)
Connected (1,17,2) -> (1,16,2)
Connected (1,17,2) -> (1,17,3)
Connected (1,17,2) -> (1,17,1)
====================
1,17,3 (1,17,3)
Connected (1,17,3) -> (2,17,3)
Connected (1,17,3) -> (0,17,3)
Connected (1,17,3) -> (1,18,3)
Connected (1,17,3) -> (1,16,3)
Connected (1,17,3) -> (1,17,4)
Connected (1,17,3) -> (1,17,2)
====================
1,17,4 (1,17,4)
Connected (1,17,4) -> (2,17,4)
Connected (1,17,4) -> (0,17,4)
Connected (1,17,4) -> (1,18,4)
Connected (1,17,4) -> (1,16,4)
Connected (1,17,4) -> (1,17,5)
Connected (1,17,4) -> (1,17,3)
====================
1,17,5 (1,17,5)
Connected (1,17,5) -> (2,17,5)
Connected (1,17,5) -> (0,17,5)
Connected (1,17,5) -> (1,18,5)
Connected (1,17,5) -> (1,16,5)
Connected (1,17,5) -> (1,17,6)
Connected (1,17,5) -> (1,17,4)
====================
1,17,6 (1,17,6)
Connected (1,17,6) -> (2,17,6)
Connected (1,17,6) -> (0,17,6)
Connected (1,17,6) -> (1,18,6)
Connected (1,17,6) -> (1,16,6)
Connected (1,17,6) -> (1,17,7)
Connected (1,17,6) -> (1,17,5)
====================
1,17,7 (1,17,7)
Connected (1,17,7) -> (2,17,7)
Connected (1,17,7) -> (0,17,7)
Connected (1,17,7) -> (1,18,7)
Connected (1,17,7) -> (1,16,7)
Connected (1,17,7) -> (1,17,8)
Connected (1,17,7) -> (1,17,6)
====================
1,17,8 (1,17,8)
Connected (1,17,8) -> (2,17,8)
Connected (1,17,8) -> (0,17,8)
Connected (1,17,8) -> (1,18,8)
Connected (1,17,8) -> (1,16,8)
Connected (1,17,8) -> (1,17,9)
Connected (1,17,8) -> (1,17,7)
====================
1,17,9 (1,17,9)
Connected (1,17,9) -> (2,17,9)
Connected (1,17,9) -> (0,17,9)
Connected (1,17,9) -> (1,18,9)
Connected (1,17,9) -> (1,16,9)
Connected (1,17,9) -> (1,17,10)
Connected (1,17,9) -> (1,17,8)
====================
1,17,10 (1,17,10)
Connected (1,17,10) -> (2,17,10)
Connected (1,17,10) -> (0,17,10)
Connected (1,17,10) -> (1,18,10)
Connected (1,17,10) -> (1,16,10)
Connected (1,17,10) -> (1,17,11)
Connected (1,17,10) -> (1,17,9)
====================
1,17,11 (1,17,11)
Connected (1,17,11) -> (2,17,11)
Connected (1,17,11) -> (0,17,11)
Connected (1,17,11) -> (1,18,11)
Connected (1,17,11) -> (1,16,11)
Connected (1,17,11) -> (1,17,12)
Connected (1,17,11) -> (1,17,10)
====================
1,17,12 (1,17,12)
Connected (1,17,12) -> (2,17,12)
Connected (1,17,12) -> (0,17,12)
Connected (1,17,12) -> (1,18,12)
Connected (1,17,12) -> (1,16,12)
Connected (1,17,12) -> (1,17,13)
Connected (1,17,12) -> (1,17,11)
====================
1,17,13 (1,17,13)
Connected (1,17,13) -> (2,17,13)
Connected (1,17,13) -> (0,17,13)
Connected (1,17,13) -> (1,18,13)
Connected (1,17,13) -> (1,16,13)
Connected (1,17,13) -> (1,17,14)
Connected (1,17,13) -> (1,17,12)
====================
1,17,14 (1,17,14)
Connected (1,17,14) -> (2,17,14)
Connected (1,17,14) -> (0,17,14)
Connected (1,17,14) -> (1,18,14)
Connected (1,17,14) -> (1,16,14)
Connected (1,17,14) -> (1,17,15)
Connected (1,17,14) -> (1,17,13)
====================
1,17,15 (1,17,15)
Connected (1,17,15) -> (2,17,15)
Connected (1,17,15) -> (0,17,15)
Connected (1,17,15) -> (1,18,15)
Connected (1,17,15) -> (1,16,15)
Connected (1,17,15) -> (1,17,16)
Connected (1,17,15) -> (1,17,14)
====================
1,17,16 (1,17,16)
Connected (1,17,16) -> (2,17,16)
Connected (1,17,16) -> (0,17,16)
Connected (1,17,16) -> (1,18,16)
Connected (1,17,16) -> (1,16,16)
Connected (1,17,16) -> (1,17,17)
Connected (1,17,16) -> (1,17,15)
====================
1,17,17 (1,17,17)
Connected (1,17,17) -> (2,17,17)
Connected (1,17,17) -> (0,17,17)
Connected (1,17,17) -> (1,18,17)
Connected (1,17,17) -> (1,16,17)
Connected (1,17,17) -> (1,17,18)
Connected (1,17,17) -> (1,17,16)
====================
1,17,18 (1,17,18)
Connected (1,17,18) -> (2,17,18)
Connected (1,17,18) -> (0,17,18)
Connected (1,17,18) -> (1,18,18)
Connected (1,17,18) -> (1,16,18)
Connected (1,17,18) -> (1,17,19)
Connected (1,17,18) -> (1,17,17)
====================
1,17,19 (1,17,19)
Connected (1,17,19) -> (2,17,19)
Connected (1,17,19) -> (0,17,19)
Connected (1,17,19) -> (1,18,19)
Connected (1,17,19) -> (1,16,19)
Connected (1,17,19) -> (1,17,20)
Connected (1,17,19) -> (1,17,18)
====================
1,17,20 (1,17,20)
Connected (1,17,20) -> (2,17,20)
Connected (1,17,20) -> (0,17,20)
Connected (1,17,20) -> (1,18,20)
Connected (1,17,20) -> (1,16,20)
Ignored (1,17,21) because it's out of bounds.
Connected (1,17,20) -> (1,17,19)
====================
1,18,-1 (1,18,-1)
Connected (1,18,-1) -> (2,18,-1)
Connected (1,18,-1) -> (0,18,-1)
Connected (1,18,-1) -> (1,19,-1)
Connected (1,18,-1) -> (1,17,-1)
Connected (1,18,-1) -> (1,18,0)
Ignored (1,18,-2) because it's out of bounds.
====================
1,18,0 (1,18,0)
Connected (1,18,0) -> (2,18,0)
Connected (1,18,0) -> (0,18,0)
Connected (1,18,0) -> (1,19,0)
Connected (1,18,0) -> (1,17,0)
Connected (1,18,0) -> (1,18,1)
Connected (1,18,0) -> (1,18,-1)
====================
1,18,1 (1,18,1)
Connected (1,18,1) -> (2,18,1)
Connected (1,18,1) -> (0,18,1)
Connected (1,18,1) -> (1,19,1)
Connected (1,18,1) -> (1,17,1)
Connected (1,18,1) -> (1,18,2)
Connected (1,18,1) -> (1,18,0)
====================
1,18,2 (1,18,2)
Connected (1,18,2) -> (2,18,2)
Connected (1,18,2) -> (0,18,2)
Connected (1,18,2) -> (1,19,2)
Connected (1,18,2) -> (1,17,2)
Connected (1,18,2) -> (1,18,3)
Connected (1,18,2) -> (1,18,1)
====================
1,18,3 (1,18,3)
Connected (1,18,3) -> (2,18,3)
Connected (1,18,3) -> (0,18,3)
Connected (1,18,3) -> (1,19,3)
Connected (1,18,3) -> (1,17,3)
Connected (1,18,3) -> (1,18,4)
Connected (1,18,3) -> (1,18,2)
====================
1,18,4 (1,18,4)
Connected (1,18,4) -> (2,18,4)
Connected (1,18,4) -> (0,18,4)
Connected (1,18,4) -> (1,19,4)
Connected (1,18,4) -> (1,17,4)
Connected (1,18,4) -> (1,18,5)
Connected (1,18,4) -> (1,18,3)
====================
1,18,5 (1,18,5)
Connected (1,18,5) -> (2,18,5)
Connected (1,18,5) -> (0,18,5)
Connected (1,18,5) -> (1,19,5)
Connected (1,18,5) -> (1,17,5)
Connected (1,18,5) -> (1,18,6)
Connected (1,18,5) -> (1,18,4)
====================
1,18,6 (1,18,6)
Connected (1,18,6) -> (2,18,6)
Connected (1,18,6) -> (0,18,6)
Connected (1,18,6) -> (1,19,6)
Connected (1,18,6) -> (1,17,6)
Connected (1,18,6) -> (1,18,7)
Connected (1,18,6) -> (1,18,5)
====================
1,18,7 (1,18,7)
Connected (1,18,7) -> (2,18,7)
Connected (1,18,7) -> (0,18,7)
Connected (1,18,7) -> (1,19,7)
Connected (1,18,7) -> (1,17,7)
Connected (1,18,7) -> (1,18,8)
Connected (1,18,7) -> (1,18,6)
====================
1,18,8 (1,18,8)
Connected (1,18,8) -> (2,18,8)
Connected (1,18,8) -> (0,18,8)
Connected (1,18,8) -> (1,19,8)
Connected (1,18,8) -> (1,17,8)
Connected (1,18,8) -> (1,18,9)
Connected (1,18,8) -> (1,18,7)
====================
1,18,9 (1,18,9)
Connected (1,18,9) -> (2,18,9)
Connected (1,18,9) -> (0,18,9)
Connected (1,18,9) -> (1,19,9)
Connected (1,18,9) -> (1,17,9)
Connected (1,18,9) -> (1,18,10)
Connected (1,18,9) -> (1,18,8)
====================
1,18,10 (1,18,10)
Connected (1,18,10) -> (2,18,10)
Connected (1,18,10) -> (0,18,10)
Connected (1,18,10) -> (1,19,10)
Connected (1,18,10) -> (1,17,10)
Connected (1,18,10) -> (1,18,11)
Connected (1,18,10) -> (1,18,9)
====================
1,18,11 (1,18,11)
Connected (1,18,11) -> (2,18,11)
Connected (1,18,11) -> (0,18,11)
Connected (1,18,11) -> (1,19,11)
Connected (1,18,11) -> (1,17,11)
Connected (1,18,11) -> (1,18,12)
Connected (1,18,11) -> (1,18,10)
====================
1,18,12 (1,18,12)
Connected (1,18,12) -> (2,18,12)
Connected (1,18,12) -> (0,18,12)
Connected (1,18,12) -> (1,19,12)
Connected (1,18,12) -> (1,17,12)
Connected (1,18,12) -> (1,18,13)
Connected (1,18,12) -> (1,18,11)
====================
1,18,13 (1,18,13)
Connected (1,18,13) -> (2,18,13)
Connected (1,18,13) -> (0,18,13)
Connected (1,18,13) -> (1,19,13)
Connected (1,18,13) -> (1,17,13)
Connected (1,18,13) -> (1,18,14)
Connected (1,18,13) -> (1,18,12)
====================
1,18,14 (1,18,14)
Connected (1,18,14) -> (2,18,14)
Connected (1,18,14) -> (0,18,14)
Connected (1,18,14) -> (1,19,14)
Connected (1,18,14) -> (1,17,14)
Connected (1,18,14) -> (1,18,15)
Connected (1,18,14) -> (1,18,13)
====================
1,18,15 (1,18,15)
Connected (1,18,15) -> (2,18,15)
Connected (1,18,15) -> (0,18,15)
Connected (1,18,15) -> (1,19,15)
Connected (1,18,15) -> (1,17,15)
Connected (1,18,15) -> (1,18,16)
Connected (1,18,15) -> (1,18,14)
====================
1,18,16 (1,18,16)
Connected (1,18,16) -> (2,18,16)
Connected (1,18,16) -> (0,18,16)
Connected (1,18,16) -> (1,19,16)
Connected (1,18,16) -> (1,17,16)
Connected (1,18,16) -> (1,18,17)
Connected (1,18,16) -> (1,18,15)
====================
1,18,17 (1,18,17)
Connected (1,18,17) -> (2,18,17)
Connected (1,18,17) -> (0,18,17)
Connected (1,18,17) -> (1,19,17)
Connected (1,18,17) -> (1,17,17)
Connected (1,18,17) -> (1,18,18)
Connected (1,18,17) -> (1,18,16)
====================
1,18,18 (1,18,18)
Connected (1,18,18) -> (2,18,18)
Connected (1,18,18) -> (0,18,18)
Connected (1,18,18) -> (1,19,18)
Connected (1,18,18) -> (1,17,18)
Connected (1,18,18) -> (1,18,19)
Connected (1,18,18) -> (1,18,17)
====================
1,18,19 (1,18,19)
Connected (1,18,19) -> (2,18,19)
Connected (1,18,19) -> (0,18,19)
Connected (1,18,19) -> (1,19,19)
Connected (1,18,19) -> (1,17,19)
Connected (1,18,19) -> (1,18,20)
Connected (1,18,19) -> (1,18,18)
====================
1,18,20 (1,18,20)
Connected (1,18,20) -> (2,18,20)
Connected (1,18,20) -> (0,18,20)
Connected (1,18,20) -> (1,19,20)
Connected (1,18,20) -> (1,17,20)
Ignored (1,18,21) because it's out of bounds.
Connected (1,18,20) -> (1,18,19)
====================
1,19,-1 (1,19,-1)
Connected (1,19,-1) -> (2,19,-1)
Connected (1,19,-1) -> (0,19,-1)
Ignored (1,20,-1) because it's out of bounds.
Connected (1,19,-1) -> (1,18,-1)
Connected (1,19,-1) -> (1,19,0)
Ignored (1,19,-2) because it's out of bounds.
====================
1,19,0 (1,19,0)
Connected (1,19,0) -> (2,19,0)
Connected (1,19,0) -> (0,19,0)
Ignored (1,20,0) because it's out of bounds.
Connected (1,19,0) -> (1,18,0)
Connected (1,19,0) -> (1,19,1)
Connected (1,19,0) -> (1,19,-1)
====================
1,19,1 (1,19,1)
Connected (1,19,1) -> (2,19,1)
Connected (1,19,1) -> (0,19,1)
Ignored (1,20,1) because it's out of bounds.
Connected (1,19,1) -> (1,18,1)
Connected (1,19,1) -> (1,19,2)
Connected (1,19,1) -> (1,19,0)
====================
1,19,2 (1,19,2)
Connected (1,19,2) -> (2,19,2)
Connected (1,19,2) -> (0,19,2)
Ignored (1,20,2) because it's out of bounds.
Connected (1,19,2) -> (1,18,2)
Connected (1,19,2) -> (1,19,3)
Connected (1,19,2) -> (1,19,1)
====================
1,19,3 (1,19,3)
Connected (1,19,3) -> (2,19,3)
Connected (1,19,3) -> (0,19,3)
Ignored (1,20,3) because it's out of bounds.
Connected (1,19,3) -> (1,18,3)
Connected (1,19,3) -> (1,19,4)
Connected (1,19,3) -> (1,19,2)
====================
1,19,4 (1,19,4)
Connected (1,19,4) -> (2,19,4)
Connected (1,19,4) -> (0,19,4)
Ignored (1,20,4) because it's out of bounds.
Connected (1,19,4) -> (1,18,4)
Connected (1,19,4) -> (1,19,5)
Connected (1,19,4) -> (1,19,3)
====================
1,19,5 (1,19,5)
Connected (1,19,5) -> (2,19,5)
Connected (1,19,5) -> (0,19,5)
Ignored (1,20,5) because it's out of bounds.
Connected (1,19,5) -> (1,18,5)
Connected (1,19,5) -> (1,19,6)
Connected (1,19,5) -> (1,19,4)
====================
1,19,6 (1,19,6)
Connected (1,19,6) -> (2,19,6)
Connected (1,19,6) -> (0,19,6)
Ignored (1,20,6) because it's out of bounds.
Connected (1,19,6) -> (1,18,6)
Connected (1,19,6) -> (1,19,7)
Connected (1,19,6) -> (1,19,5)
====================
1,19,7 (1,19,7)
Connected (1,19,7) -> (2,19,7)
Connected (1,19,7) -> (0,19,7)
Ignored (1,20,7) because it's out of bounds.
Connected (1,19,7) -> (1,18,7)
Connected (1,19,7) -> (1,19,8)
Connected (1,19,7) -> (1,19,6)
====================
1,19,8 (1,19,8)
Connected (1,19,8) -> (2,19,8)
Connected (1,19,8) -> (0,19,8)
Ignored (1,20,8) because it's out of bounds.
Connected (1,19,8) -> (1,18,8)
Connected (1,19,8) -> (1,19,9)
Connected (1,19,8) -> (1,19,7)
====================
1,19,9 (1,19,9)
Connected (1,19,9) -> (2,19,9)
Connected (1,19,9) -> (0,19,9)
Ignored (1,20,9) because it's out of bounds.
Connected (1,19,9) -> (1,18,9)
Connected (1,19,9) -> (1,19,10)
Connected (1,19,9) -> (1,19,8)
====================
1,19,10 (1,19,10)
Connected (1,19,10) -> (2,19,10)
Connected (1,19,10) -> (0,19,10)
Ignored (1,20,10) because it's out of bounds.
Connected (1,19,10) -> (1,18,10)
Connected (1,19,10) -> (1,19,11)
Connected (1,19,10) -> (1,19,9)
====================
1,19,11 (1,19,11)
Connected (1,19,11) -> (2,19,11)
Connected (1,19,11) -> (0,19,11)
Ignored (1,20,11) because it's out of bounds.
Connected (1,19,11) -> (1,18,11)
Connected (1,19,11) -> (1,19,12)
Connected (1,19,11) -> (1,19,10)
====================
1,19,12 (1,19,12)
Connected (1,19,12) -> (2,19,12)
Connected (1,19,12) -> (0,19,12)
Ignored (1,20,12) because it's out of bounds.
Connected (1,19,12) -> (1,18,12)
Connected (1,19,12) -> (1,19,13)
Connected (1,19,12) -> (1,19,11)
====================
1,19,13 (1,19,13)
Connected (1,19,13) -> (2,19,13)
Connected (1,19,13) -> (0,19,13)
Ignored (1,20,13) because it's out of bounds.
Connected (1,19,13) -> (1,18,13)
Connected (1,19,13) -> (1,19,14)
Connected (1,19,13) -> (1,19,12)
====================
1,19,14 (1,19,14)
Connected (1,19,14) -> (2,19,14)
Connected (1,19,14) -> (0,19,14)
Ignored (1,20,14) because it's out of bounds.
Connected (1,19,14) -> (1,18,14)
Connected (1,19,14) -> (1,19,15)
Connected (1,19,14) -> (1,19,13)
====================
1,19,15 (1,19,15)
Connected (1,19,15) -> (2,19,15)
Connected (1,19,15) -> (0,19,15)
Ignored (1,20,15) because it's out of bounds.
Connected (1,19,15) -> (1,18,15)
Connected (1,19,15) -> (1,19,16)
Connected (1,19,15) -> (1,19,14)
====================
1,19,16 (1,19,16)
Connected (1,19,16) -> (2,19,16)
Connected (1,19,16) -> (0,19,16)
Ignored (1,20,16) because it's out of bounds.
Connected (1,19,16) -> (1,18,16)
Connected (1,19,16) -> (1,19,17)
Connected (1,19,16) -> (1,19,15)
====================
1,19,17 (1,19,17)
Connected (1,19,17) -> (2,19,17)
Connected (1,19,17) -> (0,19,17)
Ignored (1,20,17) because it's out of bounds.
Connected (1,19,17) -> (1,18,17)
Connected (1,19,17) -> (1,19,18)
Connected (1,19,17) -> (1,19,16)
====================
1,19,18 (1,19,18)
Connected (1,19,18) -> (2,19,18)
Connected (1,19,18) -> (0,19,18)
Ignored (1,20,18) because it's out of bounds.
Connected (1,19,18) -> (1,18,18)
Connected (1,19,18) -> (1,19,19)
Connected (1,19,18) -> (1,19,17)
====================
1,19,19 (1,19,19)
Connected (1,19,19) -> (2,19,19)
Connected (1,19,19) -> (0,19,19)
Ignored (1,20,19) because it's out of bounds.
Connected (1,19,19) -> (1,18,19)
Connected (1,19,19) -> (1,19,20)
Connected (1,19,19) -> (1,19,18)
====================
1,19,20 (1,19,20)
Connected (1,19,20) -> (2,19,20)
Connected (1,19,20) -> (0,19,20)
Ignored (1,20,20) because it's out of bounds.
Connected (1,19,20) -> (1,18,20)
Ignored (1,19,21) because it's out of bounds.
Connected (1,19,20) -> (1,19,19)
====================
2,-1,-1 (2,-1,-1)
Connected (2,-1,-1) -> (3,-1,-1)
Connected (2,-1,-1) -> (1,-1,-1)
Connected (2,-1,-1) -> (2,0,-1)
Ignored (2,-2,-1) because it's out of bounds.
Connected (2,-1,-1) -> (2,-1,0)
Ignored (2,-1,-2) because it's out of bounds.
====================
2,-1,0 (2,-1,0)
Connected (2,-1,0) -> (3,-1,0)
Connected (2,-1,0) -> (1,-1,0)
Connected (2,-1,0) -> (2,0,0)
Ignored (2,-2,0) because it's out of bounds.
Connected (2,-1,0) -> (2,-1,1)
Connected (2,-1,0) -> (2,-1,-1)
====================
2,-1,1 (2,-1,1)
Connected (2,-1,1) -> (3,-1,1)
Connected (2,-1,1) -> (1,-1,1)
Connected (2,-1,1) -> (2,0,1)
Ignored (2,-2,1) because it's out of bounds.
Connected (2,-1,1) -> (2,-1,2)
Connected (2,-1,1) -> (2,-1,0)
====================
2,-1,2 (2,-1,2)
Connected (2,-1,2) -> (3,-1,2)
Connected (2,-1,2) -> (1,-1,2)
Connected (2,-1,2) -> (2,0,2)
Ignored (2,-2,2) because it's out of bounds.
Connected (2,-1,2) -> (2,-1,3)
Connected (2,-1,2) -> (2,-1,1)
====================
2,-1,3 (2,-1,3)
Connected (2,-1,3) -> (3,-1,3)
Connected (2,-1,3) -> (1,-1,3)
Connected (2,-1,3) -> (2,0,3)
Ignored (2,-2,3) because it's out of bounds.
Connected (2,-1,3) -> (2,-1,4)
Connected (2,-1,3) -> (2,-1,2)
====================
2,-1,4 (2,-1,4)
Connected (2,-1,4) -> (3,-1,4)
Connected (2,-1,4) -> (1,-1,4)
Connected (2,-1,4) -> (2,0,4)
Ignored (2,-2,4) because it's out of bounds.
Connected (2,-1,4) -> (2,-1,5)
Connected (2,-1,4) -> (2,-1,3)
====================
2,-1,5 (2,-1,5)
Connected (2,-1,5) -> (3,-1,5)
Connected (2,-1,5) -> (1,-1,5)
Connected (2,-1,5) -> (2,0,5)
Ignored (2,-2,5) because it's out of bounds.
Connected (2,-1,5) -> (2,-1,6)
Connected (2,-1,5) -> (2,-1,4)
====================
2,-1,6 (2,-1,6)
Connected (2,-1,6) -> (3,-1,6)
Connected (2,-1,6) -> (1,-1,6)
Connected (2,-1,6) -> (2,0,6)
Ignored (2,-2,6) because it's out of bounds.
Connected (2,-1,6) -> (2,-1,7)
Connected (2,-1,6) -> (2,-1,5)
====================
2,-1,7 (2,-1,7)
Connected (2,-1,7) -> (3,-1,7)
Connected (2,-1,7) -> (1,-1,7)
Connected (2,-1,7) -> (2,0,7)
Ignored (2,-2,7) because it's out of bounds.
Connected (2,-1,7) -> (2,-1,8)
Connected (2,-1,7) -> (2,-1,6)
====================
2,-1,8 (2,-1,8)
Connected (2,-1,8) -> (3,-1,8)
Connected (2,-1,8) -> (1,-1,8)
Connected (2,-1,8) -> (2,0,8)
Ignored (2,-2,8) because it's out of bounds.
Connected (2,-1,8) -> (2,-1,9)
Connected (2,-1,8) -> (2,-1,7)
====================
2,-1,9 (2,-1,9)
Connected (2,-1,9) -> (3,-1,9)
Connected (2,-1,9) -> (1,-1,9)
Connected (2,-1,9) -> (2,0,9)
Ignored (2,-2,9) because it's out of bounds.
Connected (2,-1,9) -> (2,-1,10)
Connected (2,-1,9) -> (2,-1,8)
====================
2,-1,10 (2,-1,10)
Connected (2,-1,10) -> (3,-1,10)
Connected (2,-1,10) -> (1,-1,10)
Connected (2,-1,10) -> (2,0,10)
Ignored (2,-2,10) because it's out of bounds.
Connected (2,-1,10) -> (2,-1,11)
Connected (2,-1,10) -> (2,-1,9)
====================
2,-1,11 (2,-1,11)
Connected (2,-1,11) -> (3,-1,11)
Connected (2,-1,11) -> (1,-1,11)
Connected (2,-1,11) -> (2,0,11)
Ignored (2,-2,11) because it's out of bounds.
Connected (2,-1,11) -> (2,-1,12)
Connected (2,-1,11) -> (2,-1,10)
====================
2,-1,12 (2,-1,12)
Connected (2,-1,12) -> (3,-1,12)
Connected (2,-1,12) -> (1,-1,12)
Connected (2,-1,12) -> (2,0,12)
Ignored (2,-2,12) because it's out of bounds.
Connected (2,-1,12) -> (2,-1,13)
Connected (2,-1,12) -> (2,-1,11)
====================
2,-1,13 (2,-1,13)
Connected (2,-1,13) -> (3,-1,13)
Connected (2,-1,13) -> (1,-1,13)
Connected (2,-1,13) -> (2,0,13)
Ignored (2,-2,13) because it's out of bounds.
Connected (2,-1,13) -> (2,-1,14)
Connected (2,-1,13) -> (2,-1,12)
====================
2,-1,14 (2,-1,14)
Connected (2,-1,14) -> (3,-1,14)
Connected (2,-1,14) -> (1,-1,14)
Connected (2,-1,14) -> (2,0,14)
Ignored (2,-2,14) because it's out of bounds.
Connected (2,-1,14) -> (2,-1,15)
Connected (2,-1,14) -> (2,-1,13)
====================
2,-1,15 (2,-1,15)
Connected (2,-1,15) -> (3,-1,15)
Connected (2,-1,15) -> (1,-1,15)
Connected (2,-1,15) -> (2,0,15)
Ignored (2,-2,15) because it's out of bounds.
Connected (2,-1,15) -> (2,-1,16)
Connected (2,-1,15) -> (2,-1,14)
====================
2,-1,16 (2,-1,16)
Connected (2,-1,16) -> (3,-1,16)
Connected (2,-1,16) -> (1,-1,16)
Connected (2,-1,16) -> (2,0,16)
Ignored (2,-2,16) because it's out of bounds.
Connected (2,-1,16) -> (2,-1,17)
Connected (2,-1,16) -> (2,-1,15)
====================
2,-1,17 (2,-1,17)
Connected (2,-1,17) -> (3,-1,17)
Connected (2,-1,17) -> (1,-1,17)
Connected (2,-1,17) -> (2,0,17)
Ignored (2,-2,17) because it's out of bounds.
Connected (2,-1,17) -> (2,-1,18)
Connected (2,-1,17) -> (2,-1,16)
====================
2,-1,18 (2,-1,18)
Connected (2,-1,18) -> (3,-1,18)
Connected (2,-1,18) -> (1,-1,18)
Connected (2,-1,18) -> (2,0,18)
Ignored (2,-2,18) because it's out of bounds.
Connected (2,-1,18) -> (2,-1,19)
Connected (2,-1,18) -> (2,-1,17)
====================
2,-1,19 (2,-1,19)
Connected (2,-1,19) -> (3,-1,19)
Connected (2,-1,19) -> (1,-1,19)
Connected (2,-1,19) -> (2,0,19)
Ignored (2,-2,19) because it's out of bounds.
Connected (2,-1,19) -> (2,-1,20)
Connected (2,-1,19) -> (2,-1,18)
====================
2,-1,20 (2,-1,20)
Connected (2,-1,20) -> (3,-1,20)
Connected (2,-1,20) -> (1,-1,20)
Connected (2,-1,20) -> (2,0,20)
Ignored (2,-2,20) because it's out of bounds.
Ignored (2,-1,21) because it's out of bounds.
Connected (2,-1,20) -> (2,-1,19)
====================
2,0,-1 (2,0,-1)
Connected (2,0,-1) -> (3,0,-1)
Connected (2,0,-1) -> (1,0,-1)
Connected (2,0,-1) -> (2,1,-1)
Connected (2,0,-1) -> (2,-1,-1)
Connected (2,0,-1) -> (2,0,0)
Ignored (2,0,-2) because it's out of bounds.
====================
2,0,0 (2,0,0)
Connected (2,0,0) -> (3,0,0)
Connected (2,0,0) -> (1,0,0)
Connected (2,0,0) -> (2,1,0)
Connected (2,0,0) -> (2,-1,0)
Connected (2,0,0) -> (2,0,1)
Connected (2,0,0) -> (2,0,-1)
====================
2,0,1 (2,0,1)
Connected (2,0,1) -> (3,0,1)
Connected (2,0,1) -> (1,0,1)
Connected (2,0,1) -> (2,1,1)
Connected (2,0,1) -> (2,-1,1)
Connected (2,0,1) -> (2,0,2)
Connected (2,0,1) -> (2,0,0)
====================
2,0,2 (2,0,2)
Connected (2,0,2) -> (3,0,2)
Connected (2,0,2) -> (1,0,2)
Connected (2,0,2) -> (2,1,2)
Connected (2,0,2) -> (2,-1,2)
Connected (2,0,2) -> (2,0,3)
Connected (2,0,2) -> (2,0,1)
====================
2,0,3 (2,0,3)
Connected (2,0,3) -> (3,0,3)
Connected (2,0,3) -> (1,0,3)
Connected (2,0,3) -> (2,1,3)
Connected (2,0,3) -> (2,-1,3)
Connected (2,0,3) -> (2,0,4)
Connected (2,0,3) -> (2,0,2)
====================
2,0,4 (2,0,4)
Connected (2,0,4) -> (3,0,4)
Connected (2,0,4) -> (1,0,4)
Connected (2,0,4) -> (2,1,4)
Connected (2,0,4) -> (2,-1,4)
Connected (2,0,4) -> (2,0,5)
Connected (2,0,4) -> (2,0,3)
====================
2,0,5 (2,0,5)
Connected (2,0,5) -> (3,0,5)
Connected (2,0,5) -> (1,0,5)
Connected (2,0,5) -> (2,1,5)
Connected (2,0,5) -> (2,-1,5)
Connected (2,0,5) -> (2,0,6)
Connected (2,0,5) -> (2,0,4)
====================
2,0,6 (2,0,6)
Connected (2,0,6) -> (3,0,6)
Connected (2,0,6) -> (1,0,6)
Connected (2,0,6) -> (2,1,6)
Connected (2,0,6) -> (2,-1,6)
Connected (2,0,6) -> (2,0,7)
Connected (2,0,6) -> (2,0,5)
====================
2,0,7 (2,0,7)
Connected (2,0,7) -> (3,0,7)
Connected (2,0,7) -> (1,0,7)
Connected (2,0,7) -> (2,1,7)
Connected (2,0,7) -> (2,-1,7)
Connected (2,0,7) -> (2,0,8)
Connected (2,0,7) -> (2,0,6)
====================
2,0,8 (2,0,8)
Connected (2,0,8) -> (3,0,8)
Connected (2,0,8) -> (1,0,8)
Connected (2,0,8) -> (2,1,8)
Connected (2,0,8) -> (2,-1,8)
Connected (2,0,8) -> (2,0,9)
Connected (2,0,8) -> (2,0,7)
====================
2,0,9 (2,0,9)
Connected (2,0,9) -> (3,0,9)
Connected (2,0,9) -> (1,0,9)
Connected (2,0,9) -> (2,1,9)
Connected (2,0,9) -> (2,-1,9)
Connected (2,0,9) -> (2,0,10)
Connected (2,0,9) -> (2,0,8)
====================
2,0,10 (2,0,10)
Connected (2,0,10) -> (3,0,10)
Connected (2,0,10) -> (1,0,10)
Connected (2,0,10) -> (2,1,10)
Connected (2,0,10) -> (2,-1,10)
Connected (2,0,10) -> (2,0,11)
Connected (2,0,10) -> (2,0,9)
====================
2,0,11 (2,0,11)
Connected (2,0,11) -> (3,0,11)
Connected (2,0,11) -> (1,0,11)
Connected (2,0,11) -> (2,1,11)
Connected (2,0,11) -> (2,-1,11)
Connected (2,0,11) -> (2,0,12)
Connected (2,0,11) -> (2,0,10)
====================
2,0,12 (2,0,12)
Connected (2,0,12) -> (3,0,12)
Connected (2,0,12) -> (1,0,12)
Connected (2,0,12) -> (2,1,12)
Connected (2,0,12) -> (2,-1,12)
Connected (2,0,12) -> (2,0,13)
Connected (2,0,12) -> (2,0,11)
====================
2,0,13 (2,0,13)
Connected (2,0,13) -> (3,0,13)
Connected (2,0,13) -> (1,0,13)
Connected (2,0,13) -> (2,1,13)
Connected (2,0,13) -> (2,-1,13)
Connected (2,0,13) -> (2,0,14)
Connected (2,0,13) -> (2,0,12)
====================
2,0,14 (2,0,14)
Connected (2,0,14) -> (3,0,14)
Connected (2,0,14) -> (1,0,14)
Connected (2,0,14) -> (2,1,14)
Connected (2,0,14) -> (2,-1,14)
Connected (2,0,14) -> (2,0,15)
Connected (2,0,14) -> (2,0,13)
====================
2,0,15 (2,0,15)
Connected (2,0,15) -> (3,0,15)
Connected (2,0,15) -> (1,0,15)
Connected (2,0,15) -> (2,1,15)
Connected (2,0,15) -> (2,-1,15)
Connected (2,0,15) -> (2,0,16)
Connected (2,0,15) -> (2,0,14)
====================
2,0,16 (2,0,16)
Connected (2,0,16) -> (3,0,16)
Connected (2,0,16) -> (1,0,16)
Connected (2,0,16) -> (2,1,16)
Connected (2,0,16) -> (2,-1,16)
Connected (2,0,16) -> (2,0,17)
Connected (2,0,16) -> (2,0,15)
====================
2,0,17 (2,0,17)
Connected (2,0,17) -> (3,0,17)
Connected (2,0,17) -> (1,0,17)
Connected (2,0,17) -> (2,1,17)
Connected (2,0,17) -> (2,-1,17)
Connected (2,0,17) -> (2,0,18)
Connected (2,0,17) -> (2,0,16)
====================
2,0,18 (2,0,18)
Connected (2,0,18) -> (3,0,18)
Connected (2,0,18) -> (1,0,18)
Connected (2,0,18) -> (2,1,18)
Connected (2,0,18) -> (2,-1,18)
Connected (2,0,18) -> (2,0,19)
Connected (2,0,18) -> (2,0,17)
====================
2,0,19 (2,0,19)
Connected (2,0,19) -> (3,0,19)
Connected (2,0,19) -> (1,0,19)
Connected (2,0,19) -> (2,1,19)
Connected (2,0,19) -> (2,-1,19)
Connected (2,0,19) -> (2,0,20)
Connected (2,0,19) -> (2,0,18)
====================
2,0,20 (2,0,20)
Connected (2,0,20) -> (3,0,20)
Connected (2,0,20) -> (1,0,20)
Connected (2,0,20) -> (2,1,20)
Connected (2,0,20) -> (2,-1,20)
Ignored (2,0,21) because it's out of bounds.
Connected (2,0,20) -> (2,0,19)
====================
2,1,-1 (2,1,-1)
Connected (2,1,-1) -> (3,1,-1)
Connected (2,1,-1) -> (1,1,-1)
Connected (2,1,-1) -> (2,2,-1)
Connected (2,1,-1) -> (2,0,-1)
Connected (2,1,-1) -> (2,1,0)
Ignored (2,1,-2) because it's out of bounds.
====================
2,1,0 (2,1,0)
Connected (2,1,0) -> (3,1,0)
Connected (2,1,0) -> (1,1,0)
Connected (2,1,0) -> (2,2,0)
Connected (2,1,0) -> (2,0,0)
Connected (2,1,0) -> (2,1,1)
Connected (2,1,0) -> (2,1,-1)
====================
2,1,1 (2,1,1)
Connected (2,1,1) -> (3,1,1)
Connected (2,1,1) -> (1,1,1)
Connected (2,1,1) -> (2,2,1)
Connected (2,1,1) -> (2,0,1)
Connected (2,1,1) -> (2,1,2)
Connected (2,1,1) -> (2,1,0)
====================
2,1,2 (2,1,2)
Connected (2,1,2) -> (3,1,2)
Connected (2,1,2) -> (1,1,2)
Connected (2,1,2) -> (2,2,2)
Connected (2,1,2) -> (2,0,2)
Connected (2,1,2) -> (2,1,3)
Connected (2,1,2) -> (2,1,1)
====================
2,1,3 (2,1,3)
Connected (2,1,3) -> (3,1,3)
Connected (2,1,3) -> (1,1,3)
Connected (2,1,3) -> (2,2,3)
Connected (2,1,3) -> (2,0,3)
Connected (2,1,3) -> (2,1,4)
Connected (2,1,3) -> (2,1,2)
====================
2,1,4 (2,1,4)
Connected (2,1,4) -> (3,1,4)
Connected (2,1,4) -> (1,1,4)
Connected (2,1,4) -> (2,2,4)
Connected (2,1,4) -> (2,0,4)
Connected (2,1,4) -> (2,1,5)
Connected (2,1,4) -> (2,1,3)
====================
2,1,5 (2,1,5)
Connected (2,1,5) -> (3,1,5)
Connected (2,1,5) -> (1,1,5)
Connected (2,1,5) -> (2,2,5)
Connected (2,1,5) -> (2,0,5)
Connected (2,1,5) -> (2,1,6)
Connected (2,1,5) -> (2,1,4)
====================
2,1,6 (2,1,6)
Connected (2,1,6) -> (3,1,6)
Connected (2,1,6) -> (1,1,6)
Connected (2,1,6) -> (2,2,6)
Connected (2,1,6) -> (2,0,6)
Connected (2,1,6) -> (2,1,7)
Connected (2,1,6) -> (2,1,5)
====================
2,1,7 (2,1,7)
Connected (2,1,7) -> (3,1,7)
Connected (2,1,7) -> (1,1,7)
Connected (2,1,7) -> (2,2,7)
Connected (2,1,7) -> (2,0,7)
Connected (2,1,7) -> (2,1,8)
Connected (2,1,7) -> (2,1,6)
====================
2,1,8 (2,1,8)
Connected (2,1,8) -> (3,1,8)
Connected (2,1,8) -> (1,1,8)
Connected (2,1,8) -> (2,2,8)
Connected (2,1,8) -> (2,0,8)
Connected (2,1,8) -> (2,1,9)
Connected (2,1,8) -> (2,1,7)
====================
2,1,9 (2,1,9)
Connected (2,1,9) -> (3,1,9)
Connected (2,1,9) -> (1,1,9)
Connected (2,1,9) -> (2,2,9)
Connected (2,1,9) -> (2,0,9)
Connected (2,1,9) -> (2,1,10)
Connected (2,1,9) -> (2,1,8)
====================
2,1,10 (2,1,10)
Connected (2,1,10) -> (3,1,10)
Connected (2,1,10) -> (1,1,10)
Connected (2,1,10) -> (2,2,10)
Connected (2,1,10) -> (2,0,10)
Connected (2,1,10) -> (2,1,11)
Connected (2,1,10) -> (2,1,9)
====================
2,1,11 (2,1,11)
Connected (2,1,11) -> (3,1,11)
Connected (2,1,11) -> (1,1,11)
Connected (2,1,11) -> (2,2,11)
Connected (2,1,11) -> (2,0,11)
Connected (2,1,11) -> (2,1,12)
Connected (2,1,11) -> (2,1,10)
====================
2,1,12 (2,1,12)
Connected (2,1,12) -> (3,1,12)
Connected (2,1,12) -> (1,1,12)
Connected (2,1,12) -> (2,2,12)
Connected (2,1,12) -> (2,0,12)
Connected (2,1,12) -> (2,1,13)
Connected (2,1,12) -> (2,1,11)
====================
2,1,13 (2,1,13)
Connected (2,1,13) -> (3,1,13)
Connected (2,1,13) -> (1,1,13)
Connected (2,1,13) -> (2,2,13)
Connected (2,1,13) -> (2,0,13)
Connected (2,1,13) -> (2,1,14)
Connected (2,1,13) -> (2,1,12)
====================
2,1,14 (2,1,14)
Connected (2,1,14) -> (3,1,14)
Connected (2,1,14) -> (1,1,14)
Connected (2,1,14) -> (2,2,14)
Connected (2,1,14) -> (2,0,14)
Connected (2,1,14) -> (2,1,15)
Connected (2,1,14) -> (2,1,13)
====================
2,1,15 (2,1,15)
Connected (2,1,15) -> (3,1,15)
Connected (2,1,15) -> (1,1,15)
Connected (2,1,15) -> (2,2,15)
Connected (2,1,15) -> (2,0,15)
Connected (2,1,15) -> (2,1,16)
Connected (2,1,15) -> (2,1,14)
====================
2,1,16 (2,1,16)
Connected (2,1,16) -> (3,1,16)
Connected (2,1,16) -> (1,1,16)
Connected (2,1,16) -> (2,2,16)
Connected (2,1,16) -> (2,0,16)
Connected (2,1,16) -> (2,1,17)
Connected (2,1,16) -> (2,1,15)
====================
2,1,17 (2,1,17)
Connected (2,1,17) -> (3,1,17)
Connected (2,1,17) -> (1,1,17)
Connected (2,1,17) -> (2,2,17)
Connected (2,1,17) -> (2,0,17)
Connected (2,1,17) -> (2,1,18)
Connected (2,1,17) -> (2,1,16)
====================
2,1,18 (2,1,18)
Connected (2,1,18) -> (3,1,18)
Connected (2,1,18) -> (1,1,18)
Connected (2,1,18) -> (2,2,18)
Connected (2,1,18) -> (2,0,18)
Connected (2,1,18) -> (2,1,19)
Connected (2,1,18) -> (2,1,17)
====================
2,1,19 (2,1,19)
Connected (2,1,19) -> (3,1,19)
Connected (2,1,19) -> (1,1,19)
Connected (2,1,19) -> (2,2,19)
Connected (2,1,19) -> (2,0,19)
Connected (2,1,19) -> (2,1,20)
Connected (2,1,19) -> (2,1,18)
====================
2,1,20 (2,1,20)
Connected (2,1,20) -> (3,1,20)
Connected (2,1,20) -> (1,1,20)
Connected (2,1,20) -> (2,2,20)
Connected (2,1,20) -> (2,0,20)
Ignored (2,1,21) because it's out of bounds.
Connected (2,1,20) -> (2,1,19)
====================
2,2,-1 (2,2,-1)
Connected (2,2,-1) -> (3,2,-1)
Connected (2,2,-1) -> (1,2,-1)
Connected (2,2,-1) -> (2,3,-1)
Connected (2,2,-1) -> (2,1,-1)
Connected (2,2,-1) -> (2,2,0)
Ignored (2,2,-2) because it's out of bounds.
====================
2,2,0 (2,2,0)
Connected (2,2,0) -> (3,2,0)
Connected (2,2,0) -> (1,2,0)
Connected (2,2,0) -> (2,3,0)
Connected (2,2,0) -> (2,1,0)
Connected (2,2,0) -> (2,2,1)
Connected (2,2,0) -> (2,2,-1)
====================
2,2,1 (2,2,1)
Connected (2,2,1) -> (3,2,1)
Connected (2,2,1) -> (1,2,1)
Connected (2,2,1) -> (2,3,1)
Connected (2,2,1) -> (2,1,1)
Connected (2,2,1) -> (2,2,2)
Connected (2,2,1) -> (2,2,0)
====================
2,2,2 (2,2,2)
Connected (2,2,2) -> (3,2,2)
Connected (2,2,2) -> (1,2,2)
Connected (2,2,2) -> (2,3,2)
Connected (2,2,2) -> (2,1,2)
Connected (2,2,2) -> (2,2,3)
Connected (2,2,2) -> (2,2,1)
====================
2,2,3 (2,2,3)
Connected (2,2,3) -> (3,2,3)
Connected (2,2,3) -> (1,2,3)
Connected (2,2,3) -> (2,3,3)
Connected (2,2,3) -> (2,1,3)
Connected (2,2,3) -> (2,2,4)
Connected (2,2,3) -> (2,2,2)
====================
2,2,4 (2,2,4)
Connected (2,2,4) -> (3,2,4)
Connected (2,2,4) -> (1,2,4)
Connected (2,2,4) -> (2,3,4)
Connected (2,2,4) -> (2,1,4)
Connected (2,2,4) -> (2,2,5)
Connected (2,2,4) -> (2,2,3)
====================
2,2,5 (2,2,5)
Connected (2,2,5) -> (3,2,5)
Connected (2,2,5) -> (1,2,5)
Connected (2,2,5) -> (2,3,5)
Connected (2,2,5) -> (2,1,5)
Connected (2,2,5) -> (2,2,6)
Connected (2,2,5) -> (2,2,4)
====================
2,2,6 (2,2,6)
Connected (2,2,6) -> (3,2,6)
Connected (2,2,6) -> (1,2,6)
Connected (2,2,6) -> (2,3,6)
Connected (2,2,6) -> (2,1,6)
Connected (2,2,6) -> (2,2,7)
Connected (2,2,6) -> (2,2,5)
====================
2,2,7 (2,2,7)
Connected (2,2,7) -> (3,2,7)
Connected (2,2,7) -> (1,2,7)
Connected (2,2,7) -> (2,3,7)
Connected (2,2,7) -> (2,1,7)
Connected (2,2,7) -> (2,2,8)
Connected (2,2,7) -> (2,2,6)
====================
2,2,8 (2,2,8)
Connected (2,2,8) -> (3,2,8)
Connected (2,2,8) -> (1,2,8)
Ignored (2,3,8) because a block exists there.
Connected (2,2,8) -> (2,1,8)
Connected (2,2,8) -> (2,2,9)
Connected (2,2,8) -> (2,2,7)
====================
2,2,9 (2,2,9)
Connected (2,2,9) -> (3,2,9)
Connected (2,2,9) -> (1,2,9)
Connected (2,2,9) -> (2,3,9)
Connected (2,2,9) -> (2,1,9)
Connected (2,2,9) -> (2,2,10)
Connected (2,2,9) -> (2,2,8)
====================
2,2,10 (2,2,10)
Connected (2,2,10) -> (3,2,10)
Connected (2,2,10) -> (1,2,10)
Connected (2,2,10) -> (2,3,10)
Connected (2,2,10) -> (2,1,10)
Connected (2,2,10) -> (2,2,11)
Connected (2,2,10) -> (2,2,9)
====================
2,2,11 (2,2,11)
Connected (2,2,11) -> (3,2,11)
Connected (2,2,11) -> (1,2,11)
Connected (2,2,11) -> (2,3,11)
Connected (2,2,11) -> (2,1,11)
Connected (2,2,11) -> (2,2,12)
Connected (2,2,11) -> (2,2,10)
====================
2,2,12 (2,2,12)
Connected (2,2,12) -> (3,2,12)
Connected (2,2,12) -> (1,2,12)
Connected (2,2,12) -> (2,3,12)
Connected (2,2,12) -> (2,1,12)
Connected (2,2,12) -> (2,2,13)
Connected (2,2,12) -> (2,2,11)
====================
2,2,13 (2,2,13)
Connected (2,2,13) -> (3,2,13)
Connected (2,2,13) -> (1,2,13)
Connected (2,2,13) -> (2,3,13)
Connected (2,2,13) -> (2,1,13)
Connected (2,2,13) -> (2,2,14)
Connected (2,2,13) -> (2,2,12)
====================
2,2,14 (2,2,14)
Connected (2,2,14) -> (3,2,14)
Connected (2,2,14) -> (1,2,14)
Connected (2,2,14) -> (2,3,14)
Connected (2,2,14) -> (2,1,14)
Connected (2,2,14) -> (2,2,15)
Connected (2,2,14) -> (2,2,13)
====================
2,2,15 (2,2,15)
Connected (2,2,15) -> (3,2,15)
Connected (2,2,15) -> (1,2,15)
Connected (2,2,15) -> (2,3,15)
Connected (2,2,15) -> (2,1,15)
Connected (2,2,15) -> (2,2,16)
Connected (2,2,15) -> (2,2,14)
====================
2,2,16 (2,2,16)
Connected (2,2,16) -> (3,2,16)
Connected (2,2,16) -> (1,2,16)
Connected (2,2,16) -> (2,3,16)
Connected (2,2,16) -> (2,1,16)
Connected (2,2,16) -> (2,2,17)
Connected (2,2,16) -> (2,2,15)
====================
2,2,17 (2,2,17)
Connected (2,2,17) -> (3,2,17)
Connected (2,2,17) -> (1,2,17)
Connected (2,2,17) -> (2,3,17)
Connected (2,2,17) -> (2,1,17)
Connected (2,2,17) -> (2,2,18)
Connected (2,2,17) -> (2,2,16)
====================
2,2,18 (2,2,18)
Connected (2,2,18) -> (3,2,18)
Connected (2,2,18) -> (1,2,18)
Connected (2,2,18) -> (2,3,18)
Connected (2,2,18) -> (2,1,18)
Connected (2,2,18) -> (2,2,19)
Connected (2,2,18) -> (2,2,17)
====================
2,2,19 (2,2,19)
Connected (2,2,19) -> (3,2,19)
Connected (2,2,19) -> (1,2,19)
Connected (2,2,19) -> (2,3,19)
Connected (2,2,19) -> (2,1,19)
Connected (2,2,19) -> (2,2,20)
Connected (2,2,19) -> (2,2,18)
====================
2,2,20 (2,2,20)
Connected (2,2,20) -> (3,2,20)
Connected (2,2,20) -> (1,2,20)
Connected (2,2,20) -> (2,3,20)
Connected (2,2,20) -> (2,1,20)
Ignored (2,2,21) because it's out of bounds.
Connected (2,2,20) -> (2,2,19)
====================
2,3,-1 (2,3,-1)
Connected (2,3,-1) -> (3,3,-1)
Connected (2,3,-1) -> (1,3,-1)
Connected (2,3,-1) -> (2,4,-1)
Connected (2,3,-1) -> (2,2,-1)
Connected (2,3,-1) -> (2,3,0)
Ignored (2,3,-2) because it's out of bounds.
====================
2,3,0 (2,3,0)
Connected (2,3,0) -> (3,3,0)
Connected (2,3,0) -> (1,3,0)
Connected (2,3,0) -> (2,4,0)
Connected (2,3,0) -> (2,2,0)
Connected (2,3,0) -> (2,3,1)
Connected (2,3,0) -> (2,3,-1)
====================
2,3,1 (2,3,1)
Connected (2,3,1) -> (3,3,1)
Connected (2,3,1) -> (1,3,1)
Connected (2,3,1) -> (2,4,1)
Connected (2,3,1) -> (2,2,1)
Connected (2,3,1) -> (2,3,2)
Connected (2,3,1) -> (2,3,0)
====================
2,3,2 (2,3,2)
Connected (2,3,2) -> (3,3,2)
Connected (2,3,2) -> (1,3,2)
Connected (2,3,2) -> (2,4,2)
Connected (2,3,2) -> (2,2,2)
Connected (2,3,2) -> (2,3,3)
Connected (2,3,2) -> (2,3,1)
====================
2,3,3 (2,3,3)
Connected (2,3,3) -> (3,3,3)
Connected (2,3,3) -> (1,3,3)
Connected (2,3,3) -> (2,4,3)
Connected (2,3,3) -> (2,2,3)
Connected (2,3,3) -> (2,3,4)
Connected (2,3,3) -> (2,3,2)
====================
2,3,4 (2,3,4)
Connected (2,3,4) -> (3,3,4)
Connected (2,3,4) -> (1,3,4)
Connected (2,3,4) -> (2,4,4)
Connected (2,3,4) -> (2,2,4)
Connected (2,3,4) -> (2,3,5)
Connected (2,3,4) -> (2,3,3)
====================
2,3,5 (2,3,5)
Connected (2,3,5) -> (3,3,5)
Connected (2,3,5) -> (1,3,5)
Connected (2,3,5) -> (2,4,5)
Connected (2,3,5) -> (2,2,5)
Connected (2,3,5) -> (2,3,6)
Connected (2,3,5) -> (2,3,4)
====================
2,3,6 (2,3,6)
Connected (2,3,6) -> (3,3,6)
Connected (2,3,6) -> (1,3,6)
Connected (2,3,6) -> (2,4,6)
Connected (2,3,6) -> (2,2,6)
Connected (2,3,6) -> (2,3,7)
Connected (2,3,6) -> (2,3,5)
====================
2,3,7 (2,3,7)
Connected (2,3,7) -> (3,3,7)
Connected (2,3,7) -> (1,3,7)
Connected (2,3,7) -> (2,4,7)
Connected (2,3,7) -> (2,2,7)
Ignored (2,3,8) because a block exists there.
Connected (2,3,7) -> (2,3,6)
====================
2,3,9 (2,3,9)
Connected (2,3,9) -> (3,3,9)
Connected (2,3,9) -> (1,3,9)
Connected (2,3,9) -> (2,4,9)
Connected (2,3,9) -> (2,2,9)
Connected (2,3,9) -> (2,3,10)
Ignored (2,3,8) because a block exists there.
====================
2,3,10 (2,3,10)
Connected (2,3,10) -> (3,3,10)
Connected (2,3,10) -> (1,3,10)
Ignored (2,4,10) because a block exists there.
Connected (2,3,10) -> (2,2,10)
Connected (2,3,10) -> (2,3,11)
Connected (2,3,10) -> (2,3,9)
====================
2,3,11 (2,3,11)
Connected (2,3,11) -> (3,3,11)
Connected (2,3,11) -> (1,3,11)
Connected (2,3,11) -> (2,4,11)
Connected (2,3,11) -> (2,2,11)
Connected (2,3,11) -> (2,3,12)
Connected (2,3,11) -> (2,3,10)
====================
2,3,12 (2,3,12)
Connected (2,3,12) -> (3,3,12)
Connected (2,3,12) -> (1,3,12)
Connected (2,3,12) -> (2,4,12)
Connected (2,3,12) -> (2,2,12)
Connected (2,3,12) -> (2,3,13)
Connected (2,3,12) -> (2,3,11)
====================
2,3,13 (2,3,13)
Connected (2,3,13) -> (3,3,13)
Connected (2,3,13) -> (1,3,13)
Connected (2,3,13) -> (2,4,13)
Connected (2,3,13) -> (2,2,13)
Connected (2,3,13) -> (2,3,14)
Connected (2,3,13) -> (2,3,12)
====================
2,3,14 (2,3,14)
Connected (2,3,14) -> (3,3,14)
Connected (2,3,14) -> (1,3,14)
Connected (2,3,14) -> (2,4,14)
Connected (2,3,14) -> (2,2,14)
Connected (2,3,14) -> (2,3,15)
Connected (2,3,14) -> (2,3,13)
====================
2,3,15 (2,3,15)
Connected (2,3,15) -> (3,3,15)
Connected (2,3,15) -> (1,3,15)
Connected (2,3,15) -> (2,4,15)
Connected (2,3,15) -> (2,2,15)
Connected (2,3,15) -> (2,3,16)
Connected (2,3,15) -> (2,3,14)
====================
2,3,16 (2,3,16)
Connected (2,3,16) -> (3,3,16)
Connected (2,3,16) -> (1,3,16)
Connected (2,3,16) -> (2,4,16)
Connected (2,3,16) -> (2,2,16)
Connected (2,3,16) -> (2,3,17)
Connected (2,3,16) -> (2,3,15)
====================
2,3,17 (2,3,17)
Connected (2,3,17) -> (3,3,17)
Connected (2,3,17) -> (1,3,17)
Connected (2,3,17) -> (2,4,17)
Connected (2,3,17) -> (2,2,17)
Connected (2,3,17) -> (2,3,18)
Connected (2,3,17) -> (2,3,16)
====================
2,3,18 (2,3,18)
Connected (2,3,18) -> (3,3,18)
Connected (2,3,18) -> (1,3,18)
Connected (2,3,18) -> (2,4,18)
Connected (2,3,18) -> (2,2,18)
Connected (2,3,18) -> (2,3,19)
Connected (2,3,18) -> (2,3,17)
====================
2,3,19 (2,3,19)
Connected (2,3,19) -> (3,3,19)
Connected (2,3,19) -> (1,3,19)
Connected (2,3,19) -> (2,4,19)
Connected (2,3,19) -> (2,2,19)
Connected (2,3,19) -> (2,3,20)
Connected (2,3,19) -> (2,3,18)
====================
2,3,20 (2,3,20)
Connected (2,3,20) -> (3,3,20)
Connected (2,3,20) -> (1,3,20)
Connected (2,3,20) -> (2,4,20)
Connected (2,3,20) -> (2,2,20)
Ignored (2,3,21) because it's out of bounds.
Connected (2,3,20) -> (2,3,19)
====================
2,4,-1 (2,4,-1)
Connected (2,4,-1) -> (3,4,-1)
Connected (2,4,-1) -> (1,4,-1)
Connected (2,4,-1) -> (2,5,-1)
Connected (2,4,-1) -> (2,3,-1)
Connected (2,4,-1) -> (2,4,0)
Ignored (2,4,-2) because it's out of bounds.
====================
2,4,0 (2,4,0)
Connected (2,4,0) -> (3,4,0)
Connected (2,4,0) -> (1,4,0)
Connected (2,4,0) -> (2,5,0)
Connected (2,4,0) -> (2,3,0)
Connected (2,4,0) -> (2,4,1)
Connected (2,4,0) -> (2,4,-1)
====================
2,4,1 (2,4,1)
Connected (2,4,1) -> (3,4,1)
Connected (2,4,1) -> (1,4,1)
Connected (2,4,1) -> (2,5,1)
Connected (2,4,1) -> (2,3,1)
Connected (2,4,1) -> (2,4,2)
Connected (2,4,1) -> (2,4,0)
====================
2,4,2 (2,4,2)
Connected (2,4,2) -> (3,4,2)
Connected (2,4,2) -> (1,4,2)
Connected (2,4,2) -> (2,5,2)
Connected (2,4,2) -> (2,3,2)
Connected (2,4,2) -> (2,4,3)
Connected (2,4,2) -> (2,4,1)
====================
2,4,3 (2,4,3)
Connected (2,4,3) -> (3,4,3)
Connected (2,4,3) -> (1,4,3)
Connected (2,4,3) -> (2,5,3)
Connected (2,4,3) -> (2,3,3)
Connected (2,4,3) -> (2,4,4)
Connected (2,4,3) -> (2,4,2)
====================
2,4,4 (2,4,4)
Connected (2,4,4) -> (3,4,4)
Connected (2,4,4) -> (1,4,4)
Connected (2,4,4) -> (2,5,4)
Connected (2,4,4) -> (2,3,4)
Connected (2,4,4) -> (2,4,5)
Connected (2,4,4) -> (2,4,3)
====================
2,4,5 (2,4,5)
Connected (2,4,5) -> (3,4,5)
Connected (2,4,5) -> (1,4,5)
Connected (2,4,5) -> (2,5,5)
Connected (2,4,5) -> (2,3,5)
Connected (2,4,5) -> (2,4,6)
Connected (2,4,5) -> (2,4,4)
====================
2,4,6 (2,4,6)
Connected (2,4,6) -> (3,4,6)
Connected (2,4,6) -> (1,4,6)
Connected (2,4,6) -> (2,5,6)
Connected (2,4,6) -> (2,3,6)
Connected (2,4,6) -> (2,4,7)
Connected (2,4,6) -> (2,4,5)
====================
2,4,7 (2,4,7)
Ignored (3,4,7) because a block exists there.
Connected (2,4,7) -> (1,4,7)
Ignored (2,5,7) because a block exists there.
Connected (2,4,7) -> (2,3,7)
Connected (2,4,7) -> (2,4,8)
Connected (2,4,7) -> (2,4,6)
====================
2,4,8 (2,4,8)
Ignored (3,4,8) because a block exists there.
Connected (2,4,8) -> (1,4,8)
Ignored (2,5,8) because a block exists there.
Ignored (2,3,8) because a block exists there.
Connected (2,4,8) -> (2,4,9)
Connected (2,4,8) -> (2,4,7)
====================
2,4,9 (2,4,9)
Ignored (3,4,9) because a block exists there.
Connected (2,4,9) -> (1,4,9)
Ignored (2,5,9) because a block exists there.
Connected (2,4,9) -> (2,3,9)
Ignored (2,4,10) because a block exists there.
Connected (2,4,9) -> (2,4,8)
====================
2,4,11 (2,4,11)
Ignored (3,4,11) because a block exists there.
Connected (2,4,11) -> (1,4,11)
Connected (2,4,11) -> (2,5,11)
Connected (2,4,11) -> (2,3,11)
Connected (2,4,11) -> (2,4,12)
Ignored (2,4,10) because a block exists there.
====================
2,4,12 (2,4,12)
Connected (2,4,12) -> (3,4,12)
Connected (2,4,12) -> (1,4,12)
Connected (2,4,12) -> (2,5,12)
Connected (2,4,12) -> (2,3,12)
Connected (2,4,12) -> (2,4,13)
Connected (2,4,12) -> (2,4,11)
====================
2,4,13 (2,4,13)
Connected (2,4,13) -> (3,4,13)
Connected (2,4,13) -> (1,4,13)
Connected (2,4,13) -> (2,5,13)
Connected (2,4,13) -> (2,3,13)
Connected (2,4,13) -> (2,4,14)
Connected (2,4,13) -> (2,4,12)
====================
2,4,14 (2,4,14)
Connected (2,4,14) -> (3,4,14)
Connected (2,4,14) -> (1,4,14)
Connected (2,4,14) -> (2,5,14)
Connected (2,4,14) -> (2,3,14)
Connected (2,4,14) -> (2,4,15)
Connected (2,4,14) -> (2,4,13)
====================
2,4,15 (2,4,15)
Connected (2,4,15) -> (3,4,15)
Connected (2,4,15) -> (1,4,15)
Connected (2,4,15) -> (2,5,15)
Connected (2,4,15) -> (2,3,15)
Connected (2,4,15) -> (2,4,16)
Connected (2,4,15) -> (2,4,14)
====================
2,4,16 (2,4,16)
Connected (2,4,16) -> (3,4,16)
Connected (2,4,16) -> (1,4,16)
Connected (2,4,16) -> (2,5,16)
Connected (2,4,16) -> (2,3,16)
Connected (2,4,16) -> (2,4,17)
Connected (2,4,16) -> (2,4,15)
====================
2,4,17 (2,4,17)
Connected (2,4,17) -> (3,4,17)
Connected (2,4,17) -> (1,4,17)
Connected (2,4,17) -> (2,5,17)
Connected (2,4,17) -> (2,3,17)
Connected (2,4,17) -> (2,4,18)
Connected (2,4,17) -> (2,4,16)
====================
2,4,18 (2,4,18)
Connected (2,4,18) -> (3,4,18)
Connected (2,4,18) -> (1,4,18)
Connected (2,4,18) -> (2,5,18)
Connected (2,4,18) -> (2,3,18)
Connected (2,4,18) -> (2,4,19)
Connected (2,4,18) -> (2,4,17)
====================
2,4,19 (2,4,19)
Connected (2,4,19) -> (3,4,19)
Connected (2,4,19) -> (1,4,19)
Connected (2,4,19) -> (2,5,19)
Connected (2,4,19) -> (2,3,19)
Connected (2,4,19) -> (2,4,20)
Connected (2,4,19) -> (2,4,18)
====================
2,4,20 (2,4,20)
Connected (2,4,20) -> (3,4,20)
Connected (2,4,20) -> (1,4,20)
Connected (2,4,20) -> (2,5,20)
Connected (2,4,20) -> (2,3,20)
Ignored (2,4,21) because it's out of bounds.
Connected (2,4,20) -> (2,4,19)
====================
2,5,-1 (2,5,-1)
Connected (2,5,-1) -> (3,5,-1)
Connected (2,5,-1) -> (1,5,-1)
Connected (2,5,-1) -> (2,6,-1)
Connected (2,5,-1) -> (2,4,-1)
Connected (2,5,-1) -> (2,5,0)
Ignored (2,5,-2) because it's out of bounds.
====================
2,5,0 (2,5,0)
Connected (2,5,0) -> (3,5,0)
Connected (2,5,0) -> (1,5,0)
Connected (2,5,0) -> (2,6,0)
Connected (2,5,0) -> (2,4,0)
Connected (2,5,0) -> (2,5,1)
Connected (2,5,0) -> (2,5,-1)
====================
2,5,1 (2,5,1)
Connected (2,5,1) -> (3,5,1)
Connected (2,5,1) -> (1,5,1)
Connected (2,5,1) -> (2,6,1)
Connected (2,5,1) -> (2,4,1)
Connected (2,5,1) -> (2,5,2)
Connected (2,5,1) -> (2,5,0)
====================
2,5,2 (2,5,2)
Connected (2,5,2) -> (3,5,2)
Connected (2,5,2) -> (1,5,2)
Connected (2,5,2) -> (2,6,2)
Connected (2,5,2) -> (2,4,2)
Connected (2,5,2) -> (2,5,3)
Connected (2,5,2) -> (2,5,1)
====================
2,5,3 (2,5,3)
Connected (2,5,3) -> (3,5,3)
Connected (2,5,3) -> (1,5,3)
Connected (2,5,3) -> (2,6,3)
Connected (2,5,3) -> (2,4,3)
Connected (2,5,3) -> (2,5,4)
Connected (2,5,3) -> (2,5,2)
====================
2,5,4 (2,5,4)
Connected (2,5,4) -> (3,5,4)
Connected (2,5,4) -> (1,5,4)
Connected (2,5,4) -> (2,6,4)
Connected (2,5,4) -> (2,4,4)
Connected (2,5,4) -> (2,5,5)
Connected (2,5,4) -> (2,5,3)
====================
2,5,5 (2,5,5)
Ignored (3,5,5) because a block exists there.
Connected (2,5,5) -> (1,5,5)
Connected (2,5,5) -> (2,6,5)
Connected (2,5,5) -> (2,4,5)
Connected (2,5,5) -> (2,5,6)
Connected (2,5,5) -> (2,5,4)
====================
2,5,6 (2,5,6)
Ignored (3,5,6) because a block exists there.
Connected (2,5,6) -> (1,5,6)
Connected (2,5,6) -> (2,6,6)
Connected (2,5,6) -> (2,4,6)
Ignored (2,5,7) because a block exists there.
Connected (2,5,6) -> (2,5,5)
====================
2,5,11 (2,5,11)
Ignored (3,5,11) because a block exists there.
Connected (2,5,11) -> (1,5,11)
Ignored (2,6,11) because a block exists there.
Connected (2,5,11) -> (2,4,11)
Connected (2,5,11) -> (2,5,12)
Ignored (2,5,10) because a block exists there.
====================
2,5,12 (2,5,12)
Ignored (3,5,12) because a block exists there.
Connected (2,5,12) -> (1,5,12)
Ignored (2,6,12) because a block exists there.
Connected (2,5,12) -> (2,4,12)
Connected (2,5,12) -> (2,5,13)
Connected (2,5,12) -> (2,5,11)
====================
2,5,13 (2,5,13)
Ignored (3,5,13) because a block exists there.
Connected (2,5,13) -> (1,5,13)
Ignored (2,6,13) because a block exists there.
Connected (2,5,13) -> (2,4,13)
Connected (2,5,13) -> (2,5,14)
Connected (2,5,13) -> (2,5,12)
====================
2,5,14 (2,5,14)
Ignored (3,5,14) because a block exists there.
Connected (2,5,14) -> (1,5,14)
Connected (2,5,14) -> (2,6,14)
Connected (2,5,14) -> (2,4,14)
Connected (2,5,14) -> (2,5,15)
Connected (2,5,14) -> (2,5,13)
====================
2,5,15 (2,5,15)
Connected (2,5,15) -> (3,5,15)
Connected (2,5,15) -> (1,5,15)
Connected (2,5,15) -> (2,6,15)
Connected (2,5,15) -> (2,4,15)
Connected (2,5,15) -> (2,5,16)
Connected (2,5,15) -> (2,5,14)
====================
2,5,16 (2,5,16)
Connected (2,5,16) -> (3,5,16)
Connected (2,5,16) -> (1,5,16)
Connected (2,5,16) -> (2,6,16)
Connected (2,5,16) -> (2,4,16)
Connected (2,5,16) -> (2,5,17)
Connected (2,5,16) -> (2,5,15)
====================
2,5,17 (2,5,17)
Connected (2,5,17) -> (3,5,17)
Connected (2,5,17) -> (1,5,17)
Connected (2,5,17) -> (2,6,17)
Connected (2,5,17) -> (2,4,17)
Connected (2,5,17) -> (2,5,18)
Connected (2,5,17) -> (2,5,16)
====================
2,5,18 (2,5,18)
Connected (2,5,18) -> (3,5,18)
Connected (2,5,18) -> (1,5,18)
Connected (2,5,18) -> (2,6,18)
Connected (2,5,18) -> (2,4,18)
Connected (2,5,18) -> (2,5,19)
Connected (2,5,18) -> (2,5,17)
====================
2,5,19 (2,5,19)
Connected (2,5,19) -> (3,5,19)
Connected (2,5,19) -> (1,5,19)
Connected (2,5,19) -> (2,6,19)
Connected (2,5,19) -> (2,4,19)
Connected (2,5,19) -> (2,5,20)
Connected (2,5,19) -> (2,5,18)
====================
2,5,20 (2,5,20)
Connected (2,5,20) -> (3,5,20)
Connected (2,5,20) -> (1,5,20)
Connected (2,5,20) -> (2,6,20)
Connected (2,5,20) -> (2,4,20)
Ignored (2,5,21) because it's out of bounds.
Connected (2,5,20) -> (2,5,19)
====================
2,6,-1 (2,6,-1)
Connected (2,6,-1) -> (3,6,-1)
Connected (2,6,-1) -> (1,6,-1)
Connected (2,6,-1) -> (2,7,-1)
Connected (2,6,-1) -> (2,5,-1)
Connected (2,6,-1) -> (2,6,0)
Ignored (2,6,-2) because it's out of bounds.
====================
2,6,0 (2,6,0)
Connected (2,6,0) -> (3,6,0)
Connected (2,6,0) -> (1,6,0)
Connected (2,6,0) -> (2,7,0)
Connected (2,6,0) -> (2,5,0)
Connected (2,6,0) -> (2,6,1)
Connected (2,6,0) -> (2,6,-1)
====================
2,6,1 (2,6,1)
Connected (2,6,1) -> (3,6,1)
Connected (2,6,1) -> (1,6,1)
Connected (2,6,1) -> (2,7,1)
Connected (2,6,1) -> (2,5,1)
Connected (2,6,1) -> (2,6,2)
Connected (2,6,1) -> (2,6,0)
====================
2,6,2 (2,6,2)
Connected (2,6,2) -> (3,6,2)
Connected (2,6,2) -> (1,6,2)
Connected (2,6,2) -> (2,7,2)
Connected (2,6,2) -> (2,5,2)
Connected (2,6,2) -> (2,6,3)
Connected (2,6,2) -> (2,6,1)
====================
2,6,3 (2,6,3)
Connected (2,6,3) -> (3,6,3)
Connected (2,6,3) -> (1,6,3)
Connected (2,6,3) -> (2,7,3)
Connected (2,6,3) -> (2,5,3)
Connected (2,6,3) -> (2,6,4)
Connected (2,6,3) -> (2,6,2)
====================
2,6,4 (2,6,4)
Ignored (3,6,4) because a block exists there.
Connected (2,6,4) -> (1,6,4)
Connected (2,6,4) -> (2,7,4)
Connected (2,6,4) -> (2,5,4)
Connected (2,6,4) -> (2,6,5)
Connected (2,6,4) -> (2,6,3)
====================
2,6,5 (2,6,5)
Ignored (3,6,5) because a block exists there.
Connected (2,6,5) -> (1,6,5)
Ignored (2,7,5) because a block exists there.
Connected (2,6,5) -> (2,5,5)
Connected (2,6,5) -> (2,6,6)
Connected (2,6,5) -> (2,6,4)
====================
2,6,6 (2,6,6)
Ignored (3,6,6) because a block exists there.
Connected (2,6,6) -> (1,6,6)
Connected (2,6,6) -> (2,7,6)
Connected (2,6,6) -> (2,5,6)
Ignored (2,6,7) because a block exists there.
Connected (2,6,6) -> (2,6,5)
====================
2,6,14 (2,6,14)
Ignored (3,6,14) because a block exists there.
Connected (2,6,14) -> (1,6,14)
Connected (2,6,14) -> (2,7,14)
Connected (2,6,14) -> (2,5,14)
Connected (2,6,14) -> (2,6,15)
Ignored (2,6,13) because a block exists there.
====================
2,6,15 (2,6,15)
Connected (2,6,15) -> (3,6,15)
Connected (2,6,15) -> (1,6,15)
Ignored (2,7,15) because a block exists there.
Connected (2,6,15) -> (2,5,15)
Connected (2,6,15) -> (2,6,16)
Connected (2,6,15) -> (2,6,14)
====================
2,6,16 (2,6,16)
Connected (2,6,16) -> (3,6,16)
Connected (2,6,16) -> (1,6,16)
Connected (2,6,16) -> (2,7,16)
Connected (2,6,16) -> (2,5,16)
Connected (2,6,16) -> (2,6,17)
Connected (2,6,16) -> (2,6,15)
====================
2,6,17 (2,6,17)
Connected (2,6,17) -> (3,6,17)
Connected (2,6,17) -> (1,6,17)
Connected (2,6,17) -> (2,7,17)
Connected (2,6,17) -> (2,5,17)
Connected (2,6,17) -> (2,6,18)
Connected (2,6,17) -> (2,6,16)
====================
2,6,18 (2,6,18)
Connected (2,6,18) -> (3,6,18)
Connected (2,6,18) -> (1,6,18)
Connected (2,6,18) -> (2,7,18)
Connected (2,6,18) -> (2,5,18)
Connected (2,6,18) -> (2,6,19)
Connected (2,6,18) -> (2,6,17)
====================
2,6,19 (2,6,19)
Connected (2,6,19) -> (3,6,19)
Connected (2,6,19) -> (1,6,19)
Connected (2,6,19) -> (2,7,19)
Connected (2,6,19) -> (2,5,19)
Connected (2,6,19) -> (2,6,20)
Connected (2,6,19) -> (2,6,18)
====================
2,6,20 (2,6,20)
Connected (2,6,20) -> (3,6,20)
Connected (2,6,20) -> (1,6,20)
Connected (2,6,20) -> (2,7,20)
Connected (2,6,20) -> (2,5,20)
Ignored (2,6,21) because it's out of bounds.
Connected (2,6,20) -> (2,6,19)
====================
2,7,-1 (2,7,-1)
Connected (2,7,-1) -> (3,7,-1)
Connected (2,7,-1) -> (1,7,-1)
Connected (2,7,-1) -> (2,8,-1)
Connected (2,7,-1) -> (2,6,-1)
Connected (2,7,-1) -> (2,7,0)
Ignored (2,7,-2) because it's out of bounds.
====================
2,7,0 (2,7,0)
Connected (2,7,0) -> (3,7,0)
Connected (2,7,0) -> (1,7,0)
Connected (2,7,0) -> (2,8,0)
Connected (2,7,0) -> (2,6,0)
Connected (2,7,0) -> (2,7,1)
Connected (2,7,0) -> (2,7,-1)
====================
2,7,1 (2,7,1)
Connected (2,7,1) -> (3,7,1)
Connected (2,7,1) -> (1,7,1)
Connected (2,7,1) -> (2,8,1)
Connected (2,7,1) -> (2,6,1)
Connected (2,7,1) -> (2,7,2)
Connected (2,7,1) -> (2,7,0)
====================
2,7,2 (2,7,2)
Connected (2,7,2) -> (3,7,2)
Connected (2,7,2) -> (1,7,2)
Connected (2,7,2) -> (2,8,2)
Connected (2,7,2) -> (2,6,2)
Connected (2,7,2) -> (2,7,3)
Connected (2,7,2) -> (2,7,1)
====================
2,7,3 (2,7,3)
Connected (2,7,3) -> (3,7,3)
Connected (2,7,3) -> (1,7,3)
Connected (2,7,3) -> (2,8,3)
Connected (2,7,3) -> (2,6,3)
Connected (2,7,3) -> (2,7,4)
Connected (2,7,3) -> (2,7,2)
====================
2,7,4 (2,7,4)
Connected (2,7,4) -> (3,7,4)
Connected (2,7,4) -> (1,7,4)
Connected (2,7,4) -> (2,8,4)
Connected (2,7,4) -> (2,6,4)
Ignored (2,7,5) because a block exists there.
Connected (2,7,4) -> (2,7,3)
====================
2,7,6 (2,7,6)
Ignored (3,7,6) because a block exists there.
Connected (2,7,6) -> (1,7,6)
Ignored (2,8,6) because a block exists there.
Connected (2,7,6) -> (2,6,6)
Ignored (2,7,7) because a block exists there.
Ignored (2,7,5) because a block exists there.
====================
2,7,12 (2,7,12)
Ignored (3,7,12) because a block exists there.
Ignored (1,7,12) because a block exists there.
Ignored (2,8,12) because a block exists there.
Ignored (2,6,12) because a block exists there.
Ignored (2,7,13) because a block exists there.
Ignored (2,7,11) because a block exists there.
====================
2,7,14 (2,7,14)
Ignored (3,7,14) because a block exists there.
Connected (2,7,14) -> (1,7,14)
Connected (2,7,14) -> (2,8,14)
Connected (2,7,14) -> (2,6,14)
Ignored (2,7,15) because a block exists there.
Ignored (2,7,13) because a block exists there.
====================
2,7,16 (2,7,16)
Connected (2,7,16) -> (3,7,16)
Connected (2,7,16) -> (1,7,16)
Connected (2,7,16) -> (2,8,16)
Connected (2,7,16) -> (2,6,16)
Connected (2,7,16) -> (2,7,17)
Ignored (2,7,15) because a block exists there.
====================
2,7,17 (2,7,17)
Connected (2,7,17) -> (3,7,17)
Connected (2,7,17) -> (1,7,17)
Connected (2,7,17) -> (2,8,17)
Connected (2,7,17) -> (2,6,17)
Connected (2,7,17) -> (2,7,18)
Connected (2,7,17) -> (2,7,16)
====================
2,7,18 (2,7,18)
Connected (2,7,18) -> (3,7,18)
Connected (2,7,18) -> (1,7,18)
Connected (2,7,18) -> (2,8,18)
Connected (2,7,18) -> (2,6,18)
Connected (2,7,18) -> (2,7,19)
Connected (2,7,18) -> (2,7,17)
====================
2,7,19 (2,7,19)
Connected (2,7,19) -> (3,7,19)
Connected (2,7,19) -> (1,7,19)
Connected (2,7,19) -> (2,8,19)
Connected (2,7,19) -> (2,6,19)
Connected (2,7,19) -> (2,7,20)
Connected (2,7,19) -> (2,7,18)
====================
2,7,20 (2,7,20)
Connected (2,7,20) -> (3,7,20)
Connected (2,7,20) -> (1,7,20)
Connected (2,7,20) -> (2,8,20)
Connected (2,7,20) -> (2,6,20)
Ignored (2,7,21) because it's out of bounds.
Connected (2,7,20) -> (2,7,19)
====================
2,8,-1 (2,8,-1)
Connected (2,8,-1) -> (3,8,-1)
Connected (2,8,-1) -> (1,8,-1)
Connected (2,8,-1) -> (2,9,-1)
Connected (2,8,-1) -> (2,7,-1)
Connected (2,8,-1) -> (2,8,0)
Ignored (2,8,-2) because it's out of bounds.
====================
2,8,0 (2,8,0)
Connected (2,8,0) -> (3,8,0)
Connected (2,8,0) -> (1,8,0)
Connected (2,8,0) -> (2,9,0)
Connected (2,8,0) -> (2,7,0)
Connected (2,8,0) -> (2,8,1)
Connected (2,8,0) -> (2,8,-1)
====================
2,8,1 (2,8,1)
Connected (2,8,1) -> (3,8,1)
Connected (2,8,1) -> (1,8,1)
Connected (2,8,1) -> (2,9,1)
Connected (2,8,1) -> (2,7,1)
Connected (2,8,1) -> (2,8,2)
Connected (2,8,1) -> (2,8,0)
====================
2,8,2 (2,8,2)
Connected (2,8,2) -> (3,8,2)
Connected (2,8,2) -> (1,8,2)
Connected (2,8,2) -> (2,9,2)
Connected (2,8,2) -> (2,7,2)
Connected (2,8,2) -> (2,8,3)
Connected (2,8,2) -> (2,8,1)
====================
2,8,3 (2,8,3)
Ignored (3,8,3) because a block exists there.
Connected (2,8,3) -> (1,8,3)
Connected (2,8,3) -> (2,9,3)
Connected (2,8,3) -> (2,7,3)
Connected (2,8,3) -> (2,8,4)
Connected (2,8,3) -> (2,8,2)
====================
2,8,4 (2,8,4)
Ignored (3,8,4) because a block exists there.
Connected (2,8,4) -> (1,8,4)
Ignored (2,9,4) because a block exists there.
Connected (2,8,4) -> (2,7,4)
Ignored (2,8,5) because a block exists there.
Connected (2,8,4) -> (2,8,3)
====================
2,8,14 (2,8,14)
Connected (2,8,14) -> (3,8,14)
Connected (2,8,14) -> (1,8,14)
Ignored (2,9,14) because a block exists there.
Connected (2,8,14) -> (2,7,14)
Connected (2,8,14) -> (2,8,15)
Ignored (2,8,13) because a block exists there.
====================
2,8,15 (2,8,15)
Ignored (3,8,15) because a block exists there.
Connected (2,8,15) -> (1,8,15)
Connected (2,8,15) -> (2,9,15)
Ignored (2,7,15) because a block exists there.
Connected (2,8,15) -> (2,8,16)
Connected (2,8,15) -> (2,8,14)
====================
2,8,16 (2,8,16)
Ignored (3,8,16) because a block exists there.
Connected (2,8,16) -> (1,8,16)
Connected (2,8,16) -> (2,9,16)
Connected (2,8,16) -> (2,7,16)
Connected (2,8,16) -> (2,8,17)
Connected (2,8,16) -> (2,8,15)
====================
2,8,17 (2,8,17)
Connected (2,8,17) -> (3,8,17)
Connected (2,8,17) -> (1,8,17)
Connected (2,8,17) -> (2,9,17)
Connected (2,8,17) -> (2,7,17)
Connected (2,8,17) -> (2,8,18)
Connected (2,8,17) -> (2,8,16)
====================
2,8,18 (2,8,18)
Connected (2,8,18) -> (3,8,18)
Connected (2,8,18) -> (1,8,18)
Connected (2,8,18) -> (2,9,18)
Connected (2,8,18) -> (2,7,18)
Connected (2,8,18) -> (2,8,19)
Connected (2,8,18) -> (2,8,17)
====================
2,8,19 (2,8,19)
Connected (2,8,19) -> (3,8,19)
Connected (2,8,19) -> (1,8,19)
Connected (2,8,19) -> (2,9,19)
Connected (2,8,19) -> (2,7,19)
Connected (2,8,19) -> (2,8,20)
Connected (2,8,19) -> (2,8,18)
====================
2,8,20 (2,8,20)
Connected (2,8,20) -> (3,8,20)
Connected (2,8,20) -> (1,8,20)
Connected (2,8,20) -> (2,9,20)
Connected (2,8,20) -> (2,7,20)
Ignored (2,8,21) because it's out of bounds.
Connected (2,8,20) -> (2,8,19)
====================
2,9,-1 (2,9,-1)
Connected (2,9,-1) -> (3,9,-1)
Connected (2,9,-1) -> (1,9,-1)
Connected (2,9,-1) -> (2,10,-1)
Connected (2,9,-1) -> (2,8,-1)
Connected (2,9,-1) -> (2,9,0)
Ignored (2,9,-2) because it's out of bounds.
====================
2,9,0 (2,9,0)
Connected (2,9,0) -> (3,9,0)
Connected (2,9,0) -> (1,9,0)
Connected (2,9,0) -> (2,10,0)
Connected (2,9,0) -> (2,8,0)
Connected (2,9,0) -> (2,9,1)
Connected (2,9,0) -> (2,9,-1)
====================
2,9,1 (2,9,1)
Connected (2,9,1) -> (3,9,1)
Connected (2,9,1) -> (1,9,1)
Connected (2,9,1) -> (2,10,1)
Connected (2,9,1) -> (2,8,1)
Connected (2,9,1) -> (2,9,2)
Connected (2,9,1) -> (2,9,0)
====================
2,9,2 (2,9,2)
Connected (2,9,2) -> (3,9,2)
Connected (2,9,2) -> (1,9,2)
Connected (2,9,2) -> (2,10,2)
Connected (2,9,2) -> (2,8,2)
Connected (2,9,2) -> (2,9,3)
Connected (2,9,2) -> (2,9,1)
====================
2,9,3 (2,9,3)
Connected (2,9,3) -> (3,9,3)
Connected (2,9,3) -> (1,9,3)
Connected (2,9,3) -> (2,10,3)
Connected (2,9,3) -> (2,8,3)
Ignored (2,9,4) because a block exists there.
Connected (2,9,3) -> (2,9,2)
====================
2,9,15 (2,9,15)
Ignored (3,9,15) because a block exists there.
Connected (2,9,15) -> (1,9,15)
Connected (2,9,15) -> (2,10,15)
Connected (2,9,15) -> (2,8,15)
Connected (2,9,15) -> (2,9,16)
Ignored (2,9,14) because a block exists there.
====================
2,9,16 (2,9,16)
Connected (2,9,16) -> (3,9,16)
Connected (2,9,16) -> (1,9,16)
Connected (2,9,16) -> (2,10,16)
Connected (2,9,16) -> (2,8,16)
Connected (2,9,16) -> (2,9,17)
Connected (2,9,16) -> (2,9,15)
====================
2,9,17 (2,9,17)
Connected (2,9,17) -> (3,9,17)
Connected (2,9,17) -> (1,9,17)
Connected (2,9,17) -> (2,10,17)
Connected (2,9,17) -> (2,8,17)
Connected (2,9,17) -> (2,9,18)
Connected (2,9,17) -> (2,9,16)
====================
2,9,18 (2,9,18)
Connected (2,9,18) -> (3,9,18)
Connected (2,9,18) -> (1,9,18)
Connected (2,9,18) -> (2,10,18)
Connected (2,9,18) -> (2,8,18)
Connected (2,9,18) -> (2,9,19)
Connected (2,9,18) -> (2,9,17)
====================
2,9,19 (2,9,19)
Connected (2,9,19) -> (3,9,19)
Connected (2,9,19) -> (1,9,19)
Connected (2,9,19) -> (2,10,19)
Connected (2,9,19) -> (2,8,19)
Connected (2,9,19) -> (2,9,20)
Connected (2,9,19) -> (2,9,18)
====================
2,9,20 (2,9,20)
Connected (2,9,20) -> (3,9,20)
Connected (2,9,20) -> (1,9,20)
Connected (2,9,20) -> (2,10,20)
Connected (2,9,20) -> (2,8,20)
Ignored (2,9,21) because it's out of bounds.
Connected (2,9,20) -> (2,9,19)
====================
2,10,-1 (2,10,-1)
Connected (2,10,-1) -> (3,10,-1)
Connected (2,10,-1) -> (1,10,-1)
Connected (2,10,-1) -> (2,11,-1)
Connected (2,10,-1) -> (2,9,-1)
Connected (2,10,-1) -> (2,10,0)
Ignored (2,10,-2) because it's out of bounds.
====================
2,10,0 (2,10,0)
Connected (2,10,0) -> (3,10,0)
Connected (2,10,0) -> (1,10,0)
Connected (2,10,0) -> (2,11,0)
Connected (2,10,0) -> (2,9,0)
Connected (2,10,0) -> (2,10,1)
Connected (2,10,0) -> (2,10,-1)
====================
2,10,1 (2,10,1)
Connected (2,10,1) -> (3,10,1)
Connected (2,10,1) -> (1,10,1)
Connected (2,10,1) -> (2,11,1)
Connected (2,10,1) -> (2,9,1)
Connected (2,10,1) -> (2,10,2)
Connected (2,10,1) -> (2,10,0)
====================
2,10,2 (2,10,2)
Connected (2,10,2) -> (3,10,2)
Connected (2,10,2) -> (1,10,2)
Connected (2,10,2) -> (2,11,2)
Connected (2,10,2) -> (2,9,2)
Connected (2,10,2) -> (2,10,3)
Connected (2,10,2) -> (2,10,1)
====================
2,10,3 (2,10,3)
Connected (2,10,3) -> (3,10,3)
Connected (2,10,3) -> (1,10,3)
Connected (2,10,3) -> (2,11,3)
Connected (2,10,3) -> (2,9,3)
Ignored (2,10,4) because a block exists there.
Connected (2,10,3) -> (2,10,2)
====================
2,10,11 (2,10,11)
Ignored (3,10,11) because a block exists there.
Ignored (1,10,11) because a block exists there.
Ignored (2,11,11) because a block exists there.
Ignored (2,9,11) because a block exists there.
Ignored (2,10,12) because a block exists there.
Ignored (2,10,10) because a block exists there.
====================
2,10,13 (2,10,13)
Ignored (3,10,13) because a block exists there.
Connected (2,10,13) -> (1,10,13)
Ignored (2,11,13) because a block exists there.
Ignored (2,9,13) because a block exists there.
Connected (2,10,13) -> (2,10,14)
Ignored (2,10,12) because a block exists there.
====================
2,10,14 (2,10,14)
Ignored (3,10,14) because a block exists there.
Connected (2,10,14) -> (1,10,14)
Ignored (2,11,14) because a block exists there.
Ignored (2,9,14) because a block exists there.
Connected (2,10,14) -> (2,10,15)
Connected (2,10,14) -> (2,10,13)
====================
2,10,15 (2,10,15)
Ignored (3,10,15) because a block exists there.
Connected (2,10,15) -> (1,10,15)
Connected (2,10,15) -> (2,11,15)
Connected (2,10,15) -> (2,9,15)
Connected (2,10,15) -> (2,10,16)
Connected (2,10,15) -> (2,10,14)
====================
2,10,16 (2,10,16)
Ignored (3,10,16) because a block exists there.
Connected (2,10,16) -> (1,10,16)
Connected (2,10,16) -> (2,11,16)
Connected (2,10,16) -> (2,9,16)
Connected (2,10,16) -> (2,10,17)
Connected (2,10,16) -> (2,10,15)
====================
2,10,17 (2,10,17)
Connected (2,10,17) -> (3,10,17)
Connected (2,10,17) -> (1,10,17)
Connected (2,10,17) -> (2,11,17)
Connected (2,10,17) -> (2,9,17)
Connected (2,10,17) -> (2,10,18)
Connected (2,10,17) -> (2,10,16)
====================
2,10,18 (2,10,18)
Connected (2,10,18) -> (3,10,18)
Connected (2,10,18) -> (1,10,18)
Connected (2,10,18) -> (2,11,18)
Connected (2,10,18) -> (2,9,18)
Connected (2,10,18) -> (2,10,19)
Connected (2,10,18) -> (2,10,17)
====================
2,10,19 (2,10,19)
Connected (2,10,19) -> (3,10,19)
Connected (2,10,19) -> (1,10,19)
Connected (2,10,19) -> (2,11,19)
Connected (2,10,19) -> (2,9,19)
Connected (2,10,19) -> (2,10,20)
Connected (2,10,19) -> (2,10,18)
====================
2,10,20 (2,10,20)
Connected (2,10,20) -> (3,10,20)
Connected (2,10,20) -> (1,10,20)
Connected (2,10,20) -> (2,11,20)
Connected (2,10,20) -> (2,9,20)
Ignored (2,10,21) because it's out of bounds.
Connected (2,10,20) -> (2,10,19)
====================
2,11,-1 (2,11,-1)
Connected (2,11,-1) -> (3,11,-1)
Connected (2,11,-1) -> (1,11,-1)
Connected (2,11,-1) -> (2,12,-1)
Connected (2,11,-1) -> (2,10,-1)
Connected (2,11,-1) -> (2,11,0)
Ignored (2,11,-2) because it's out of bounds.
====================
2,11,0 (2,11,0)
Connected (2,11,0) -> (3,11,0)
Connected (2,11,0) -> (1,11,0)
Connected (2,11,0) -> (2,12,0)
Connected (2,11,0) -> (2,10,0)
Connected (2,11,0) -> (2,11,1)
Connected (2,11,0) -> (2,11,-1)
====================
2,11,1 (2,11,1)
Connected (2,11,1) -> (3,11,1)
Connected (2,11,1) -> (1,11,1)
Connected (2,11,1) -> (2,12,1)
Connected (2,11,1) -> (2,10,1)
Connected (2,11,1) -> (2,11,2)
Connected (2,11,1) -> (2,11,0)
====================
2,11,2 (2,11,2)
Connected (2,11,2) -> (3,11,2)
Connected (2,11,2) -> (1,11,2)
Connected (2,11,2) -> (2,12,2)
Connected (2,11,2) -> (2,10,2)
Connected (2,11,2) -> (2,11,3)
Connected (2,11,2) -> (2,11,1)
====================
2,11,3 (2,11,3)
Ignored (3,11,3) because a block exists there.
Connected (2,11,3) -> (1,11,3)
Connected (2,11,3) -> (2,12,3)
Connected (2,11,3) -> (2,10,3)
Connected (2,11,3) -> (2,11,4)
Connected (2,11,3) -> (2,11,2)
====================
2,11,4 (2,11,4)
Ignored (3,11,4) because a block exists there.
Connected (2,11,4) -> (1,11,4)
Connected (2,11,4) -> (2,12,4)
Ignored (2,10,4) because a block exists there.
Ignored (2,11,5) because a block exists there.
Connected (2,11,4) -> (2,11,3)
====================
2,11,15 (2,11,15)
Ignored (3,11,15) because a block exists there.
Connected (2,11,15) -> (1,11,15)
Connected (2,11,15) -> (2,12,15)
Connected (2,11,15) -> (2,10,15)
Connected (2,11,15) -> (2,11,16)
Ignored (2,11,14) because a block exists there.
====================
2,11,16 (2,11,16)
Connected (2,11,16) -> (3,11,16)
Connected (2,11,16) -> (1,11,16)
Connected (2,11,16) -> (2,12,16)
Connected (2,11,16) -> (2,10,16)
Connected (2,11,16) -> (2,11,17)
Connected (2,11,16) -> (2,11,15)
====================
2,11,17 (2,11,17)
Connected (2,11,17) -> (3,11,17)
Connected (2,11,17) -> (1,11,17)
Connected (2,11,17) -> (2,12,17)
Connected (2,11,17) -> (2,10,17)
Connected (2,11,17) -> (2,11,18)
Connected (2,11,17) -> (2,11,16)
====================
2,11,18 (2,11,18)
Connected (2,11,18) -> (3,11,18)
Connected (2,11,18) -> (1,11,18)
Connected (2,11,18) -> (2,12,18)
Connected (2,11,18) -> (2,10,18)
Connected (2,11,18) -> (2,11,19)
Connected (2,11,18) -> (2,11,17)
====================
2,11,19 (2,11,19)
Connected (2,11,19) -> (3,11,19)
Connected (2,11,19) -> (1,11,19)
Connected (2,11,19) -> (2,12,19)
Connected (2,11,19) -> (2,10,19)
Connected (2,11,19) -> (2,11,20)
Connected (2,11,19) -> (2,11,18)
====================
2,11,20 (2,11,20)
Connected (2,11,20) -> (3,11,20)
Connected (2,11,20) -> (1,11,20)
Connected (2,11,20) -> (2,12,20)
Connected (2,11,20) -> (2,10,20)
Ignored (2,11,21) because it's out of bounds.
Connected (2,11,20) -> (2,11,19)
====================
2,12,-1 (2,12,-1)
Connected (2,12,-1) -> (3,12,-1)
Connected (2,12,-1) -> (1,12,-1)
Connected (2,12,-1) -> (2,13,-1)
Connected (2,12,-1) -> (2,11,-1)
Connected (2,12,-1) -> (2,12,0)
Ignored (2,12,-2) because it's out of bounds.
====================
2,12,0 (2,12,0)
Connected (2,12,0) -> (3,12,0)
Connected (2,12,0) -> (1,12,0)
Connected (2,12,0) -> (2,13,0)
Connected (2,12,0) -> (2,11,0)
Connected (2,12,0) -> (2,12,1)
Connected (2,12,0) -> (2,12,-1)
====================
2,12,1 (2,12,1)
Connected (2,12,1) -> (3,12,1)
Connected (2,12,1) -> (1,12,1)
Connected (2,12,1) -> (2,13,1)
Connected (2,12,1) -> (2,11,1)
Connected (2,12,1) -> (2,12,2)
Connected (2,12,1) -> (2,12,0)
====================
2,12,2 (2,12,2)
Connected (2,12,2) -> (3,12,2)
Connected (2,12,2) -> (1,12,2)
Connected (2,12,2) -> (2,13,2)
Connected (2,12,2) -> (2,11,2)
Connected (2,12,2) -> (2,12,3)
Connected (2,12,2) -> (2,12,1)
====================
2,12,3 (2,12,3)
Connected (2,12,3) -> (3,12,3)
Connected (2,12,3) -> (1,12,3)
Connected (2,12,3) -> (2,13,3)
Connected (2,12,3) -> (2,11,3)
Connected (2,12,3) -> (2,12,4)
Connected (2,12,3) -> (2,12,2)
====================
2,12,4 (2,12,4)
Connected (2,12,4) -> (3,12,4)
Connected (2,12,4) -> (1,12,4)
Connected (2,12,4) -> (2,13,4)
Connected (2,12,4) -> (2,11,4)
Ignored (2,12,5) because a block exists there.
Connected (2,12,4) -> (2,12,3)
====================
2,12,15 (2,12,15)
Ignored (3,12,15) because a block exists there.
Connected (2,12,15) -> (1,12,15)
Connected (2,12,15) -> (2,13,15)
Connected (2,12,15) -> (2,11,15)
Connected (2,12,15) -> (2,12,16)
Ignored (2,12,14) because a block exists there.
====================
2,12,16 (2,12,16)
Connected (2,12,16) -> (3,12,16)
Connected (2,12,16) -> (1,12,16)
Connected (2,12,16) -> (2,13,16)
Connected (2,12,16) -> (2,11,16)
Connected (2,12,16) -> (2,12,17)
Connected (2,12,16) -> (2,12,15)
====================
2,12,17 (2,12,17)
Connected (2,12,17) -> (3,12,17)
Connected (2,12,17) -> (1,12,17)
Connected (2,12,17) -> (2,13,17)
Connected (2,12,17) -> (2,11,17)
Connected (2,12,17) -> (2,12,18)
Connected (2,12,17) -> (2,12,16)
====================
2,12,18 (2,12,18)
Connected (2,12,18) -> (3,12,18)
Connected (2,12,18) -> (1,12,18)
Connected (2,12,18) -> (2,13,18)
Connected (2,12,18) -> (2,11,18)
Connected (2,12,18) -> (2,12,19)
Connected (2,12,18) -> (2,12,17)
====================
2,12,19 (2,12,19)
Connected (2,12,19) -> (3,12,19)
Connected (2,12,19) -> (1,12,19)
Connected (2,12,19) -> (2,13,19)
Connected (2,12,19) -> (2,11,19)
Connected (2,12,19) -> (2,12,20)
Connected (2,12,19) -> (2,12,18)
====================
2,12,20 (2,12,20)
Connected (2,12,20) -> (3,12,20)
Connected (2,12,20) -> (1,12,20)
Connected (2,12,20) -> (2,13,20)
Connected (2,12,20) -> (2,11,20)
Ignored (2,12,21) because it's out of bounds.
Connected (2,12,20) -> (2,12,19)
====================
2,13,-1 (2,13,-1)
Connected (2,13,-1) -> (3,13,-1)
Connected (2,13,-1) -> (1,13,-1)
Connected (2,13,-1) -> (2,14,-1)
Connected (2,13,-1) -> (2,12,-1)
Connected (2,13,-1) -> (2,13,0)
Ignored (2,13,-2) because it's out of bounds.
====================
2,13,0 (2,13,0)
Connected (2,13,0) -> (3,13,0)
Connected (2,13,0) -> (1,13,0)
Connected (2,13,0) -> (2,14,0)
Connected (2,13,0) -> (2,12,0)
Connected (2,13,0) -> (2,13,1)
Connected (2,13,0) -> (2,13,-1)
====================
2,13,1 (2,13,1)
Connected (2,13,1) -> (3,13,1)
Connected (2,13,1) -> (1,13,1)
Connected (2,13,1) -> (2,14,1)
Connected (2,13,1) -> (2,12,1)
Connected (2,13,1) -> (2,13,2)
Connected (2,13,1) -> (2,13,0)
====================
2,13,2 (2,13,2)
Connected (2,13,2) -> (3,13,2)
Connected (2,13,2) -> (1,13,2)
Connected (2,13,2) -> (2,14,2)
Connected (2,13,2) -> (2,12,2)
Connected (2,13,2) -> (2,13,3)
Connected (2,13,2) -> (2,13,1)
====================
2,13,3 (2,13,3)
Connected (2,13,3) -> (3,13,3)
Connected (2,13,3) -> (1,13,3)
Connected (2,13,3) -> (2,14,3)
Connected (2,13,3) -> (2,12,3)
Connected (2,13,3) -> (2,13,4)
Connected (2,13,3) -> (2,13,2)
====================
2,13,4 (2,13,4)
Ignored (3,13,4) because a block exists there.
Connected (2,13,4) -> (1,13,4)
Connected (2,13,4) -> (2,14,4)
Connected (2,13,4) -> (2,12,4)
Connected (2,13,4) -> (2,13,5)
Connected (2,13,4) -> (2,13,3)
====================
2,13,5 (2,13,5)
Ignored (3,13,5) because a block exists there.
Connected (2,13,5) -> (1,13,5)
Connected (2,13,5) -> (2,14,5)
Ignored (2,12,5) because a block exists there.
Ignored (2,13,6) because a block exists there.
Connected (2,13,5) -> (2,13,4)
====================
2,13,12 (2,13,12)
Ignored (3,13,12) because a block exists there.
Connected (2,13,12) -> (1,13,12)
Connected (2,13,12) -> (2,14,12)
Ignored (2,12,12) because a block exists there.
Ignored (2,13,13) because a block exists there.
Ignored (2,13,11) because a block exists there.
====================
2,13,14 (2,13,14)
Connected (2,13,14) -> (3,13,14)
Connected (2,13,14) -> (1,13,14)
Connected (2,13,14) -> (2,14,14)
Ignored (2,12,14) because a block exists there.
Connected (2,13,14) -> (2,13,15)
Ignored (2,13,13) because a block exists there.
====================
2,13,15 (2,13,15)
Connected (2,13,15) -> (3,13,15)
Connected (2,13,15) -> (1,13,15)
Connected (2,13,15) -> (2,14,15)
Connected (2,13,15) -> (2,12,15)
Connected (2,13,15) -> (2,13,16)
Connected (2,13,15) -> (2,13,14)
====================
2,13,16 (2,13,16)
Connected (2,13,16) -> (3,13,16)
Connected (2,13,16) -> (1,13,16)
Connected (2,13,16) -> (2,14,16)
Connected (2,13,16) -> (2,12,16)
Connected (2,13,16) -> (2,13,17)
Connected (2,13,16) -> (2,13,15)
====================
2,13,17 (2,13,17)
Connected (2,13,17) -> (3,13,17)
Connected (2,13,17) -> (1,13,17)
Connected (2,13,17) -> (2,14,17)
Connected (2,13,17) -> (2,12,17)
Connected (2,13,17) -> (2,13,18)
Connected (2,13,17) -> (2,13,16)
====================
2,13,18 (2,13,18)
Connected (2,13,18) -> (3,13,18)
Connected (2,13,18) -> (1,13,18)
Connected (2,13,18) -> (2,14,18)
Connected (2,13,18) -> (2,12,18)
Connected (2,13,18) -> (2,13,19)
Connected (2,13,18) -> (2,13,17)
====================
2,13,19 (2,13,19)
Connected (2,13,19) -> (3,13,19)
Connected (2,13,19) -> (1,13,19)
Connected (2,13,19) -> (2,14,19)
Connected (2,13,19) -> (2,12,19)
Connected (2,13,19) -> (2,13,20)
Connected (2,13,19) -> (2,13,18)
====================
2,13,20 (2,13,20)
Connected (2,13,20) -> (3,13,20)
Connected (2,13,20) -> (1,13,20)
Connected (2,13,20) -> (2,14,20)
Connected (2,13,20) -> (2,12,20)
Ignored (2,13,21) because it's out of bounds.
Connected (2,13,20) -> (2,13,19)
====================
2,14,-1 (2,14,-1)
Connected (2,14,-1) -> (3,14,-1)
Connected (2,14,-1) -> (1,14,-1)
Connected (2,14,-1) -> (2,15,-1)
Connected (2,14,-1) -> (2,13,-1)
Connected (2,14,-1) -> (2,14,0)
Ignored (2,14,-2) because it's out of bounds.
====================
2,14,0 (2,14,0)
Connected (2,14,0) -> (3,14,0)
Connected (2,14,0) -> (1,14,0)
Connected (2,14,0) -> (2,15,0)
Connected (2,14,0) -> (2,13,0)
Connected (2,14,0) -> (2,14,1)
Connected (2,14,0) -> (2,14,-1)
====================
2,14,1 (2,14,1)
Connected (2,14,1) -> (3,14,1)
Connected (2,14,1) -> (1,14,1)
Connected (2,14,1) -> (2,15,1)
Connected (2,14,1) -> (2,13,1)
Connected (2,14,1) -> (2,14,2)
Connected (2,14,1) -> (2,14,0)
====================
2,14,2 (2,14,2)
Connected (2,14,2) -> (3,14,2)
Connected (2,14,2) -> (1,14,2)
Connected (2,14,2) -> (2,15,2)
Connected (2,14,2) -> (2,13,2)
Connected (2,14,2) -> (2,14,3)
Connected (2,14,2) -> (2,14,1)
====================
2,14,3 (2,14,3)
Connected (2,14,3) -> (3,14,3)
Connected (2,14,3) -> (1,14,3)
Connected (2,14,3) -> (2,15,3)
Connected (2,14,3) -> (2,13,3)
Connected (2,14,3) -> (2,14,4)
Connected (2,14,3) -> (2,14,2)
====================
2,14,4 (2,14,4)
Ignored (3,14,4) because a block exists there.
Connected (2,14,4) -> (1,14,4)
Connected (2,14,4) -> (2,15,4)
Connected (2,14,4) -> (2,13,4)
Connected (2,14,4) -> (2,14,5)
Connected (2,14,4) -> (2,14,3)
====================
2,14,5 (2,14,5)
Connected (2,14,5) -> (3,14,5)
Connected (2,14,5) -> (1,14,5)
Connected (2,14,5) -> (2,15,5)
Connected (2,14,5) -> (2,13,5)
Connected (2,14,5) -> (2,14,6)
Connected (2,14,5) -> (2,14,4)
====================
2,14,6 (2,14,6)
Ignored (3,14,6) because a block exists there.
Connected (2,14,6) -> (1,14,6)
Connected (2,14,6) -> (2,15,6)
Ignored (2,13,6) because a block exists there.
Connected (2,14,6) -> (2,14,7)
Connected (2,14,6) -> (2,14,5)
====================
2,14,7 (2,14,7)
Ignored (3,14,7) because a block exists there.
Connected (2,14,7) -> (1,14,7)
Connected (2,14,7) -> (2,15,7)
Ignored (2,13,7) because a block exists there.
Ignored (2,14,8) because a block exists there.
Connected (2,14,7) -> (2,14,6)
====================
2,14,12 (2,14,12)
Connected (2,14,12) -> (3,14,12)
Connected (2,14,12) -> (1,14,12)
Ignored (2,15,12) because a block exists there.
Connected (2,14,12) -> (2,13,12)
Ignored (2,14,13) because a block exists there.
Ignored (2,14,11) because a block exists there.
====================
2,14,14 (2,14,14)
Ignored (3,14,14) because a block exists there.
Connected (2,14,14) -> (1,14,14)
Connected (2,14,14) -> (2,15,14)
Connected (2,14,14) -> (2,13,14)
Connected (2,14,14) -> (2,14,15)
Ignored (2,14,13) because a block exists there.
====================
2,14,15 (2,14,15)
Connected (2,14,15) -> (3,14,15)
Connected (2,14,15) -> (1,14,15)
Connected (2,14,15) -> (2,15,15)
Connected (2,14,15) -> (2,13,15)
Connected (2,14,15) -> (2,14,16)
Connected (2,14,15) -> (2,14,14)
====================
2,14,16 (2,14,16)
Connected (2,14,16) -> (3,14,16)
Connected (2,14,16) -> (1,14,16)
Connected (2,14,16) -> (2,15,16)
Connected (2,14,16) -> (2,13,16)
Connected (2,14,16) -> (2,14,17)
Connected (2,14,16) -> (2,14,15)
====================
2,14,17 (2,14,17)
Connected (2,14,17) -> (3,14,17)
Connected (2,14,17) -> (1,14,17)
Connected (2,14,17) -> (2,15,17)
Connected (2,14,17) -> (2,13,17)
Connected (2,14,17) -> (2,14,18)
Connected (2,14,17) -> (2,14,16)
====================
2,14,18 (2,14,18)
Connected (2,14,18) -> (3,14,18)
Connected (2,14,18) -> (1,14,18)
Connected (2,14,18) -> (2,15,18)
Connected (2,14,18) -> (2,13,18)
Connected (2,14,18) -> (2,14,19)
Connected (2,14,18) -> (2,14,17)
====================
2,14,19 (2,14,19)
Connected (2,14,19) -> (3,14,19)
Connected (2,14,19) -> (1,14,19)
Connected (2,14,19) -> (2,15,19)
Connected (2,14,19) -> (2,13,19)
Connected (2,14,19) -> (2,14,20)
Connected (2,14,19) -> (2,14,18)
====================
2,14,20 (2,14,20)
Connected (2,14,20) -> (3,14,20)
Connected (2,14,20) -> (1,14,20)
Connected (2,14,20) -> (2,15,20)
Connected (2,14,20) -> (2,13,20)
Ignored (2,14,21) because it's out of bounds.
Connected (2,14,20) -> (2,14,19)
====================
2,15,-1 (2,15,-1)
Connected (2,15,-1) -> (3,15,-1)
Connected (2,15,-1) -> (1,15,-1)
Connected (2,15,-1) -> (2,16,-1)
Connected (2,15,-1) -> (2,14,-1)
Connected (2,15,-1) -> (2,15,0)
Ignored (2,15,-2) because it's out of bounds.
====================
2,15,0 (2,15,0)
Connected (2,15,0) -> (3,15,0)
Connected (2,15,0) -> (1,15,0)
Connected (2,15,0) -> (2,16,0)
Connected (2,15,0) -> (2,14,0)
Connected (2,15,0) -> (2,15,1)
Connected (2,15,0) -> (2,15,-1)
====================
2,15,1 (2,15,1)
Connected (2,15,1) -> (3,15,1)
Connected (2,15,1) -> (1,15,1)
Connected (2,15,1) -> (2,16,1)
Connected (2,15,1) -> (2,14,1)
Connected (2,15,1) -> (2,15,2)
Connected (2,15,1) -> (2,15,0)
====================
2,15,2 (2,15,2)
Connected (2,15,2) -> (3,15,2)
Connected (2,15,2) -> (1,15,2)
Connected (2,15,2) -> (2,16,2)
Connected (2,15,2) -> (2,14,2)
Connected (2,15,2) -> (2,15,3)
Connected (2,15,2) -> (2,15,1)
====================
2,15,3 (2,15,3)
Connected (2,15,3) -> (3,15,3)
Connected (2,15,3) -> (1,15,3)
Connected (2,15,3) -> (2,16,3)
Connected (2,15,3) -> (2,14,3)
Connected (2,15,3) -> (2,15,4)
Connected (2,15,3) -> (2,15,2)
====================
2,15,4 (2,15,4)
Connected (2,15,4) -> (3,15,4)
Connected (2,15,4) -> (1,15,4)
Connected (2,15,4) -> (2,16,4)
Connected (2,15,4) -> (2,14,4)
Connected (2,15,4) -> (2,15,5)
Connected (2,15,4) -> (2,15,3)
====================
2,15,5 (2,15,5)
Connected (2,15,5) -> (3,15,5)
Connected (2,15,5) -> (1,15,5)
Connected (2,15,5) -> (2,16,5)
Connected (2,15,5) -> (2,14,5)
Connected (2,15,5) -> (2,15,6)
Connected (2,15,5) -> (2,15,4)
====================
2,15,6 (2,15,6)
Ignored (3,15,6) because a block exists there.
Connected (2,15,6) -> (1,15,6)
Connected (2,15,6) -> (2,16,6)
Connected (2,15,6) -> (2,14,6)
Connected (2,15,6) -> (2,15,7)
Connected (2,15,6) -> (2,15,5)
====================
2,15,7 (2,15,7)
Ignored (3,15,7) because a block exists there.
Connected (2,15,7) -> (1,15,7)
Connected (2,15,7) -> (2,16,7)
Connected (2,15,7) -> (2,14,7)
Ignored (2,15,8) because a block exists there.
Connected (2,15,7) -> (2,15,6)
====================
2,15,9 (2,15,9)
Ignored (3,15,9) because a block exists there.
Connected (2,15,9) -> (1,15,9)
Connected (2,15,9) -> (2,16,9)
Ignored (2,14,9) because a block exists there.
Connected (2,15,9) -> (2,15,10)
Ignored (2,15,8) because a block exists there.
====================
2,15,10 (2,15,10)
Ignored (3,15,10) because a block exists there.
Connected (2,15,10) -> (1,15,10)
Connected (2,15,10) -> (2,16,10)
Ignored (2,14,10) because a block exists there.
Connected (2,15,10) -> (2,15,11)
Connected (2,15,10) -> (2,15,9)
====================
2,15,11 (2,15,11)
Ignored (3,15,11) because a block exists there.
Connected (2,15,11) -> (1,15,11)
Connected (2,15,11) -> (2,16,11)
Ignored (2,14,11) because a block exists there.
Ignored (2,15,12) because a block exists there.
Connected (2,15,11) -> (2,15,10)
====================
2,15,13 (2,15,13)
Ignored (3,15,13) because a block exists there.
Connected (2,15,13) -> (1,15,13)
Connected (2,15,13) -> (2,16,13)
Ignored (2,14,13) because a block exists there.
Connected (2,15,13) -> (2,15,14)
Ignored (2,15,12) because a block exists there.
====================
2,15,14 (2,15,14)
Connected (2,15,14) -> (3,15,14)
Connected (2,15,14) -> (1,15,14)
Connected (2,15,14) -> (2,16,14)
Connected (2,15,14) -> (2,14,14)
Connected (2,15,14) -> (2,15,15)
Connected (2,15,14) -> (2,15,13)
====================
2,15,15 (2,15,15)
Connected (2,15,15) -> (3,15,15)
Connected (2,15,15) -> (1,15,15)
Connected (2,15,15) -> (2,16,15)
Connected (2,15,15) -> (2,14,15)
Connected (2,15,15) -> (2,15,16)
Connected (2,15,15) -> (2,15,14)
====================
2,15,16 (2,15,16)
Connected (2,15,16) -> (3,15,16)
Connected (2,15,16) -> (1,15,16)
Connected (2,15,16) -> (2,16,16)
Connected (2,15,16) -> (2,14,16)
Connected (2,15,16) -> (2,15,17)
Connected (2,15,16) -> (2,15,15)
====================
2,15,17 (2,15,17)
Connected (2,15,17) -> (3,15,17)
Connected (2,15,17) -> (1,15,17)
Connected (2,15,17) -> (2,16,17)
Connected (2,15,17) -> (2,14,17)
Connected (2,15,17) -> (2,15,18)
Connected (2,15,17) -> (2,15,16)
====================
2,15,18 (2,15,18)
Connected (2,15,18) -> (3,15,18)
Connected (2,15,18) -> (1,15,18)
Connected (2,15,18) -> (2,16,18)
Connected (2,15,18) -> (2,14,18)
Connected (2,15,18) -> (2,15,19)
Connected (2,15,18) -> (2,15,17)
====================
2,15,19 (2,15,19)
Connected (2,15,19) -> (3,15,19)
Connected (2,15,19) -> (1,15,19)
Connected (2,15,19) -> (2,16,19)
Connected (2,15,19) -> (2,14,19)
Connected (2,15,19) -> (2,15,20)
Connected (2,15,19) -> (2,15,18)
====================
2,15,20 (2,15,20)
Connected (2,15,20) -> (3,15,20)
Connected (2,15,20) -> (1,15,20)
Connected (2,15,20) -> (2,16,20)
Connected (2,15,20) -> (2,14,20)
Ignored (2,15,21) because it's out of bounds.
Connected (2,15,20) -> (2,15,19)
====================
2,16,-1 (2,16,-1)
Connected (2,16,-1) -> (3,16,-1)
Connected (2,16,-1) -> (1,16,-1)
Connected (2,16,-1) -> (2,17,-1)
Connected (2,16,-1) -> (2,15,-1)
Connected (2,16,-1) -> (2,16,0)
Ignored (2,16,-2) because it's out of bounds.
====================
2,16,0 (2,16,0)
Connected (2,16,0) -> (3,16,0)
Connected (2,16,0) -> (1,16,0)
Connected (2,16,0) -> (2,17,0)
Connected (2,16,0) -> (2,15,0)
Connected (2,16,0) -> (2,16,1)
Connected (2,16,0) -> (2,16,-1)
====================
2,16,1 (2,16,1)
Connected (2,16,1) -> (3,16,1)
Connected (2,16,1) -> (1,16,1)
Connected (2,16,1) -> (2,17,1)
Connected (2,16,1) -> (2,15,1)
Connected (2,16,1) -> (2,16,2)
Connected (2,16,1) -> (2,16,0)
====================
2,16,2 (2,16,2)
Connected (2,16,2) -> (3,16,2)
Connected (2,16,2) -> (1,16,2)
Connected (2,16,2) -> (2,17,2)
Connected (2,16,2) -> (2,15,2)
Connected (2,16,2) -> (2,16,3)
Connected (2,16,2) -> (2,16,1)
====================
2,16,3 (2,16,3)
Connected (2,16,3) -> (3,16,3)
Connected (2,16,3) -> (1,16,3)
Connected (2,16,3) -> (2,17,3)
Connected (2,16,3) -> (2,15,3)
Connected (2,16,3) -> (2,16,4)
Connected (2,16,3) -> (2,16,2)
====================
2,16,4 (2,16,4)
Connected (2,16,4) -> (3,16,4)
Connected (2,16,4) -> (1,16,4)
Connected (2,16,4) -> (2,17,4)
Connected (2,16,4) -> (2,15,4)
Connected (2,16,4) -> (2,16,5)
Connected (2,16,4) -> (2,16,3)
====================
2,16,5 (2,16,5)
Connected (2,16,5) -> (3,16,5)
Connected (2,16,5) -> (1,16,5)
Connected (2,16,5) -> (2,17,5)
Connected (2,16,5) -> (2,15,5)
Connected (2,16,5) -> (2,16,6)
Connected (2,16,5) -> (2,16,4)
====================
2,16,6 (2,16,6)
Connected (2,16,6) -> (3,16,6)
Connected (2,16,6) -> (1,16,6)
Connected (2,16,6) -> (2,17,6)
Connected (2,16,6) -> (2,15,6)
Connected (2,16,6) -> (2,16,7)
Connected (2,16,6) -> (2,16,5)
====================
2,16,7 (2,16,7)
Connected (2,16,7) -> (3,16,7)
Connected (2,16,7) -> (1,16,7)
Connected (2,16,7) -> (2,17,7)
Connected (2,16,7) -> (2,15,7)
Connected (2,16,7) -> (2,16,8)
Connected (2,16,7) -> (2,16,6)
====================
2,16,8 (2,16,8)
Connected (2,16,8) -> (3,16,8)
Connected (2,16,8) -> (1,16,8)
Connected (2,16,8) -> (2,17,8)
Ignored (2,15,8) because a block exists there.
Connected (2,16,8) -> (2,16,9)
Connected (2,16,8) -> (2,16,7)
====================
2,16,9 (2,16,9)
Ignored (3,16,9) because a block exists there.
Connected (2,16,9) -> (1,16,9)
Connected (2,16,9) -> (2,17,9)
Connected (2,16,9) -> (2,15,9)
Connected (2,16,9) -> (2,16,10)
Connected (2,16,9) -> (2,16,8)
====================
2,16,10 (2,16,10)
Ignored (3,16,10) because a block exists there.
Connected (2,16,10) -> (1,16,10)
Connected (2,16,10) -> (2,17,10)
Connected (2,16,10) -> (2,15,10)
Connected (2,16,10) -> (2,16,11)
Connected (2,16,10) -> (2,16,9)
====================
2,16,11 (2,16,11)
Connected (2,16,11) -> (3,16,11)
Connected (2,16,11) -> (1,16,11)
Connected (2,16,11) -> (2,17,11)
Connected (2,16,11) -> (2,15,11)
Connected (2,16,11) -> (2,16,12)
Connected (2,16,11) -> (2,16,10)
====================
2,16,12 (2,16,12)
Connected (2,16,12) -> (3,16,12)
Connected (2,16,12) -> (1,16,12)
Connected (2,16,12) -> (2,17,12)
Ignored (2,15,12) because a block exists there.
Connected (2,16,12) -> (2,16,13)
Connected (2,16,12) -> (2,16,11)
====================
2,16,13 (2,16,13)
Connected (2,16,13) -> (3,16,13)
Connected (2,16,13) -> (1,16,13)
Connected (2,16,13) -> (2,17,13)
Connected (2,16,13) -> (2,15,13)
Connected (2,16,13) -> (2,16,14)
Connected (2,16,13) -> (2,16,12)
====================
2,16,14 (2,16,14)
Connected (2,16,14) -> (3,16,14)
Connected (2,16,14) -> (1,16,14)
Connected (2,16,14) -> (2,17,14)
Connected (2,16,14) -> (2,15,14)
Connected (2,16,14) -> (2,16,15)
Connected (2,16,14) -> (2,16,13)
====================
2,16,15 (2,16,15)
Connected (2,16,15) -> (3,16,15)
Connected (2,16,15) -> (1,16,15)
Connected (2,16,15) -> (2,17,15)
Connected (2,16,15) -> (2,15,15)
Connected (2,16,15) -> (2,16,16)
Connected (2,16,15) -> (2,16,14)
====================
2,16,16 (2,16,16)
Connected (2,16,16) -> (3,16,16)
Connected (2,16,16) -> (1,16,16)
Connected (2,16,16) -> (2,17,16)
Connected (2,16,16) -> (2,15,16)
Connected (2,16,16) -> (2,16,17)
Connected (2,16,16) -> (2,16,15)
====================
2,16,17 (2,16,17)
Connected (2,16,17) -> (3,16,17)
Connected (2,16,17) -> (1,16,17)
Connected (2,16,17) -> (2,17,17)
Connected (2,16,17) -> (2,15,17)
Connected (2,16,17) -> (2,16,18)
Connected (2,16,17) -> (2,16,16)
====================
2,16,18 (2,16,18)
Connected (2,16,18) -> (3,16,18)
Connected (2,16,18) -> (1,16,18)
Connected (2,16,18) -> (2,17,18)
Connected (2,16,18) -> (2,15,18)
Connected (2,16,18) -> (2,16,19)
Connected (2,16,18) -> (2,16,17)
====================
2,16,19 (2,16,19)
Connected (2,16,19) -> (3,16,19)
Connected (2,16,19) -> (1,16,19)
Connected (2,16,19) -> (2,17,19)
Connected (2,16,19) -> (2,15,19)
Connected (2,16,19) -> (2,16,20)
Connected (2,16,19) -> (2,16,18)
====================
2,16,20 (2,16,20)
Connected (2,16,20) -> (3,16,20)
Connected (2,16,20) -> (1,16,20)
Connected (2,16,20) -> (2,17,20)
Connected (2,16,20) -> (2,15,20)
Ignored (2,16,21) because it's out of bounds.
Connected (2,16,20) -> (2,16,19)
====================
2,17,-1 (2,17,-1)
Connected (2,17,-1) -> (3,17,-1)
Connected (2,17,-1) -> (1,17,-1)
Connected (2,17,-1) -> (2,18,-1)
Connected (2,17,-1) -> (2,16,-1)
Connected (2,17,-1) -> (2,17,0)
Ignored (2,17,-2) because it's out of bounds.
====================
2,17,0 (2,17,0)
Connected (2,17,0) -> (3,17,0)
Connected (2,17,0) -> (1,17,0)
Connected (2,17,0) -> (2,18,0)
Connected (2,17,0) -> (2,16,0)
Connected (2,17,0) -> (2,17,1)
Connected (2,17,0) -> (2,17,-1)
====================
2,17,1 (2,17,1)
Connected (2,17,1) -> (3,17,1)
Connected (2,17,1) -> (1,17,1)
Connected (2,17,1) -> (2,18,1)
Connected (2,17,1) -> (2,16,1)
Connected (2,17,1) -> (2,17,2)
Connected (2,17,1) -> (2,17,0)
====================
2,17,2 (2,17,2)
Connected (2,17,2) -> (3,17,2)
Connected (2,17,2) -> (1,17,2)
Connected (2,17,2) -> (2,18,2)
Connected (2,17,2) -> (2,16,2)
Connected (2,17,2) -> (2,17,3)
Connected (2,17,2) -> (2,17,1)
====================
2,17,3 (2,17,3)
Connected (2,17,3) -> (3,17,3)
Connected (2,17,3) -> (1,17,3)
Connected (2,17,3) -> (2,18,3)
Connected (2,17,3) -> (2,16,3)
Connected (2,17,3) -> (2,17,4)
Connected (2,17,3) -> (2,17,2)
====================
2,17,4 (2,17,4)
Connected (2,17,4) -> (3,17,4)
Connected (2,17,4) -> (1,17,4)
Connected (2,17,4) -> (2,18,4)
Connected (2,17,4) -> (2,16,4)
Connected (2,17,4) -> (2,17,5)
Connected (2,17,4) -> (2,17,3)
====================
2,17,5 (2,17,5)
Connected (2,17,5) -> (3,17,5)
Connected (2,17,5) -> (1,17,5)
Connected (2,17,5) -> (2,18,5)
Connected (2,17,5) -> (2,16,5)
Connected (2,17,5) -> (2,17,6)
Connected (2,17,5) -> (2,17,4)
====================
2,17,6 (2,17,6)
Connected (2,17,6) -> (3,17,6)
Connected (2,17,6) -> (1,17,6)
Connected (2,17,6) -> (2,18,6)
Connected (2,17,6) -> (2,16,6)
Connected (2,17,6) -> (2,17,7)
Connected (2,17,6) -> (2,17,5)
====================
2,17,7 (2,17,7)
Connected (2,17,7) -> (3,17,7)
Connected (2,17,7) -> (1,17,7)
Connected (2,17,7) -> (2,18,7)
Connected (2,17,7) -> (2,16,7)
Connected (2,17,7) -> (2,17,8)
Connected (2,17,7) -> (2,17,6)
====================
2,17,8 (2,17,8)
Connected (2,17,8) -> (3,17,8)
Connected (2,17,8) -> (1,17,8)
Connected (2,17,8) -> (2,18,8)
Connected (2,17,8) -> (2,16,8)
Connected (2,17,8) -> (2,17,9)
Connected (2,17,8) -> (2,17,7)
====================
2,17,9 (2,17,9)
Connected (2,17,9) -> (3,17,9)
Connected (2,17,9) -> (1,17,9)
Connected (2,17,9) -> (2,18,9)
Connected (2,17,9) -> (2,16,9)
Connected (2,17,9) -> (2,17,10)
Connected (2,17,9) -> (2,17,8)
====================
2,17,10 (2,17,10)
Connected (2,17,10) -> (3,17,10)
Connected (2,17,10) -> (1,17,10)
Connected (2,17,10) -> (2,18,10)
Connected (2,17,10) -> (2,16,10)
Connected (2,17,10) -> (2,17,11)
Connected (2,17,10) -> (2,17,9)
====================
2,17,11 (2,17,11)
Connected (2,17,11) -> (3,17,11)
Connected (2,17,11) -> (1,17,11)
Connected (2,17,11) -> (2,18,11)
Connected (2,17,11) -> (2,16,11)
Connected (2,17,11) -> (2,17,12)
Connected (2,17,11) -> (2,17,10)
====================
2,17,12 (2,17,12)
Connected (2,17,12) -> (3,17,12)
Connected (2,17,12) -> (1,17,12)
Connected (2,17,12) -> (2,18,12)
Connected (2,17,12) -> (2,16,12)
Connected (2,17,12) -> (2,17,13)
Connected (2,17,12) -> (2,17,11)
====================
2,17,13 (2,17,13)
Connected (2,17,13) -> (3,17,13)
Connected (2,17,13) -> (1,17,13)
Connected (2,17,13) -> (2,18,13)
Connected (2,17,13) -> (2,16,13)
Connected (2,17,13) -> (2,17,14)
Connected (2,17,13) -> (2,17,12)
====================
2,17,14 (2,17,14)
Connected (2,17,14) -> (3,17,14)
Connected (2,17,14) -> (1,17,14)
Connected (2,17,14) -> (2,18,14)
Connected (2,17,14) -> (2,16,14)
Connected (2,17,14) -> (2,17,15)
Connected (2,17,14) -> (2,17,13)
====================
2,17,15 (2,17,15)
Connected (2,17,15) -> (3,17,15)
Connected (2,17,15) -> (1,17,15)
Connected (2,17,15) -> (2,18,15)
Connected (2,17,15) -> (2,16,15)
Connected (2,17,15) -> (2,17,16)
Connected (2,17,15) -> (2,17,14)
====================
2,17,16 (2,17,16)
Connected (2,17,16) -> (3,17,16)
Connected (2,17,16) -> (1,17,16)
Connected (2,17,16) -> (2,18,16)
Connected (2,17,16) -> (2,16,16)
Connected (2,17,16) -> (2,17,17)
Connected (2,17,16) -> (2,17,15)
====================
2,17,17 (2,17,17)
Connected (2,17,17) -> (3,17,17)
Connected (2,17,17) -> (1,17,17)
Connected (2,17,17) -> (2,18,17)
Connected (2,17,17) -> (2,16,17)
Connected (2,17,17) -> (2,17,18)
Connected (2,17,17) -> (2,17,16)
====================
2,17,18 (2,17,18)
Connected (2,17,18) -> (3,17,18)
Connected (2,17,18) -> (1,17,18)
Connected (2,17,18) -> (2,18,18)
Connected (2,17,18) -> (2,16,18)
Connected (2,17,18) -> (2,17,19)
Connected (2,17,18) -> (2,17,17)
====================
2,17,19 (2,17,19)
Connected (2,17,19) -> (3,17,19)
Connected (2,17,19) -> (1,17,19)
Connected (2,17,19) -> (2,18,19)
Connected (2,17,19) -> (2,16,19)
Connected (2,17,19) -> (2,17,20)
Connected (2,17,19) -> (2,17,18)
====================
2,17,20 (2,17,20)
Connected (2,17,20) -> (3,17,20)
Connected (2,17,20) -> (1,17,20)
Connected (2,17,20) -> (2,18,20)
Connected (2,17,20) -> (2,16,20)
Ignored (2,17,21) because it's out of bounds.
Connected (2,17,20) -> (2,17,19)
====================
2,18,-1 (2,18,-1)
Connected (2,18,-1) -> (3,18,-1)
Connected (2,18,-1) -> (1,18,-1)
Connected (2,18,-1) -> (2,19,-1)
Connected (2,18,-1) -> (2,17,-1)
Connected (2,18,-1) -> (2,18,0)
Ignored (2,18,-2) because it's out of bounds.
====================
2,18,0 (2,18,0)
Connected (2,18,0) -> (3,18,0)
Connected (2,18,0) -> (1,18,0)
Connected (2,18,0) -> (2,19,0)
Connected (2,18,0) -> (2,17,0)
Connected (2,18,0) -> (2,18,1)
Connected (2,18,0) -> (2,18,-1)
====================
2,18,1 (2,18,1)
Connected (2,18,1) -> (3,18,1)
Connected (2,18,1) -> (1,18,1)
Connected (2,18,1) -> (2,19,1)
Connected (2,18,1) -> (2,17,1)
Connected (2,18,1) -> (2,18,2)
Connected (2,18,1) -> (2,18,0)
====================
2,18,2 (2,18,2)
Connected (2,18,2) -> (3,18,2)
Connected (2,18,2) -> (1,18,2)
Connected (2,18,2) -> (2,19,2)
Connected (2,18,2) -> (2,17,2)
Connected (2,18,2) -> (2,18,3)
Connected (2,18,2) -> (2,18,1)
====================
2,18,3 (2,18,3)
Connected (2,18,3) -> (3,18,3)
Connected (2,18,3) -> (1,18,3)
Connected (2,18,3) -> (2,19,3)
Connected (2,18,3) -> (2,17,3)
Connected (2,18,3) -> (2,18,4)
Connected (2,18,3) -> (2,18,2)
====================
2,18,4 (2,18,4)
Connected (2,18,4) -> (3,18,4)
Connected (2,18,4) -> (1,18,4)
Connected (2,18,4) -> (2,19,4)
Connected (2,18,4) -> (2,17,4)
Connected (2,18,4) -> (2,18,5)
Connected (2,18,4) -> (2,18,3)
====================
2,18,5 (2,18,5)
Connected (2,18,5) -> (3,18,5)
Connected (2,18,5) -> (1,18,5)
Connected (2,18,5) -> (2,19,5)
Connected (2,18,5) -> (2,17,5)
Connected (2,18,5) -> (2,18,6)
Connected (2,18,5) -> (2,18,4)
====================
2,18,6 (2,18,6)
Connected (2,18,6) -> (3,18,6)
Connected (2,18,6) -> (1,18,6)
Connected (2,18,6) -> (2,19,6)
Connected (2,18,6) -> (2,17,6)
Connected (2,18,6) -> (2,18,7)
Connected (2,18,6) -> (2,18,5)
====================
2,18,7 (2,18,7)
Connected (2,18,7) -> (3,18,7)
Connected (2,18,7) -> (1,18,7)
Connected (2,18,7) -> (2,19,7)
Connected (2,18,7) -> (2,17,7)
Connected (2,18,7) -> (2,18,8)
Connected (2,18,7) -> (2,18,6)
====================
2,18,8 (2,18,8)
Connected (2,18,8) -> (3,18,8)
Connected (2,18,8) -> (1,18,8)
Connected (2,18,8) -> (2,19,8)
Connected (2,18,8) -> (2,17,8)
Connected (2,18,8) -> (2,18,9)
Connected (2,18,8) -> (2,18,7)
====================
2,18,9 (2,18,9)
Connected (2,18,9) -> (3,18,9)
Connected (2,18,9) -> (1,18,9)
Connected (2,18,9) -> (2,19,9)
Connected (2,18,9) -> (2,17,9)
Connected (2,18,9) -> (2,18,10)
Connected (2,18,9) -> (2,18,8)
====================
2,18,10 (2,18,10)
Connected (2,18,10) -> (3,18,10)
Connected (2,18,10) -> (1,18,10)
Connected (2,18,10) -> (2,19,10)
Connected (2,18,10) -> (2,17,10)
Connected (2,18,10) -> (2,18,11)
Connected (2,18,10) -> (2,18,9)
====================
2,18,11 (2,18,11)
Connected (2,18,11) -> (3,18,11)
Connected (2,18,11) -> (1,18,11)
Connected (2,18,11) -> (2,19,11)
Connected (2,18,11) -> (2,17,11)
Connected (2,18,11) -> (2,18,12)
Connected (2,18,11) -> (2,18,10)
====================
2,18,12 (2,18,12)
Connected (2,18,12) -> (3,18,12)
Connected (2,18,12) -> (1,18,12)
Connected (2,18,12) -> (2,19,12)
Connected (2,18,12) -> (2,17,12)
Connected (2,18,12) -> (2,18,13)
Connected (2,18,12) -> (2,18,11)
====================
2,18,13 (2,18,13)
Connected (2,18,13) -> (3,18,13)
Connected (2,18,13) -> (1,18,13)
Connected (2,18,13) -> (2,19,13)
Connected (2,18,13) -> (2,17,13)
Connected (2,18,13) -> (2,18,14)
Connected (2,18,13) -> (2,18,12)
====================
2,18,14 (2,18,14)
Connected (2,18,14) -> (3,18,14)
Connected (2,18,14) -> (1,18,14)
Connected (2,18,14) -> (2,19,14)
Connected (2,18,14) -> (2,17,14)
Connected (2,18,14) -> (2,18,15)
Connected (2,18,14) -> (2,18,13)
====================
2,18,15 (2,18,15)
Connected (2,18,15) -> (3,18,15)
Connected (2,18,15) -> (1,18,15)
Connected (2,18,15) -> (2,19,15)
Connected (2,18,15) -> (2,17,15)
Connected (2,18,15) -> (2,18,16)
Connected (2,18,15) -> (2,18,14)
====================
2,18,16 (2,18,16)
Connected (2,18,16) -> (3,18,16)
Connected (2,18,16) -> (1,18,16)
Connected (2,18,16) -> (2,19,16)
Connected (2,18,16) -> (2,17,16)
Connected (2,18,16) -> (2,18,17)
Connected (2,18,16) -> (2,18,15)
====================
2,18,17 (2,18,17)
Connected (2,18,17) -> (3,18,17)
Connected (2,18,17) -> (1,18,17)
Connected (2,18,17) -> (2,19,17)
Connected (2,18,17) -> (2,17,17)
Connected (2,18,17) -> (2,18,18)
Connected (2,18,17) -> (2,18,16)
====================
2,18,18 (2,18,18)
Connected (2,18,18) -> (3,18,18)
Connected (2,18,18) -> (1,18,18)
Connected (2,18,18) -> (2,19,18)
Connected (2,18,18) -> (2,17,18)
Connected (2,18,18) -> (2,18,19)
Connected (2,18,18) -> (2,18,17)
====================
2,18,19 (2,18,19)
Connected (2,18,19) -> (3,18,19)
Connected (2,18,19) -> (1,18,19)
Connected (2,18,19) -> (2,19,19)
Connected (2,18,19) -> (2,17,19)
Connected (2,18,19) -> (2,18,20)
Connected (2,18,19) -> (2,18,18)
====================
2,18,20 (2,18,20)
Connected (2,18,20) -> (3,18,20)
Connected (2,18,20) -> (1,18,20)
Connected (2,18,20) -> (2,19,20)
Connected (2,18,20) -> (2,17,20)
Ignored (2,18,21) because it's out of bounds.
Connected (2,18,20) -> (2,18,19)
====================
2,19,-1 (2,19,-1)
Connected (2,19,-1) -> (3,19,-1)
Connected (2,19,-1) -> (1,19,-1)
Ignored (2,20,-1) because it's out of bounds.
Connected (2,19,-1) -> (2,18,-1)
Connected (2,19,-1) -> (2,19,0)
Ignored (2,19,-2) because it's out of bounds.
====================
2,19,0 (2,19,0)
Connected (2,19,0) -> (3,19,0)
Connected (2,19,0) -> (1,19,0)
Ignored (2,20,0) because it's out of bounds.
Connected (2,19,0) -> (2,18,0)
Connected (2,19,0) -> (2,19,1)
Connected (2,19,0) -> (2,19,-1)
====================
2,19,1 (2,19,1)
Connected (2,19,1) -> (3,19,1)
Connected (2,19,1) -> (1,19,1)
Ignored (2,20,1) because it's out of bounds.
Connected (2,19,1) -> (2,18,1)
Connected (2,19,1) -> (2,19,2)
Connected (2,19,1) -> (2,19,0)
====================
2,19,2 (2,19,2)
Connected (2,19,2) -> (3,19,2)
Connected (2,19,2) -> (1,19,2)
Ignored (2,20,2) because it's out of bounds.
Connected (2,19,2) -> (2,18,2)
Connected (2,19,2) -> (2,19,3)
Connected (2,19,2) -> (2,19,1)
====================
2,19,3 (2,19,3)
Connected (2,19,3) -> (3,19,3)
Connected (2,19,3) -> (1,19,3)
Ignored (2,20,3) because it's out of bounds.
Connected (2,19,3) -> (2,18,3)
Connected (2,19,3) -> (2,19,4)
Connected (2,19,3) -> (2,19,2)
====================
2,19,4 (2,19,4)
Connected (2,19,4) -> (3,19,4)
Connected (2,19,4) -> (1,19,4)
Ignored (2,20,4) because it's out of bounds.
Connected (2,19,4) -> (2,18,4)
Connected (2,19,4) -> (2,19,5)
Connected (2,19,4) -> (2,19,3)
====================
2,19,5 (2,19,5)
Connected (2,19,5) -> (3,19,5)
Connected (2,19,5) -> (1,19,5)
Ignored (2,20,5) because it's out of bounds.
Connected (2,19,5) -> (2,18,5)
Connected (2,19,5) -> (2,19,6)
Connected (2,19,5) -> (2,19,4)
====================
2,19,6 (2,19,6)
Connected (2,19,6) -> (3,19,6)
Connected (2,19,6) -> (1,19,6)
Ignored (2,20,6) because it's out of bounds.
Connected (2,19,6) -> (2,18,6)
Connected (2,19,6) -> (2,19,7)
Connected (2,19,6) -> (2,19,5)
====================
2,19,7 (2,19,7)
Connected (2,19,7) -> (3,19,7)
Connected (2,19,7) -> (1,19,7)
Ignored (2,20,7) because it's out of bounds.
Connected (2,19,7) -> (2,18,7)
Connected (2,19,7) -> (2,19,8)
Connected (2,19,7) -> (2,19,6)
====================
2,19,8 (2,19,8)
Connected (2,19,8) -> (3,19,8)
Connected (2,19,8) -> (1,19,8)
Ignored (2,20,8) because it's out of bounds.
Connected (2,19,8) -> (2,18,8)
Connected (2,19,8) -> (2,19,9)
Connected (2,19,8) -> (2,19,7)
====================
2,19,9 (2,19,9)
Connected (2,19,9) -> (3,19,9)
Connected (2,19,9) -> (1,19,9)
Ignored (2,20,9) because it's out of bounds.
Connected (2,19,9) -> (2,18,9)
Connected (2,19,9) -> (2,19,10)
Connected (2,19,9) -> (2,19,8)
====================
2,19,10 (2,19,10)
Connected (2,19,10) -> (3,19,10)
Connected (2,19,10) -> (1,19,10)
Ignored (2,20,10) because it's out of bounds.
Connected (2,19,10) -> (2,18,10)
Connected (2,19,10) -> (2,19,11)
Connected (2,19,10) -> (2,19,9)
====================
2,19,11 (2,19,11)
Connected (2,19,11) -> (3,19,11)
Connected (2,19,11) -> (1,19,11)
Ignored (2,20,11) because it's out of bounds.
Connected (2,19,11) -> (2,18,11)
Connected (2,19,11) -> (2,19,12)
Connected (2,19,11) -> (2,19,10)
====================
2,19,12 (2,19,12)
Connected (2,19,12) -> (3,19,12)
Connected (2,19,12) -> (1,19,12)
Ignored (2,20,12) because it's out of bounds.
Connected (2,19,12) -> (2,18,12)
Connected (2,19,12) -> (2,19,13)
Connected (2,19,12) -> (2,19,11)
====================
2,19,13 (2,19,13)
Connected (2,19,13) -> (3,19,13)
Connected (2,19,13) -> (1,19,13)
Ignored (2,20,13) because it's out of bounds.
Connected (2,19,13) -> (2,18,13)
Connected (2,19,13) -> (2,19,14)
Connected (2,19,13) -> (2,19,12)
====================
2,19,14 (2,19,14)
Connected (2,19,14) -> (3,19,14)
Connected (2,19,14) -> (1,19,14)
Ignored (2,20,14) because it's out of bounds.
Connected (2,19,14) -> (2,18,14)
Connected (2,19,14) -> (2,19,15)
Connected (2,19,14) -> (2,19,13)
====================
2,19,15 (2,19,15)
Connected (2,19,15) -> (3,19,15)
Connected (2,19,15) -> (1,19,15)
Ignored (2,20,15) because it's out of bounds.
Connected (2,19,15) -> (2,18,15)
Connected (2,19,15) -> (2,19,16)
Connected (2,19,15) -> (2,19,14)
====================
2,19,16 (2,19,16)
Connected (2,19,16) -> (3,19,16)
Connected (2,19,16) -> (1,19,16)
Ignored (2,20,16) because it's out of bounds.
Connected (2,19,16) -> (2,18,16)
Connected (2,19,16) -> (2,19,17)
Connected (2,19,16) -> (2,19,15)
====================
2,19,17 (2,19,17)
Connected (2,19,17) -> (3,19,17)
Connected (2,19,17) -> (1,19,17)
Ignored (2,20,17) because it's out of bounds.
Connected (2,19,17) -> (2,18,17)
Connected (2,19,17) -> (2,19,18)
Connected (2,19,17) -> (2,19,16)
====================
2,19,18 (2,19,18)
Connected (2,19,18) -> (3,19,18)
Connected (2,19,18) -> (1,19,18)
Ignored (2,20,18) because it's out of bounds.
Connected (2,19,18) -> (2,18,18)
Connected (2,19,18) -> (2,19,19)
Connected (2,19,18) -> (2,19,17)
====================
2,19,19 (2,19,19)
Connected (2,19,19) -> (3,19,19)
Connected (2,19,19) -> (1,19,19)
Ignored (2,20,19) because it's out of bounds.
Connected (2,19,19) -> (2,18,19)
Connected (2,19,19) -> (2,19,20)
Connected (2,19,19) -> (2,19,18)
====================
2,19,20 (2,19,20)
Connected (2,19,20) -> (3,19,20)
Connected (2,19,20) -> (1,19,20)
Ignored (2,20,20) because it's out of bounds.
Connected (2,19,20) -> (2,18,20)
Ignored (2,19,21) because it's out of bounds.
Connected (2,19,20) -> (2,19,19)
====================
3,-1,-1 (3,-1,-1)
Connected (3,-1,-1) -> (4,-1,-1)
Connected (3,-1,-1) -> (2,-1,-1)
Connected (3,-1,-1) -> (3,0,-1)
Ignored (3,-2,-1) because it's out of bounds.
Connected (3,-1,-1) -> (3,-1,0)
Ignored (3,-1,-2) because it's out of bounds.
====================
3,-1,0 (3,-1,0)
Connected (3,-1,0) -> (4,-1,0)
Connected (3,-1,0) -> (2,-1,0)
Connected (3,-1,0) -> (3,0,0)
Ignored (3,-2,0) because it's out of bounds.
Connected (3,-1,0) -> (3,-1,1)
Connected (3,-1,0) -> (3,-1,-1)
====================
3,-1,1 (3,-1,1)
Connected (3,-1,1) -> (4,-1,1)
Connected (3,-1,1) -> (2,-1,1)
Connected (3,-1,1) -> (3,0,1)
Ignored (3,-2,1) because it's out of bounds.
Connected (3,-1,1) -> (3,-1,2)
Connected (3,-1,1) -> (3,-1,0)
====================
3,-1,2 (3,-1,2)
Connected (3,-1,2) -> (4,-1,2)
Connected (3,-1,2) -> (2,-1,2)
Connected (3,-1,2) -> (3,0,2)
Ignored (3,-2,2) because it's out of bounds.
Connected (3,-1,2) -> (3,-1,3)
Connected (3,-1,2) -> (3,-1,1)
====================
3,-1,3 (3,-1,3)
Connected (3,-1,3) -> (4,-1,3)
Connected (3,-1,3) -> (2,-1,3)
Connected (3,-1,3) -> (3,0,3)
Ignored (3,-2,3) because it's out of bounds.
Connected (3,-1,3) -> (3,-1,4)
Connected (3,-1,3) -> (3,-1,2)
====================
3,-1,4 (3,-1,4)
Connected (3,-1,4) -> (4,-1,4)
Connected (3,-1,4) -> (2,-1,4)
Connected (3,-1,4) -> (3,0,4)
Ignored (3,-2,4) because it's out of bounds.
Connected (3,-1,4) -> (3,-1,5)
Connected (3,-1,4) -> (3,-1,3)
====================
3,-1,5 (3,-1,5)
Connected (3,-1,5) -> (4,-1,5)
Connected (3,-1,5) -> (2,-1,5)
Connected (3,-1,5) -> (3,0,5)
Ignored (3,-2,5) because it's out of bounds.
Connected (3,-1,5) -> (3,-1,6)
Connected (3,-1,5) -> (3,-1,4)
====================
3,-1,6 (3,-1,6)
Connected (3,-1,6) -> (4,-1,6)
Connected (3,-1,6) -> (2,-1,6)
Connected (3,-1,6) -> (3,0,6)
Ignored (3,-2,6) because it's out of bounds.
Connected (3,-1,6) -> (3,-1,7)
Connected (3,-1,6) -> (3,-1,5)
====================
3,-1,7 (3,-1,7)
Connected (3,-1,7) -> (4,-1,7)
Connected (3,-1,7) -> (2,-1,7)
Connected (3,-1,7) -> (3,0,7)
Ignored (3,-2,7) because it's out of bounds.
Connected (3,-1,7) -> (3,-1,8)
Connected (3,-1,7) -> (3,-1,6)
====================
3,-1,8 (3,-1,8)
Connected (3,-1,8) -> (4,-1,8)
Connected (3,-1,8) -> (2,-1,8)
Connected (3,-1,8) -> (3,0,8)
Ignored (3,-2,8) because it's out of bounds.
Connected (3,-1,8) -> (3,-1,9)
Connected (3,-1,8) -> (3,-1,7)
====================
3,-1,9 (3,-1,9)
Connected (3,-1,9) -> (4,-1,9)
Connected (3,-1,9) -> (2,-1,9)
Connected (3,-1,9) -> (3,0,9)
Ignored (3,-2,9) because it's out of bounds.
Connected (3,-1,9) -> (3,-1,10)
Connected (3,-1,9) -> (3,-1,8)
====================
3,-1,10 (3,-1,10)
Connected (3,-1,10) -> (4,-1,10)
Connected (3,-1,10) -> (2,-1,10)
Connected (3,-1,10) -> (3,0,10)
Ignored (3,-2,10) because it's out of bounds.
Connected (3,-1,10) -> (3,-1,11)
Connected (3,-1,10) -> (3,-1,9)
====================
3,-1,11 (3,-1,11)
Connected (3,-1,11) -> (4,-1,11)
Connected (3,-1,11) -> (2,-1,11)
Connected (3,-1,11) -> (3,0,11)
Ignored (3,-2,11) because it's out of bounds.
Connected (3,-1,11) -> (3,-1,12)
Connected (3,-1,11) -> (3,-1,10)
====================
3,-1,12 (3,-1,12)
Connected (3,-1,12) -> (4,-1,12)
Connected (3,-1,12) -> (2,-1,12)
Connected (3,-1,12) -> (3,0,12)
Ignored (3,-2,12) because it's out of bounds.
Connected (3,-1,12) -> (3,-1,13)
Connected (3,-1,12) -> (3,-1,11)
====================
3,-1,13 (3,-1,13)
Connected (3,-1,13) -> (4,-1,13)
Connected (3,-1,13) -> (2,-1,13)
Connected (3,-1,13) -> (3,0,13)
Ignored (3,-2,13) because it's out of bounds.
Connected (3,-1,13) -> (3,-1,14)
Connected (3,-1,13) -> (3,-1,12)
====================
3,-1,14 (3,-1,14)
Connected (3,-1,14) -> (4,-1,14)
Connected (3,-1,14) -> (2,-1,14)
Connected (3,-1,14) -> (3,0,14)
Ignored (3,-2,14) because it's out of bounds.
Connected (3,-1,14) -> (3,-1,15)
Connected (3,-1,14) -> (3,-1,13)
====================
3,-1,15 (3,-1,15)
Connected (3,-1,15) -> (4,-1,15)
Connected (3,-1,15) -> (2,-1,15)
Connected (3,-1,15) -> (3,0,15)
Ignored (3,-2,15) because it's out of bounds.
Connected (3,-1,15) -> (3,-1,16)
Connected (3,-1,15) -> (3,-1,14)
====================
3,-1,16 (3,-1,16)
Connected (3,-1,16) -> (4,-1,16)
Connected (3,-1,16) -> (2,-1,16)
Connected (3,-1,16) -> (3,0,16)
Ignored (3,-2,16) because it's out of bounds.
Connected (3,-1,16) -> (3,-1,17)
Connected (3,-1,16) -> (3,-1,15)
====================
3,-1,17 (3,-1,17)
Connected (3,-1,17) -> (4,-1,17)
Connected (3,-1,17) -> (2,-1,17)
Connected (3,-1,17) -> (3,0,17)
Ignored (3,-2,17) because it's out of bounds.
Connected (3,-1,17) -> (3,-1,18)
Connected (3,-1,17) -> (3,-1,16)
====================
3,-1,18 (3,-1,18)
Connected (3,-1,18) -> (4,-1,18)
Connected (3,-1,18) -> (2,-1,18)
Connected (3,-1,18) -> (3,0,18)
Ignored (3,-2,18) because it's out of bounds.
Connected (3,-1,18) -> (3,-1,19)
Connected (3,-1,18) -> (3,-1,17)
====================
3,-1,19 (3,-1,19)
Connected (3,-1,19) -> (4,-1,19)
Connected (3,-1,19) -> (2,-1,19)
Connected (3,-1,19) -> (3,0,19)
Ignored (3,-2,19) because it's out of bounds.
Connected (3,-1,19) -> (3,-1,20)
Connected (3,-1,19) -> (3,-1,18)
====================
3,-1,20 (3,-1,20)
Connected (3,-1,20) -> (4,-1,20)
Connected (3,-1,20) -> (2,-1,20)
Connected (3,-1,20) -> (3,0,20)
Ignored (3,-2,20) because it's out of bounds.
Ignored (3,-1,21) because it's out of bounds.
Connected (3,-1,20) -> (3,-1,19)
====================
3,0,-1 (3,0,-1)
Connected (3,0,-1) -> (4,0,-1)
Connected (3,0,-1) -> (2,0,-1)
Connected (3,0,-1) -> (3,1,-1)
Connected (3,0,-1) -> (3,-1,-1)
Connected (3,0,-1) -> (3,0,0)
Ignored (3,0,-2) because it's out of bounds.
====================
3,0,0 (3,0,0)
Connected (3,0,0) -> (4,0,0)
Connected (3,0,0) -> (2,0,0)
Connected (3,0,0) -> (3,1,0)
Connected (3,0,0) -> (3,-1,0)
Connected (3,0,0) -> (3,0,1)
Connected (3,0,0) -> (3,0,-1)
====================
3,0,1 (3,0,1)
Connected (3,0,1) -> (4,0,1)
Connected (3,0,1) -> (2,0,1)
Connected (3,0,1) -> (3,1,1)
Connected (3,0,1) -> (3,-1,1)
Connected (3,0,1) -> (3,0,2)
Connected (3,0,1) -> (3,0,0)
====================
3,0,2 (3,0,2)
Connected (3,0,2) -> (4,0,2)
Connected (3,0,2) -> (2,0,2)
Connected (3,0,2) -> (3,1,2)
Connected (3,0,2) -> (3,-1,2)
Connected (3,0,2) -> (3,0,3)
Connected (3,0,2) -> (3,0,1)
====================
3,0,3 (3,0,3)
Connected (3,0,3) -> (4,0,3)
Connected (3,0,3) -> (2,0,3)
Connected (3,0,3) -> (3,1,3)
Connected (3,0,3) -> (3,-1,3)
Connected (3,0,3) -> (3,0,4)
Connected (3,0,3) -> (3,0,2)
====================
3,0,4 (3,0,4)
Connected (3,0,4) -> (4,0,4)
Connected (3,0,4) -> (2,0,4)
Connected (3,0,4) -> (3,1,4)
Connected (3,0,4) -> (3,-1,4)
Connected (3,0,4) -> (3,0,5)
Connected (3,0,4) -> (3,0,3)
====================
3,0,5 (3,0,5)
Connected (3,0,5) -> (4,0,5)
Connected (3,0,5) -> (2,0,5)
Connected (3,0,5) -> (3,1,5)
Connected (3,0,5) -> (3,-1,5)
Connected (3,0,5) -> (3,0,6)
Connected (3,0,5) -> (3,0,4)
====================
3,0,6 (3,0,6)
Connected (3,0,6) -> (4,0,6)
Connected (3,0,6) -> (2,0,6)
Connected (3,0,6) -> (3,1,6)
Connected (3,0,6) -> (3,-1,6)
Connected (3,0,6) -> (3,0,7)
Connected (3,0,6) -> (3,0,5)
====================
3,0,7 (3,0,7)
Connected (3,0,7) -> (4,0,7)
Connected (3,0,7) -> (2,0,7)
Connected (3,0,7) -> (3,1,7)
Connected (3,0,7) -> (3,-1,7)
Connected (3,0,7) -> (3,0,8)
Connected (3,0,7) -> (3,0,6)
====================
3,0,8 (3,0,8)
Connected (3,0,8) -> (4,0,8)
Connected (3,0,8) -> (2,0,8)
Connected (3,0,8) -> (3,1,8)
Connected (3,0,8) -> (3,-1,8)
Connected (3,0,8) -> (3,0,9)
Connected (3,0,8) -> (3,0,7)
====================
3,0,9 (3,0,9)
Connected (3,0,9) -> (4,0,9)
Connected (3,0,9) -> (2,0,9)
Connected (3,0,9) -> (3,1,9)
Connected (3,0,9) -> (3,-1,9)
Connected (3,0,9) -> (3,0,10)
Connected (3,0,9) -> (3,0,8)
====================
3,0,10 (3,0,10)
Connected (3,0,10) -> (4,0,10)
Connected (3,0,10) -> (2,0,10)
Connected (3,0,10) -> (3,1,10)
Connected (3,0,10) -> (3,-1,10)
Connected (3,0,10) -> (3,0,11)
Connected (3,0,10) -> (3,0,9)
====================
3,0,11 (3,0,11)
Connected (3,0,11) -> (4,0,11)
Connected (3,0,11) -> (2,0,11)
Connected (3,0,11) -> (3,1,11)
Connected (3,0,11) -> (3,-1,11)
Connected (3,0,11) -> (3,0,12)
Connected (3,0,11) -> (3,0,10)
====================
3,0,12 (3,0,12)
Connected (3,0,12) -> (4,0,12)
Connected (3,0,12) -> (2,0,12)
Connected (3,0,12) -> (3,1,12)
Connected (3,0,12) -> (3,-1,12)
Connected (3,0,12) -> (3,0,13)
Connected (3,0,12) -> (3,0,11)
====================
3,0,13 (3,0,13)
Connected (3,0,13) -> (4,0,13)
Connected (3,0,13) -> (2,0,13)
Connected (3,0,13) -> (3,1,13)
Connected (3,0,13) -> (3,-1,13)
Connected (3,0,13) -> (3,0,14)
Connected (3,0,13) -> (3,0,12)
====================
3,0,14 (3,0,14)
Connected (3,0,14) -> (4,0,14)
Connected (3,0,14) -> (2,0,14)
Connected (3,0,14) -> (3,1,14)
Connected (3,0,14) -> (3,-1,14)
Connected (3,0,14) -> (3,0,15)
Connected (3,0,14) -> (3,0,13)
====================
3,0,15 (3,0,15)
Connected (3,0,15) -> (4,0,15)
Connected (3,0,15) -> (2,0,15)
Connected (3,0,15) -> (3,1,15)
Connected (3,0,15) -> (3,-1,15)
Connected (3,0,15) -> (3,0,16)
Connected (3,0,15) -> (3,0,14)
====================
3,0,16 (3,0,16)
Connected (3,0,16) -> (4,0,16)
Connected (3,0,16) -> (2,0,16)
Connected (3,0,16) -> (3,1,16)
Connected (3,0,16) -> (3,-1,16)
Connected (3,0,16) -> (3,0,17)
Connected (3,0,16) -> (3,0,15)
====================
3,0,17 (3,0,17)
Connected (3,0,17) -> (4,0,17)
Connected (3,0,17) -> (2,0,17)
Connected (3,0,17) -> (3,1,17)
Connected (3,0,17) -> (3,-1,17)
Connected (3,0,17) -> (3,0,18)
Connected (3,0,17) -> (3,0,16)
====================
3,0,18 (3,0,18)
Connected (3,0,18) -> (4,0,18)
Connected (3,0,18) -> (2,0,18)
Connected (3,0,18) -> (3,1,18)
Connected (3,0,18) -> (3,-1,18)
Connected (3,0,18) -> (3,0,19)
Connected (3,0,18) -> (3,0,17)
====================
3,0,19 (3,0,19)
Connected (3,0,19) -> (4,0,19)
Connected (3,0,19) -> (2,0,19)
Connected (3,0,19) -> (3,1,19)
Connected (3,0,19) -> (3,-1,19)
Connected (3,0,19) -> (3,0,20)
Connected (3,0,19) -> (3,0,18)
====================
3,0,20 (3,0,20)
Connected (3,0,20) -> (4,0,20)
Connected (3,0,20) -> (2,0,20)
Connected (3,0,20) -> (3,1,20)
Connected (3,0,20) -> (3,-1,20)
Ignored (3,0,21) because it's out of bounds.
Connected (3,0,20) -> (3,0,19)
====================
3,1,-1 (3,1,-1)
Connected (3,1,-1) -> (4,1,-1)
Connected (3,1,-1) -> (2,1,-1)
Connected (3,1,-1) -> (3,2,-1)
Connected (3,1,-1) -> (3,0,-1)
Connected (3,1,-1) -> (3,1,0)
Ignored (3,1,-2) because it's out of bounds.
====================
3,1,0 (3,1,0)
Connected (3,1,0) -> (4,1,0)
Connected (3,1,0) -> (2,1,0)
Connected (3,1,0) -> (3,2,0)
Connected (3,1,0) -> (3,0,0)
Connected (3,1,0) -> (3,1,1)
Connected (3,1,0) -> (3,1,-1)
====================
3,1,1 (3,1,1)
Connected (3,1,1) -> (4,1,1)
Connected (3,1,1) -> (2,1,1)
Connected (3,1,1) -> (3,2,1)
Connected (3,1,1) -> (3,0,1)
Connected (3,1,1) -> (3,1,2)
Connected (3,1,1) -> (3,1,0)
====================
3,1,2 (3,1,2)
Connected (3,1,2) -> (4,1,2)
Connected (3,1,2) -> (2,1,2)
Connected (3,1,2) -> (3,2,2)
Connected (3,1,2) -> (3,0,2)
Connected (3,1,2) -> (3,1,3)
Connected (3,1,2) -> (3,1,1)
====================
3,1,3 (3,1,3)
Connected (3,1,3) -> (4,1,3)
Connected (3,1,3) -> (2,1,3)
Connected (3,1,3) -> (3,2,3)
Connected (3,1,3) -> (3,0,3)
Connected (3,1,3) -> (3,1,4)
Connected (3,1,3) -> (3,1,2)
====================
3,1,4 (3,1,4)
Connected (3,1,4) -> (4,1,4)
Connected (3,1,4) -> (2,1,4)
Connected (3,1,4) -> (3,2,4)
Connected (3,1,4) -> (3,0,4)
Connected (3,1,4) -> (3,1,5)
Connected (3,1,4) -> (3,1,3)
====================
3,1,5 (3,1,5)
Connected (3,1,5) -> (4,1,5)
Connected (3,1,5) -> (2,1,5)
Connected (3,1,5) -> (3,2,5)
Connected (3,1,5) -> (3,0,5)
Connected (3,1,5) -> (3,1,6)
Connected (3,1,5) -> (3,1,4)
====================
3,1,6 (3,1,6)
Connected (3,1,6) -> (4,1,6)
Connected (3,1,6) -> (2,1,6)
Connected (3,1,6) -> (3,2,6)
Connected (3,1,6) -> (3,0,6)
Connected (3,1,6) -> (3,1,7)
Connected (3,1,6) -> (3,1,5)
====================
3,1,7 (3,1,7)
Connected (3,1,7) -> (4,1,7)
Connected (3,1,7) -> (2,1,7)
Connected (3,1,7) -> (3,2,7)
Connected (3,1,7) -> (3,0,7)
Connected (3,1,7) -> (3,1,8)
Connected (3,1,7) -> (3,1,6)
====================
3,1,8 (3,1,8)
Connected (3,1,8) -> (4,1,8)
Connected (3,1,8) -> (2,1,8)
Connected (3,1,8) -> (3,2,8)
Connected (3,1,8) -> (3,0,8)
Connected (3,1,8) -> (3,1,9)
Connected (3,1,8) -> (3,1,7)
====================
3,1,9 (3,1,9)
Connected (3,1,9) -> (4,1,9)
Connected (3,1,9) -> (2,1,9)
Connected (3,1,9) -> (3,2,9)
Connected (3,1,9) -> (3,0,9)
Connected (3,1,9) -> (3,1,10)
Connected (3,1,9) -> (3,1,8)
====================
3,1,10 (3,1,10)
Connected (3,1,10) -> (4,1,10)
Connected (3,1,10) -> (2,1,10)
Connected (3,1,10) -> (3,2,10)
Connected (3,1,10) -> (3,0,10)
Connected (3,1,10) -> (3,1,11)
Connected (3,1,10) -> (3,1,9)
====================
3,1,11 (3,1,11)
Connected (3,1,11) -> (4,1,11)
Connected (3,1,11) -> (2,1,11)
Connected (3,1,11) -> (3,2,11)
Connected (3,1,11) -> (3,0,11)
Connected (3,1,11) -> (3,1,12)
Connected (3,1,11) -> (3,1,10)
====================
3,1,12 (3,1,12)
Connected (3,1,12) -> (4,1,12)
Connected (3,1,12) -> (2,1,12)
Connected (3,1,12) -> (3,2,12)
Connected (3,1,12) -> (3,0,12)
Connected (3,1,12) -> (3,1,13)
Connected (3,1,12) -> (3,1,11)
====================
3,1,13 (3,1,13)
Connected (3,1,13) -> (4,1,13)
Connected (3,1,13) -> (2,1,13)
Connected (3,1,13) -> (3,2,13)
Connected (3,1,13) -> (3,0,13)
Connected (3,1,13) -> (3,1,14)
Connected (3,1,13) -> (3,1,12)
====================
3,1,14 (3,1,14)
Connected (3,1,14) -> (4,1,14)
Connected (3,1,14) -> (2,1,14)
Connected (3,1,14) -> (3,2,14)
Connected (3,1,14) -> (3,0,14)
Connected (3,1,14) -> (3,1,15)
Connected (3,1,14) -> (3,1,13)
====================
3,1,15 (3,1,15)
Connected (3,1,15) -> (4,1,15)
Connected (3,1,15) -> (2,1,15)
Connected (3,1,15) -> (3,2,15)
Connected (3,1,15) -> (3,0,15)
Connected (3,1,15) -> (3,1,16)
Connected (3,1,15) -> (3,1,14)
====================
3,1,16 (3,1,16)
Connected (3,1,16) -> (4,1,16)
Connected (3,1,16) -> (2,1,16)
Connected (3,1,16) -> (3,2,16)
Connected (3,1,16) -> (3,0,16)
Connected (3,1,16) -> (3,1,17)
Connected (3,1,16) -> (3,1,15)
====================
3,1,17 (3,1,17)
Connected (3,1,17) -> (4,1,17)
Connected (3,1,17) -> (2,1,17)
Connected (3,1,17) -> (3,2,17)
Connected (3,1,17) -> (3,0,17)
Connected (3,1,17) -> (3,1,18)
Connected (3,1,17) -> (3,1,16)
====================
3,1,18 (3,1,18)
Connected (3,1,18) -> (4,1,18)
Connected (3,1,18) -> (2,1,18)
Connected (3,1,18) -> (3,2,18)
Connected (3,1,18) -> (3,0,18)
Connected (3,1,18) -> (3,1,19)
Connected (3,1,18) -> (3,1,17)
====================
3,1,19 (3,1,19)
Connected (3,1,19) -> (4,1,19)
Connected (3,1,19) -> (2,1,19)
Connected (3,1,19) -> (3,2,19)
Connected (3,1,19) -> (3,0,19)
Connected (3,1,19) -> (3,1,20)
Connected (3,1,19) -> (3,1,18)
====================
3,1,20 (3,1,20)
Connected (3,1,20) -> (4,1,20)
Connected (3,1,20) -> (2,1,20)
Connected (3,1,20) -> (3,2,20)
Connected (3,1,20) -> (3,0,20)
Ignored (3,1,21) because it's out of bounds.
Connected (3,1,20) -> (3,1,19)
====================
3,2,-1 (3,2,-1)
Connected (3,2,-1) -> (4,2,-1)
Connected (3,2,-1) -> (2,2,-1)
Connected (3,2,-1) -> (3,3,-1)
Connected (3,2,-1) -> (3,1,-1)
Connected (3,2,-1) -> (3,2,0)
Ignored (3,2,-2) because it's out of bounds.
====================
3,2,0 (3,2,0)
Connected (3,2,0) -> (4,2,0)
Connected (3,2,0) -> (2,2,0)
Connected (3,2,0) -> (3,3,0)
Connected (3,2,0) -> (3,1,0)
Connected (3,2,0) -> (3,2,1)
Connected (3,2,0) -> (3,2,-1)
====================
3,2,1 (3,2,1)
Connected (3,2,1) -> (4,2,1)
Connected (3,2,1) -> (2,2,1)
Connected (3,2,1) -> (3,3,1)
Connected (3,2,1) -> (3,1,1)
Connected (3,2,1) -> (3,2,2)
Connected (3,2,1) -> (3,2,0)
====================
3,2,2 (3,2,2)
Connected (3,2,2) -> (4,2,2)
Connected (3,2,2) -> (2,2,2)
Connected (3,2,2) -> (3,3,2)
Connected (3,2,2) -> (3,1,2)
Connected (3,2,2) -> (3,2,3)
Connected (3,2,2) -> (3,2,1)
====================
3,2,3 (3,2,3)
Connected (3,2,3) -> (4,2,3)
Connected (3,2,3) -> (2,2,3)
Connected (3,2,3) -> (3,3,3)
Connected (3,2,3) -> (3,1,3)
Connected (3,2,3) -> (3,2,4)
Connected (3,2,3) -> (3,2,2)
====================
3,2,4 (3,2,4)
Connected (3,2,4) -> (4,2,4)
Connected (3,2,4) -> (2,2,4)
Connected (3,2,4) -> (3,3,4)
Connected (3,2,4) -> (3,1,4)
Connected (3,2,4) -> (3,2,5)
Connected (3,2,4) -> (3,2,3)
====================
3,2,5 (3,2,5)
Connected (3,2,5) -> (4,2,5)
Connected (3,2,5) -> (2,2,5)
Connected (3,2,5) -> (3,3,5)
Connected (3,2,5) -> (3,1,5)
Connected (3,2,5) -> (3,2,6)
Connected (3,2,5) -> (3,2,4)
====================
3,2,6 (3,2,6)
Connected (3,2,6) -> (4,2,6)
Connected (3,2,6) -> (2,2,6)
Connected (3,2,6) -> (3,3,6)
Connected (3,2,6) -> (3,1,6)
Connected (3,2,6) -> (3,2,7)
Connected (3,2,6) -> (3,2,5)
====================
3,2,7 (3,2,7)
Connected (3,2,7) -> (4,2,7)
Connected (3,2,7) -> (2,2,7)
Connected (3,2,7) -> (3,3,7)
Connected (3,2,7) -> (3,1,7)
Connected (3,2,7) -> (3,2,8)
Connected (3,2,7) -> (3,2,6)
====================
3,2,8 (3,2,8)
Connected (3,2,8) -> (4,2,8)
Connected (3,2,8) -> (2,2,8)
Ignored (3,3,8) because a block exists there.
Connected (3,2,8) -> (3,1,8)
Connected (3,2,8) -> (3,2,9)
Connected (3,2,8) -> (3,2,7)
====================
3,2,9 (3,2,9)
Connected (3,2,9) -> (4,2,9)
Connected (3,2,9) -> (2,2,9)
Connected (3,2,9) -> (3,3,9)
Connected (3,2,9) -> (3,1,9)
Connected (3,2,9) -> (3,2,10)
Connected (3,2,9) -> (3,2,8)
====================
3,2,10 (3,2,10)
Connected (3,2,10) -> (4,2,10)
Connected (3,2,10) -> (2,2,10)
Connected (3,2,10) -> (3,3,10)
Connected (3,2,10) -> (3,1,10)
Connected (3,2,10) -> (3,2,11)
Connected (3,2,10) -> (3,2,9)
====================
3,2,11 (3,2,11)
Connected (3,2,11) -> (4,2,11)
Connected (3,2,11) -> (2,2,11)
Connected (3,2,11) -> (3,3,11)
Connected (3,2,11) -> (3,1,11)
Connected (3,2,11) -> (3,2,12)
Connected (3,2,11) -> (3,2,10)
====================
3,2,12 (3,2,12)
Connected (3,2,12) -> (4,2,12)
Connected (3,2,12) -> (2,2,12)
Connected (3,2,12) -> (3,3,12)
Connected (3,2,12) -> (3,1,12)
Connected (3,2,12) -> (3,2,13)
Connected (3,2,12) -> (3,2,11)
====================
3,2,13 (3,2,13)
Connected (3,2,13) -> (4,2,13)
Connected (3,2,13) -> (2,2,13)
Connected (3,2,13) -> (3,3,13)
Connected (3,2,13) -> (3,1,13)
Connected (3,2,13) -> (3,2,14)
Connected (3,2,13) -> (3,2,12)
====================
3,2,14 (3,2,14)
Connected (3,2,14) -> (4,2,14)
Connected (3,2,14) -> (2,2,14)
Connected (3,2,14) -> (3,3,14)
Connected (3,2,14) -> (3,1,14)
Connected (3,2,14) -> (3,2,15)
Connected (3,2,14) -> (3,2,13)
====================
3,2,15 (3,2,15)
Connected (3,2,15) -> (4,2,15)
Connected (3,2,15) -> (2,2,15)
Connected (3,2,15) -> (3,3,15)
Connected (3,2,15) -> (3,1,15)
Connected (3,2,15) -> (3,2,16)
Connected (3,2,15) -> (3,2,14)
====================
3,2,16 (3,2,16)
Connected (3,2,16) -> (4,2,16)
Connected (3,2,16) -> (2,2,16)
Connected (3,2,16) -> (3,3,16)
Connected (3,2,16) -> (3,1,16)
Connected (3,2,16) -> (3,2,17)
Connected (3,2,16) -> (3,2,15)
====================
3,2,17 (3,2,17)
Connected (3,2,17) -> (4,2,17)
Connected (3,2,17) -> (2,2,17)
Connected (3,2,17) -> (3,3,17)
Connected (3,2,17) -> (3,1,17)
Connected (3,2,17) -> (3,2,18)
Connected (3,2,17) -> (3,2,16)
====================
3,2,18 (3,2,18)
Connected (3,2,18) -> (4,2,18)
Connected (3,2,18) -> (2,2,18)
Connected (3,2,18) -> (3,3,18)
Connected (3,2,18) -> (3,1,18)
Connected (3,2,18) -> (3,2,19)
Connected (3,2,18) -> (3,2,17)
====================
3,2,19 (3,2,19)
Connected (3,2,19) -> (4,2,19)
Connected (3,2,19) -> (2,2,19)
Connected (3,2,19) -> (3,3,19)
Connected (3,2,19) -> (3,1,19)
Connected (3,2,19) -> (3,2,20)
Connected (3,2,19) -> (3,2,18)
====================
3,2,20 (3,2,20)
Connected (3,2,20) -> (4,2,20)
Connected (3,2,20) -> (2,2,20)
Connected (3,2,20) -> (3,3,20)
Connected (3,2,20) -> (3,1,20)
Ignored (3,2,21) because it's out of bounds.
Connected (3,2,20) -> (3,2,19)
====================
3,3,-1 (3,3,-1)
Connected (3,3,-1) -> (4,3,-1)
Connected (3,3,-1) -> (2,3,-1)
Connected (3,3,-1) -> (3,4,-1)
Connected (3,3,-1) -> (3,2,-1)
Connected (3,3,-1) -> (3,3,0)
Ignored (3,3,-2) because it's out of bounds.
====================
3,3,0 (3,3,0)
Connected (3,3,0) -> (4,3,0)
Connected (3,3,0) -> (2,3,0)
Connected (3,3,0) -> (3,4,0)
Connected (3,3,0) -> (3,2,0)
Connected (3,3,0) -> (3,3,1)
Connected (3,3,0) -> (3,3,-1)
====================
3,3,1 (3,3,1)
Connected (3,3,1) -> (4,3,1)
Connected (3,3,1) -> (2,3,1)
Connected (3,3,1) -> (3,4,1)
Connected (3,3,1) -> (3,2,1)
Connected (3,3,1) -> (3,3,2)
Connected (3,3,1) -> (3,3,0)
====================
3,3,2 (3,3,2)
Connected (3,3,2) -> (4,3,2)
Connected (3,3,2) -> (2,3,2)
Connected (3,3,2) -> (3,4,2)
Connected (3,3,2) -> (3,2,2)
Connected (3,3,2) -> (3,3,3)
Connected (3,3,2) -> (3,3,1)
====================
3,3,3 (3,3,3)
Connected (3,3,3) -> (4,3,3)
Connected (3,3,3) -> (2,3,3)
Connected (3,3,3) -> (3,4,3)
Connected (3,3,3) -> (3,2,3)
Connected (3,3,3) -> (3,3,4)
Connected (3,3,3) -> (3,3,2)
====================
3,3,4 (3,3,4)
Connected (3,3,4) -> (4,3,4)
Connected (3,3,4) -> (2,3,4)
Connected (3,3,4) -> (3,4,4)
Connected (3,3,4) -> (3,2,4)
Connected (3,3,4) -> (3,3,5)
Connected (3,3,4) -> (3,3,3)
====================
3,3,5 (3,3,5)
Connected (3,3,5) -> (4,3,5)
Connected (3,3,5) -> (2,3,5)
Connected (3,3,5) -> (3,4,5)
Connected (3,3,5) -> (3,2,5)
Connected (3,3,5) -> (3,3,6)
Connected (3,3,5) -> (3,3,4)
====================
3,3,6 (3,3,6)
Ignored (4,3,6) because a block exists there.
Connected (3,3,6) -> (2,3,6)
Connected (3,3,6) -> (3,4,6)
Connected (3,3,6) -> (3,2,6)
Connected (3,3,6) -> (3,3,7)
Connected (3,3,6) -> (3,3,5)
====================
3,3,7 (3,3,7)
Ignored (4,3,7) because a block exists there.
Connected (3,3,7) -> (2,3,7)
Ignored (3,4,7) because a block exists there.
Connected (3,3,7) -> (3,2,7)
Ignored (3,3,8) because a block exists there.
Connected (3,3,7) -> (3,3,6)
====================
3,3,9 (3,3,9)
Ignored (4,3,9) because a block exists there.
Connected (3,3,9) -> (2,3,9)
Ignored (3,4,9) because a block exists there.
Connected (3,3,9) -> (3,2,9)
Connected (3,3,9) -> (3,3,10)
Ignored (3,3,8) because a block exists there.
====================
3,3,10 (3,3,10)
Ignored (4,3,10) because a block exists there.
Connected (3,3,10) -> (2,3,10)
Ignored (3,4,10) because a block exists there.
Connected (3,3,10) -> (3,2,10)
Connected (3,3,10) -> (3,3,11)
Connected (3,3,10) -> (3,3,9)
====================
3,3,11 (3,3,11)
Ignored (4,3,11) because a block exists there.
Connected (3,3,11) -> (2,3,11)
Ignored (3,4,11) because a block exists there.
Connected (3,3,11) -> (3,2,11)
Connected (3,3,11) -> (3,3,12)
Connected (3,3,11) -> (3,3,10)
====================
3,3,12 (3,3,12)
Ignored (4,3,12) because a block exists there.
Connected (3,3,12) -> (2,3,12)
Connected (3,3,12) -> (3,4,12)
Connected (3,3,12) -> (3,2,12)
Connected (3,3,12) -> (3,3,13)
Connected (3,3,12) -> (3,3,11)
====================
3,3,13 (3,3,13)
Connected (3,3,13) -> (4,3,13)
Connected (3,3,13) -> (2,3,13)
Connected (3,3,13) -> (3,4,13)
Connected (3,3,13) -> (3,2,13)
Connected (3,3,13) -> (3,3,14)
Connected (3,3,13) -> (3,3,12)
====================
3,3,14 (3,3,14)
Connected (3,3,14) -> (4,3,14)
Connected (3,3,14) -> (2,3,14)
Connected (3,3,14) -> (3,4,14)
Connected (3,3,14) -> (3,2,14)
Connected (3,3,14) -> (3,3,15)
Connected (3,3,14) -> (3,3,13)
====================
3,3,15 (3,3,15)
Connected (3,3,15) -> (4,3,15)
Connected (3,3,15) -> (2,3,15)
Connected (3,3,15) -> (3,4,15)
Connected (3,3,15) -> (3,2,15)
Connected (3,3,15) -> (3,3,16)
Connected (3,3,15) -> (3,3,14)
====================
3,3,16 (3,3,16)
Connected (3,3,16) -> (4,3,16)
Connected (3,3,16) -> (2,3,16)
Connected (3,3,16) -> (3,4,16)
Connected (3,3,16) -> (3,2,16)
Connected (3,3,16) -> (3,3,17)
Connected (3,3,16) -> (3,3,15)
====================
3,3,17 (3,3,17)
Connected (3,3,17) -> (4,3,17)
Connected (3,3,17) -> (2,3,17)
Connected (3,3,17) -> (3,4,17)
Connected (3,3,17) -> (3,2,17)
Connected (3,3,17) -> (3,3,18)
Connected (3,3,17) -> (3,3,16)
====================
3,3,18 (3,3,18)
Connected (3,3,18) -> (4,3,18)
Connected (3,3,18) -> (2,3,18)
Connected (3,3,18) -> (3,4,18)
Connected (3,3,18) -> (3,2,18)
Connected (3,3,18) -> (3,3,19)
Connected (3,3,18) -> (3,3,17)
====================
3,3,19 (3,3,19)
Connected (3,3,19) -> (4,3,19)
Connected (3,3,19) -> (2,3,19)
Connected (3,3,19) -> (3,4,19)
Connected (3,3,19) -> (3,2,19)
Connected (3,3,19) -> (3,3,20)
Connected (3,3,19) -> (3,3,18)
====================
3,3,20 (3,3,20)
Connected (3,3,20) -> (4,3,20)
Connected (3,3,20) -> (2,3,20)
Connected (3,3,20) -> (3,4,20)
Connected (3,3,20) -> (3,2,20)
Ignored (3,3,21) because it's out of bounds.
Connected (3,3,20) -> (3,3,19)
====================
3,4,-1 (3,4,-1)
Connected (3,4,-1) -> (4,4,-1)
Connected (3,4,-1) -> (2,4,-1)
Connected (3,4,-1) -> (3,5,-1)
Connected (3,4,-1) -> (3,3,-1)
Connected (3,4,-1) -> (3,4,0)
Ignored (3,4,-2) because it's out of bounds.
====================
3,4,0 (3,4,0)
Connected (3,4,0) -> (4,4,0)
Connected (3,4,0) -> (2,4,0)
Connected (3,4,0) -> (3,5,0)
Connected (3,4,0) -> (3,3,0)
Connected (3,4,0) -> (3,4,1)
Connected (3,4,0) -> (3,4,-1)
====================
3,4,1 (3,4,1)
Connected (3,4,1) -> (4,4,1)
Connected (3,4,1) -> (2,4,1)
Connected (3,4,1) -> (3,5,1)
Connected (3,4,1) -> (3,3,1)
Connected (3,4,1) -> (3,4,2)
Connected (3,4,1) -> (3,4,0)
====================
3,4,2 (3,4,2)
Connected (3,4,2) -> (4,4,2)
Connected (3,4,2) -> (2,4,2)
Connected (3,4,2) -> (3,5,2)
Connected (3,4,2) -> (3,3,2)
Connected (3,4,2) -> (3,4,3)
Connected (3,4,2) -> (3,4,1)
====================
3,4,3 (3,4,3)
Connected (3,4,3) -> (4,4,3)
Connected (3,4,3) -> (2,4,3)
Connected (3,4,3) -> (3,5,3)
Connected (3,4,3) -> (3,3,3)
Connected (3,4,3) -> (3,4,4)
Connected (3,4,3) -> (3,4,2)
====================
3,4,4 (3,4,4)
Connected (3,4,4) -> (4,4,4)
Connected (3,4,4) -> (2,4,4)
Connected (3,4,4) -> (3,5,4)
Connected (3,4,4) -> (3,3,4)
Connected (3,4,4) -> (3,4,5)
Connected (3,4,4) -> (3,4,3)
====================
3,4,5 (3,4,5)
Ignored (4,4,5) because a block exists there.
Connected (3,4,5) -> (2,4,5)
Ignored (3,5,5) because a block exists there.
Connected (3,4,5) -> (3,3,5)
Connected (3,4,5) -> (3,4,6)
Connected (3,4,5) -> (3,4,4)
====================
3,4,6 (3,4,6)
Ignored (4,4,6) because a block exists there.
Connected (3,4,6) -> (2,4,6)
Ignored (3,5,6) because a block exists there.
Connected (3,4,6) -> (3,3,6)
Ignored (3,4,7) because a block exists there.
Connected (3,4,6) -> (3,4,5)
====================
3,4,12 (3,4,12)
Ignored (4,4,12) because a block exists there.
Connected (3,4,12) -> (2,4,12)
Ignored (3,5,12) because a block exists there.
Connected (3,4,12) -> (3,3,12)
Connected (3,4,12) -> (3,4,13)
Ignored (3,4,11) because a block exists there.
====================
3,4,13 (3,4,13)
Ignored (4,4,13) because a block exists there.
Connected (3,4,13) -> (2,4,13)
Ignored (3,5,13) because a block exists there.
Connected (3,4,13) -> (3,3,13)
Connected (3,4,13) -> (3,4,14)
Connected (3,4,13) -> (3,4,12)
====================
3,4,14 (3,4,14)
Ignored (4,4,14) because a block exists there.
Connected (3,4,14) -> (2,4,14)
Ignored (3,5,14) because a block exists there.
Connected (3,4,14) -> (3,3,14)
Connected (3,4,14) -> (3,4,15)
Connected (3,4,14) -> (3,4,13)
====================
3,4,15 (3,4,15)
Connected (3,4,15) -> (4,4,15)
Connected (3,4,15) -> (2,4,15)
Connected (3,4,15) -> (3,5,15)
Connected (3,4,15) -> (3,3,15)
Connected (3,4,15) -> (3,4,16)
Connected (3,4,15) -> (3,4,14)
====================
3,4,16 (3,4,16)
Connected (3,4,16) -> (4,4,16)
Connected (3,4,16) -> (2,4,16)
Connected (3,4,16) -> (3,5,16)
Connected (3,4,16) -> (3,3,16)
Connected (3,4,16) -> (3,4,17)
Connected (3,4,16) -> (3,4,15)
====================
3,4,17 (3,4,17)
Connected (3,4,17) -> (4,4,17)
Connected (3,4,17) -> (2,4,17)
Connected (3,4,17) -> (3,5,17)
Connected (3,4,17) -> (3,3,17)
Connected (3,4,17) -> (3,4,18)
Connected (3,4,17) -> (3,4,16)
====================
3,4,18 (3,4,18)
Connected (3,4,18) -> (4,4,18)
Connected (3,4,18) -> (2,4,18)
Connected (3,4,18) -> (3,5,18)
Connected (3,4,18) -> (3,3,18)
Connected (3,4,18) -> (3,4,19)
Connected (3,4,18) -> (3,4,17)
====================
3,4,19 (3,4,19)
Connected (3,4,19) -> (4,4,19)
Connected (3,4,19) -> (2,4,19)
Connected (3,4,19) -> (3,5,19)
Connected (3,4,19) -> (3,3,19)
Connected (3,4,19) -> (3,4,20)
Connected (3,4,19) -> (3,4,18)
====================
3,4,20 (3,4,20)
Connected (3,4,20) -> (4,4,20)
Connected (3,4,20) -> (2,4,20)
Connected (3,4,20) -> (3,5,20)
Connected (3,4,20) -> (3,3,20)
Ignored (3,4,21) because it's out of bounds.
Connected (3,4,20) -> (3,4,19)
====================
3,5,-1 (3,5,-1)
Connected (3,5,-1) -> (4,5,-1)
Connected (3,5,-1) -> (2,5,-1)
Connected (3,5,-1) -> (3,6,-1)
Connected (3,5,-1) -> (3,4,-1)
Connected (3,5,-1) -> (3,5,0)
Ignored (3,5,-2) because it's out of bounds.
====================
3,5,0 (3,5,0)
Connected (3,5,0) -> (4,5,0)
Connected (3,5,0) -> (2,5,0)
Connected (3,5,0) -> (3,6,0)
Connected (3,5,0) -> (3,4,0)
Connected (3,5,0) -> (3,5,1)
Connected (3,5,0) -> (3,5,-1)
====================
3,5,1 (3,5,1)
Connected (3,5,1) -> (4,5,1)
Connected (3,5,1) -> (2,5,1)
Connected (3,5,1) -> (3,6,1)
Connected (3,5,1) -> (3,4,1)
Connected (3,5,1) -> (3,5,2)
Connected (3,5,1) -> (3,5,0)
====================
3,5,2 (3,5,2)
Connected (3,5,2) -> (4,5,2)
Connected (3,5,2) -> (2,5,2)
Connected (3,5,2) -> (3,6,2)
Connected (3,5,2) -> (3,4,2)
Connected (3,5,2) -> (3,5,3)
Connected (3,5,2) -> (3,5,1)
====================
3,5,3 (3,5,3)
Connected (3,5,3) -> (4,5,3)
Connected (3,5,3) -> (2,5,3)
Connected (3,5,3) -> (3,6,3)
Connected (3,5,3) -> (3,4,3)
Connected (3,5,3) -> (3,5,4)
Connected (3,5,3) -> (3,5,2)
====================
3,5,4 (3,5,4)
Ignored (4,5,4) because a block exists there.
Connected (3,5,4) -> (2,5,4)
Ignored (3,6,4) because a block exists there.
Connected (3,5,4) -> (3,4,4)
Ignored (3,5,5) because a block exists there.
Connected (3,5,4) -> (3,5,3)
====================
3,5,15 (3,5,15)
Ignored (4,5,15) because a block exists there.
Connected (3,5,15) -> (2,5,15)
Connected (3,5,15) -> (3,6,15)
Connected (3,5,15) -> (3,4,15)
Connected (3,5,15) -> (3,5,16)
Ignored (3,5,14) because a block exists there.
====================
3,5,16 (3,5,16)
Connected (3,5,16) -> (4,5,16)
Connected (3,5,16) -> (2,5,16)
Connected (3,5,16) -> (3,6,16)
Connected (3,5,16) -> (3,4,16)
Connected (3,5,16) -> (3,5,17)
Connected (3,5,16) -> (3,5,15)
====================
3,5,17 (3,5,17)
Connected (3,5,17) -> (4,5,17)
Connected (3,5,17) -> (2,5,17)
Connected (3,5,17) -> (3,6,17)
Connected (3,5,17) -> (3,4,17)
Connected (3,5,17) -> (3,5,18)
Connected (3,5,17) -> (3,5,16)
====================
3,5,18 (3,5,18)
Connected (3,5,18) -> (4,5,18)
Connected (3,5,18) -> (2,5,18)
Connected (3,5,18) -> (3,6,18)
Connected (3,5,18) -> (3,4,18)
Connected (3,5,18) -> (3,5,19)
Connected (3,5,18) -> (3,5,17)
====================
3,5,19 (3,5,19)
Connected (3,5,19) -> (4,5,19)
Connected (3,5,19) -> (2,5,19)
Connected (3,5,19) -> (3,6,19)
Connected (3,5,19) -> (3,4,19)
Connected (3,5,19) -> (3,5,20)
Connected (3,5,19) -> (3,5,18)
====================
3,5,20 (3,5,20)
Connected (3,5,20) -> (4,5,20)
Connected (3,5,20) -> (2,5,20)
Connected (3,5,20) -> (3,6,20)
Connected (3,5,20) -> (3,4,20)
Ignored (3,5,21) because it's out of bounds.
Connected (3,5,20) -> (3,5,19)
====================
3,6,-1 (3,6,-1)
Connected (3,6,-1) -> (4,6,-1)
Connected (3,6,-1) -> (2,6,-1)
Connected (3,6,-1) -> (3,7,-1)
Connected (3,6,-1) -> (3,5,-1)
Connected (3,6,-1) -> (3,6,0)
Ignored (3,6,-2) because it's out of bounds.
====================
3,6,0 (3,6,0)
Connected (3,6,0) -> (4,6,0)
Connected (3,6,0) -> (2,6,0)
Connected (3,6,0) -> (3,7,0)
Connected (3,6,0) -> (3,5,0)
Connected (3,6,0) -> (3,6,1)
Connected (3,6,0) -> (3,6,-1)
====================
3,6,1 (3,6,1)
Connected (3,6,1) -> (4,6,1)
Connected (3,6,1) -> (2,6,1)
Connected (3,6,1) -> (3,7,1)
Connected (3,6,1) -> (3,5,1)
Connected (3,6,1) -> (3,6,2)
Connected (3,6,1) -> (3,6,0)
====================
3,6,2 (3,6,2)
Connected (3,6,2) -> (4,6,2)
Connected (3,6,2) -> (2,6,2)
Connected (3,6,2) -> (3,7,2)
Connected (3,6,2) -> (3,5,2)
Connected (3,6,2) -> (3,6,3)
Connected (3,6,2) -> (3,6,1)
====================
3,6,3 (3,6,3)
Ignored (4,6,3) because a block exists there.
Connected (3,6,3) -> (2,6,3)
Connected (3,6,3) -> (3,7,3)
Connected (3,6,3) -> (3,5,3)
Ignored (3,6,4) because a block exists there.
Connected (3,6,3) -> (3,6,2)
====================
3,6,15 (3,6,15)
Connected (3,6,15) -> (4,6,15)
Connected (3,6,15) -> (2,6,15)
Ignored (3,7,15) because a block exists there.
Connected (3,6,15) -> (3,5,15)
Connected (3,6,15) -> (3,6,16)
Ignored (3,6,14) because a block exists there.
====================
3,6,16 (3,6,16)
Connected (3,6,16) -> (4,6,16)
Connected (3,6,16) -> (2,6,16)
Connected (3,6,16) -> (3,7,16)
Connected (3,6,16) -> (3,5,16)
Connected (3,6,16) -> (3,6,17)
Connected (3,6,16) -> (3,6,15)
====================
3,6,17 (3,6,17)
Connected (3,6,17) -> (4,6,17)
Connected (3,6,17) -> (2,6,17)
Connected (3,6,17) -> (3,7,17)
Connected (3,6,17) -> (3,5,17)
Connected (3,6,17) -> (3,6,18)
Connected (3,6,17) -> (3,6,16)
====================
3,6,18 (3,6,18)
Connected (3,6,18) -> (4,6,18)
Connected (3,6,18) -> (2,6,18)
Connected (3,6,18) -> (3,7,18)
Connected (3,6,18) -> (3,5,18)
Connected (3,6,18) -> (3,6,19)
Connected (3,6,18) -> (3,6,17)
====================
3,6,19 (3,6,19)
Connected (3,6,19) -> (4,6,19)
Connected (3,6,19) -> (2,6,19)
Connected (3,6,19) -> (3,7,19)
Connected (3,6,19) -> (3,5,19)
Connected (3,6,19) -> (3,6,20)
Connected (3,6,19) -> (3,6,18)
====================
3,6,20 (3,6,20)
Connected (3,6,20) -> (4,6,20)
Connected (3,6,20) -> (2,6,20)
Connected (3,6,20) -> (3,7,20)
Connected (3,6,20) -> (3,5,20)
Ignored (3,6,21) because it's out of bounds.
Connected (3,6,20) -> (3,6,19)
====================
3,7,-1 (3,7,-1)
Connected (3,7,-1) -> (4,7,-1)
Connected (3,7,-1) -> (2,7,-1)
Connected (3,7,-1) -> (3,8,-1)
Connected (3,7,-1) -> (3,6,-1)
Connected (3,7,-1) -> (3,7,0)
Ignored (3,7,-2) because it's out of bounds.
====================
3,7,0 (3,7,0)
Connected (3,7,0) -> (4,7,0)
Connected (3,7,0) -> (2,7,0)
Connected (3,7,0) -> (3,8,0)
Connected (3,7,0) -> (3,6,0)
Connected (3,7,0) -> (3,7,1)
Connected (3,7,0) -> (3,7,-1)
====================
3,7,1 (3,7,1)
Connected (3,7,1) -> (4,7,1)
Connected (3,7,1) -> (2,7,1)
Connected (3,7,1) -> (3,8,1)
Connected (3,7,1) -> (3,6,1)
Connected (3,7,1) -> (3,7,2)
Connected (3,7,1) -> (3,7,0)
====================
3,7,2 (3,7,2)
Connected (3,7,2) -> (4,7,2)
Connected (3,7,2) -> (2,7,2)
Connected (3,7,2) -> (3,8,2)
Connected (3,7,2) -> (3,6,2)
Connected (3,7,2) -> (3,7,3)
Connected (3,7,2) -> (3,7,1)
====================
3,7,3 (3,7,3)
Ignored (4,7,3) because a block exists there.
Connected (3,7,3) -> (2,7,3)
Ignored (3,8,3) because a block exists there.
Connected (3,7,3) -> (3,6,3)
Connected (3,7,3) -> (3,7,4)
Connected (3,7,3) -> (3,7,2)
====================
3,7,4 (3,7,4)
Ignored (4,7,4) because a block exists there.
Connected (3,7,4) -> (2,7,4)
Ignored (3,8,4) because a block exists there.
Ignored (3,6,4) because a block exists there.
Ignored (3,7,5) because a block exists there.
Connected (3,7,4) -> (3,7,3)
====================
3,7,9 (3,7,9)
Connected (3,7,9) -> (4,7,9)
Ignored (2,7,9) because a block exists there.
Ignored (3,8,9) because a block exists there.
Ignored (3,6,9) because a block exists there.
Ignored (3,7,10) because a block exists there.
Ignored (3,7,8) because a block exists there.
====================
3,7,16 (3,7,16)
Ignored (4,7,16) because a block exists there.
Connected (3,7,16) -> (2,7,16)
Ignored (3,8,16) because a block exists there.
Connected (3,7,16) -> (3,6,16)
Connected (3,7,16) -> (3,7,17)
Ignored (3,7,15) because a block exists there.
====================
3,7,17 (3,7,17)
Connected (3,7,17) -> (4,7,17)
Connected (3,7,17) -> (2,7,17)
Connected (3,7,17) -> (3,8,17)
Connected (3,7,17) -> (3,6,17)
Connected (3,7,17) -> (3,7,18)
Connected (3,7,17) -> (3,7,16)
====================
3,7,18 (3,7,18)
Connected (3,7,18) -> (4,7,18)
Connected (3,7,18) -> (2,7,18)
Connected (3,7,18) -> (3,8,18)
Connected (3,7,18) -> (3,6,18)
Connected (3,7,18) -> (3,7,19)
Connected (3,7,18) -> (3,7,17)
====================
3,7,19 (3,7,19)
Connected (3,7,19) -> (4,7,19)
Connected (3,7,19) -> (2,7,19)
Connected (3,7,19) -> (3,8,19)
Connected (3,7,19) -> (3,6,19)
Connected (3,7,19) -> (3,7,20)
Connected (3,7,19) -> (3,7,18)
====================
3,7,20 (3,7,20)
Connected (3,7,20) -> (4,7,20)
Connected (3,7,20) -> (2,7,20)
Connected (3,7,20) -> (3,8,20)
Connected (3,7,20) -> (3,6,20)
Ignored (3,7,21) because it's out of bounds.
Connected (3,7,20) -> (3,7,19)
====================
3,8,-1 (3,8,-1)
Connected (3,8,-1) -> (4,8,-1)
Connected (3,8,-1) -> (2,8,-1)
Connected (3,8,-1) -> (3,9,-1)
Connected (3,8,-1) -> (3,7,-1)
Connected (3,8,-1) -> (3,8,0)
Ignored (3,8,-2) because it's out of bounds.
====================
3,8,0 (3,8,0)
Connected (3,8,0) -> (4,8,0)
Connected (3,8,0) -> (2,8,0)
Connected (3,8,0) -> (3,9,0)
Connected (3,8,0) -> (3,7,0)
Connected (3,8,0) -> (3,8,1)
Connected (3,8,0) -> (3,8,-1)
====================
3,8,1 (3,8,1)
Connected (3,8,1) -> (4,8,1)
Connected (3,8,1) -> (2,8,1)
Connected (3,8,1) -> (3,9,1)
Connected (3,8,1) -> (3,7,1)
Connected (3,8,1) -> (3,8,2)
Connected (3,8,1) -> (3,8,0)
====================
3,8,2 (3,8,2)
Connected (3,8,2) -> (4,8,2)
Connected (3,8,2) -> (2,8,2)
Connected (3,8,2) -> (3,9,2)
Connected (3,8,2) -> (3,7,2)
Ignored (3,8,3) because a block exists there.
Connected (3,8,2) -> (3,8,1)
====================
3,8,14 (3,8,14)
Ignored (4,8,14) because a block exists there.
Connected (3,8,14) -> (2,8,14)
Ignored (3,9,14) because a block exists there.
Ignored (3,7,14) because a block exists there.
Ignored (3,8,15) because a block exists there.
Ignored (3,8,13) because a block exists there.
====================
3,8,17 (3,8,17)
Connected (3,8,17) -> (4,8,17)
Connected (3,8,17) -> (2,8,17)
Connected (3,8,17) -> (3,9,17)
Connected (3,8,17) -> (3,7,17)
Connected (3,8,17) -> (3,8,18)
Ignored (3,8,16) because a block exists there.
====================
3,8,18 (3,8,18)
Connected (3,8,18) -> (4,8,18)
Connected (3,8,18) -> (2,8,18)
Connected (3,8,18) -> (3,9,18)
Connected (3,8,18) -> (3,7,18)
Connected (3,8,18) -> (3,8,19)
Connected (3,8,18) -> (3,8,17)
====================
3,8,19 (3,8,19)
Connected (3,8,19) -> (4,8,19)
Connected (3,8,19) -> (2,8,19)
Connected (3,8,19) -> (3,9,19)
Connected (3,8,19) -> (3,7,19)
Connected (3,8,19) -> (3,8,20)
Connected (3,8,19) -> (3,8,18)
====================
3,8,20 (3,8,20)
Connected (3,8,20) -> (4,8,20)
Connected (3,8,20) -> (2,8,20)
Connected (3,8,20) -> (3,9,20)
Connected (3,8,20) -> (3,7,20)
Ignored (3,8,21) because it's out of bounds.
Connected (3,8,20) -> (3,8,19)
====================
3,9,-1 (3,9,-1)
Connected (3,9,-1) -> (4,9,-1)
Connected (3,9,-1) -> (2,9,-1)
Connected (3,9,-1) -> (3,10,-1)
Connected (3,9,-1) -> (3,8,-1)
Connected (3,9,-1) -> (3,9,0)
Ignored (3,9,-2) because it's out of bounds.
====================
3,9,0 (3,9,0)
Connected (3,9,0) -> (4,9,0)
Connected (3,9,0) -> (2,9,0)
Connected (3,9,0) -> (3,10,0)
Connected (3,9,0) -> (3,8,0)
Connected (3,9,0) -> (3,9,1)
Connected (3,9,0) -> (3,9,-1)
====================
3,9,1 (3,9,1)
Connected (3,9,1) -> (4,9,1)
Connected (3,9,1) -> (2,9,1)
Connected (3,9,1) -> (3,10,1)
Connected (3,9,1) -> (3,8,1)
Connected (3,9,1) -> (3,9,2)
Connected (3,9,1) -> (3,9,0)
====================
3,9,2 (3,9,2)
Connected (3,9,2) -> (4,9,2)
Connected (3,9,2) -> (2,9,2)
Connected (3,9,2) -> (3,10,2)
Connected (3,9,2) -> (3,8,2)
Connected (3,9,2) -> (3,9,3)
Connected (3,9,2) -> (3,9,1)
====================
3,9,3 (3,9,3)
Ignored (4,9,3) because a block exists there.
Connected (3,9,3) -> (2,9,3)
Connected (3,9,3) -> (3,10,3)
Ignored (3,8,3) because a block exists there.
Ignored (3,9,4) because a block exists there.
Connected (3,9,3) -> (3,9,2)
====================
3,9,8 (3,9,8)
Connected (3,9,8) -> (4,9,8)
Ignored (2,9,8) because a block exists there.
Ignored (3,10,8) because a block exists there.
Ignored (3,8,8) because a block exists there.
Ignored (3,9,9) because a block exists there.
Ignored (3,9,7) because a block exists there.
====================
3,9,13 (3,9,13)
Ignored (4,9,13) because a block exists there.
Ignored (2,9,13) because a block exists there.
Ignored (3,10,13) because a block exists there.
Ignored (3,8,13) because a block exists there.
Ignored (3,9,14) because a block exists there.
Ignored (3,9,12) because a block exists there.
====================
3,9,16 (3,9,16)
Ignored (4,9,16) because a block exists there.
Connected (3,9,16) -> (2,9,16)
Ignored (3,10,16) because a block exists there.
Ignored (3,8,16) because a block exists there.
Connected (3,9,16) -> (3,9,17)
Ignored (3,9,15) because a block exists there.
====================
3,9,17 (3,9,17)
Connected (3,9,17) -> (4,9,17)
Connected (3,9,17) -> (2,9,17)
Connected (3,9,17) -> (3,10,17)
Connected (3,9,17) -> (3,8,17)
Connected (3,9,17) -> (3,9,18)
Connected (3,9,17) -> (3,9,16)
====================
3,9,18 (3,9,18)
Connected (3,9,18) -> (4,9,18)
Connected (3,9,18) -> (2,9,18)
Connected (3,9,18) -> (3,10,18)
Connected (3,9,18) -> (3,8,18)
Connected (3,9,18) -> (3,9,19)
Connected (3,9,18) -> (3,9,17)
====================
3,9,19 (3,9,19)
Connected (3,9,19) -> (4,9,19)
Connected (3,9,19) -> (2,9,19)
Connected (3,9,19) -> (3,10,19)
Connected (3,9,19) -> (3,8,19)
Connected (3,9,19) -> (3,9,20)
Connected (3,9,19) -> (3,9,18)
====================
3,9,20 (3,9,20)
Connected (3,9,20) -> (4,9,20)
Connected (3,9,20) -> (2,9,20)
Connected (3,9,20) -> (3,10,20)
Connected (3,9,20) -> (3,8,20)
Ignored (3,9,21) because it's out of bounds.
Connected (3,9,20) -> (3,9,19)
====================
3,10,-1 (3,10,-1)
Connected (3,10,-1) -> (4,10,-1)
Connected (3,10,-1) -> (2,10,-1)
Connected (3,10,-1) -> (3,11,-1)
Connected (3,10,-1) -> (3,9,-1)
Connected (3,10,-1) -> (3,10,0)
Ignored (3,10,-2) because it's out of bounds.
====================
3,10,0 (3,10,0)
Connected (3,10,0) -> (4,10,0)
Connected (3,10,0) -> (2,10,0)
Connected (3,10,0) -> (3,11,0)
Connected (3,10,0) -> (3,9,0)
Connected (3,10,0) -> (3,10,1)
Connected (3,10,0) -> (3,10,-1)
====================
3,10,1 (3,10,1)
Connected (3,10,1) -> (4,10,1)
Connected (3,10,1) -> (2,10,1)
Connected (3,10,1) -> (3,11,1)
Connected (3,10,1) -> (3,9,1)
Connected (3,10,1) -> (3,10,2)
Connected (3,10,1) -> (3,10,0)
====================
3,10,2 (3,10,2)
Connected (3,10,2) -> (4,10,2)
Connected (3,10,2) -> (2,10,2)
Connected (3,10,2) -> (3,11,2)
Connected (3,10,2) -> (3,9,2)
Connected (3,10,2) -> (3,10,3)
Connected (3,10,2) -> (3,10,1)
====================
3,10,3 (3,10,3)
Connected (3,10,3) -> (4,10,3)
Connected (3,10,3) -> (2,10,3)
Ignored (3,11,3) because a block exists there.
Connected (3,10,3) -> (3,9,3)
Ignored (3,10,4) because a block exists there.
Connected (3,10,3) -> (3,10,2)
====================
3,10,10 (3,10,10)
Connected (3,10,10) -> (4,10,10)
Ignored (2,10,10) because a block exists there.
Ignored (3,11,10) because a block exists there.
Ignored (3,9,10) because a block exists there.
Ignored (3,10,11) because a block exists there.
Ignored (3,10,9) because a block exists there.
====================
3,10,17 (3,10,17)
Ignored (4,10,17) because a block exists there.
Connected (3,10,17) -> (2,10,17)
Connected (3,10,17) -> (3,11,17)
Connected (3,10,17) -> (3,9,17)
Connected (3,10,17) -> (3,10,18)
Ignored (3,10,16) because a block exists there.
====================
3,10,18 (3,10,18)
Connected (3,10,18) -> (4,10,18)
Connected (3,10,18) -> (2,10,18)
Connected (3,10,18) -> (3,11,18)
Connected (3,10,18) -> (3,9,18)
Connected (3,10,18) -> (3,10,19)
Connected (3,10,18) -> (3,10,17)
====================
3,10,19 (3,10,19)
Connected (3,10,19) -> (4,10,19)
Connected (3,10,19) -> (2,10,19)
Connected (3,10,19) -> (3,11,19)
Connected (3,10,19) -> (3,9,19)
Connected (3,10,19) -> (3,10,20)
Connected (3,10,19) -> (3,10,18)
====================
3,10,20 (3,10,20)
Connected (3,10,20) -> (4,10,20)
Connected (3,10,20) -> (2,10,20)
Connected (3,10,20) -> (3,11,20)
Connected (3,10,20) -> (3,9,20)
Ignored (3,10,21) because it's out of bounds.
Connected (3,10,20) -> (3,10,19)
====================
3,11,-1 (3,11,-1)
Connected (3,11,-1) -> (4,11,-1)
Connected (3,11,-1) -> (2,11,-1)
Connected (3,11,-1) -> (3,12,-1)
Connected (3,11,-1) -> (3,10,-1)
Connected (3,11,-1) -> (3,11,0)
Ignored (3,11,-2) because it's out of bounds.
====================
3,11,0 (3,11,0)
Connected (3,11,0) -> (4,11,0)
Connected (3,11,0) -> (2,11,0)
Connected (3,11,0) -> (3,12,0)
Connected (3,11,0) -> (3,10,0)
Connected (3,11,0) -> (3,11,1)
Connected (3,11,0) -> (3,11,-1)
====================
3,11,1 (3,11,1)
Connected (3,11,1) -> (4,11,1)
Connected (3,11,1) -> (2,11,1)
Connected (3,11,1) -> (3,12,1)
Connected (3,11,1) -> (3,10,1)
Connected (3,11,1) -> (3,11,2)
Connected (3,11,1) -> (3,11,0)
====================
3,11,2 (3,11,2)
Ignored (4,11,2) because a block exists there.
Connected (3,11,2) -> (2,11,2)
Connected (3,11,2) -> (3,12,2)
Connected (3,11,2) -> (3,10,2)
Ignored (3,11,3) because a block exists there.
Connected (3,11,2) -> (3,11,1)
====================
3,11,8 (3,11,8)
Connected (3,11,8) -> (4,11,8)
Ignored (2,11,8) because a block exists there.
Ignored (3,12,8) because a block exists there.
Ignored (3,10,8) because a block exists there.
Connected (3,11,8) -> (3,11,9)
Ignored (3,11,7) because a block exists there.
====================
3,11,9 (3,11,9)
Connected (3,11,9) -> (4,11,9)
Ignored (2,11,9) because a block exists there.
Ignored (3,12,9) because a block exists there.
Ignored (3,10,9) because a block exists there.
Ignored (3,11,10) because a block exists there.
Connected (3,11,9) -> (3,11,8)
====================
3,11,11 (3,11,11)
Connected (3,11,11) -> (4,11,11)
Ignored (2,11,11) because a block exists there.
Ignored (3,12,11) because a block exists there.
Ignored (3,10,11) because a block exists there.
Ignored (3,11,12) because a block exists there.
Ignored (3,11,10) because a block exists there.
====================
3,11,13 (3,11,13)
Ignored (4,11,13) because a block exists there.
Ignored (2,11,13) because a block exists there.
Ignored (3,12,13) because a block exists there.
Ignored (3,10,13) because a block exists there.
Connected (3,11,13) -> (3,11,14)
Ignored (3,11,12) because a block exists there.
====================
3,11,14 (3,11,14)
Ignored (4,11,14) because a block exists there.
Ignored (2,11,14) because a block exists there.
Ignored (3,12,14) because a block exists there.
Ignored (3,10,14) because a block exists there.
Ignored (3,11,15) because a block exists there.
Connected (3,11,14) -> (3,11,13)
====================
3,11,16 (3,11,16)
Ignored (4,11,16) because a block exists there.
Connected (3,11,16) -> (2,11,16)
Connected (3,11,16) -> (3,12,16)
Ignored (3,10,16) because a block exists there.
Connected (3,11,16) -> (3,11,17)
Ignored (3,11,15) because a block exists there.
====================
3,11,17 (3,11,17)
Connected (3,11,17) -> (4,11,17)
Connected (3,11,17) -> (2,11,17)
Connected (3,11,17) -> (3,12,17)
Connected (3,11,17) -> (3,10,17)
Connected (3,11,17) -> (3,11,18)
Connected (3,11,17) -> (3,11,16)
====================
3,11,18 (3,11,18)
Connected (3,11,18) -> (4,11,18)
Connected (3,11,18) -> (2,11,18)
Connected (3,11,18) -> (3,12,18)
Connected (3,11,18) -> (3,10,18)
Connected (3,11,18) -> (3,11,19)
Connected (3,11,18) -> (3,11,17)
====================
3,11,19 (3,11,19)
Connected (3,11,19) -> (4,11,19)
Connected (3,11,19) -> (2,11,19)
Connected (3,11,19) -> (3,12,19)
Connected (3,11,19) -> (3,10,19)
Connected (3,11,19) -> (3,11,20)
Connected (3,11,19) -> (3,11,18)
====================
3,11,20 (3,11,20)
Connected (3,11,20) -> (4,11,20)
Connected (3,11,20) -> (2,11,20)
Connected (3,11,20) -> (3,12,20)
Connected (3,11,20) -> (3,10,20)
Ignored (3,11,21) because it's out of bounds.
Connected (3,11,20) -> (3,11,19)
====================
3,12,-1 (3,12,-1)
Connected (3,12,-1) -> (4,12,-1)
Connected (3,12,-1) -> (2,12,-1)
Connected (3,12,-1) -> (3,13,-1)
Connected (3,12,-1) -> (3,11,-1)
Connected (3,12,-1) -> (3,12,0)
Ignored (3,12,-2) because it's out of bounds.
====================
3,12,0 (3,12,0)
Connected (3,12,0) -> (4,12,0)
Connected (3,12,0) -> (2,12,0)
Connected (3,12,0) -> (3,13,0)
Connected (3,12,0) -> (3,11,0)
Connected (3,12,0) -> (3,12,1)
Connected (3,12,0) -> (3,12,-1)
====================
3,12,1 (3,12,1)
Connected (3,12,1) -> (4,12,1)
Connected (3,12,1) -> (2,12,1)
Connected (3,12,1) -> (3,13,1)
Connected (3,12,1) -> (3,11,1)
Connected (3,12,1) -> (3,12,2)
Connected (3,12,1) -> (3,12,0)
====================
3,12,2 (3,12,2)
Connected (3,12,2) -> (4,12,2)
Connected (3,12,2) -> (2,12,2)
Connected (3,12,2) -> (3,13,2)
Connected (3,12,2) -> (3,11,2)
Connected (3,12,2) -> (3,12,3)
Connected (3,12,2) -> (3,12,1)
====================
3,12,3 (3,12,3)
Ignored (4,12,3) because a block exists there.
Connected (3,12,3) -> (2,12,3)
Connected (3,12,3) -> (3,13,3)
Ignored (3,11,3) because a block exists there.
Connected (3,12,3) -> (3,12,4)
Connected (3,12,3) -> (3,12,2)
====================
3,12,4 (3,12,4)
Ignored (4,12,4) because a block exists there.
Connected (3,12,4) -> (2,12,4)
Ignored (3,13,4) because a block exists there.
Ignored (3,11,4) because a block exists there.
Ignored (3,12,5) because a block exists there.
Connected (3,12,4) -> (3,12,3)
====================
3,12,16 (3,12,16)
Connected (3,12,16) -> (4,12,16)
Connected (3,12,16) -> (2,12,16)
Connected (3,12,16) -> (3,13,16)
Connected (3,12,16) -> (3,11,16)
Connected (3,12,16) -> (3,12,17)
Ignored (3,12,15) because a block exists there.
====================
3,12,17 (3,12,17)
Connected (3,12,17) -> (4,12,17)
Connected (3,12,17) -> (2,12,17)
Connected (3,12,17) -> (3,13,17)
Connected (3,12,17) -> (3,11,17)
Connected (3,12,17) -> (3,12,18)
Connected (3,12,17) -> (3,12,16)
====================
3,12,18 (3,12,18)
Connected (3,12,18) -> (4,12,18)
Connected (3,12,18) -> (2,12,18)
Connected (3,12,18) -> (3,13,18)
Connected (3,12,18) -> (3,11,18)
Connected (3,12,18) -> (3,12,19)
Connected (3,12,18) -> (3,12,17)
====================
3,12,19 (3,12,19)
Connected (3,12,19) -> (4,12,19)
Connected (3,12,19) -> (2,12,19)
Connected (3,12,19) -> (3,13,19)
Connected (3,12,19) -> (3,11,19)
Connected (3,12,19) -> (3,12,20)
Connected (3,12,19) -> (3,12,18)
====================
3,12,20 (3,12,20)
Connected (3,12,20) -> (4,12,20)
Connected (3,12,20) -> (2,12,20)
Connected (3,12,20) -> (3,13,20)
Connected (3,12,20) -> (3,11,20)
Ignored (3,12,21) because it's out of bounds.
Connected (3,12,20) -> (3,12,19)
====================
3,13,-1 (3,13,-1)
Connected (3,13,-1) -> (4,13,-1)
Connected (3,13,-1) -> (2,13,-1)
Connected (3,13,-1) -> (3,14,-1)
Connected (3,13,-1) -> (3,12,-1)
Connected (3,13,-1) -> (3,13,0)
Ignored (3,13,-2) because it's out of bounds.
====================
3,13,0 (3,13,0)
Connected (3,13,0) -> (4,13,0)
Connected (3,13,0) -> (2,13,0)
Connected (3,13,0) -> (3,14,0)
Connected (3,13,0) -> (3,12,0)
Connected (3,13,0) -> (3,13,1)
Connected (3,13,0) -> (3,13,-1)
====================
3,13,1 (3,13,1)
Connected (3,13,1) -> (4,13,1)
Connected (3,13,1) -> (2,13,1)
Connected (3,13,1) -> (3,14,1)
Connected (3,13,1) -> (3,12,1)
Connected (3,13,1) -> (3,13,2)
Connected (3,13,1) -> (3,13,0)
====================
3,13,2 (3,13,2)
Connected (3,13,2) -> (4,13,2)
Connected (3,13,2) -> (2,13,2)
Connected (3,13,2) -> (3,14,2)
Connected (3,13,2) -> (3,12,2)
Connected (3,13,2) -> (3,13,3)
Connected (3,13,2) -> (3,13,1)
====================
3,13,3 (3,13,3)
Ignored (4,13,3) because a block exists there.
Connected (3,13,3) -> (2,13,3)
Connected (3,13,3) -> (3,14,3)
Connected (3,13,3) -> (3,12,3)
Ignored (3,13,4) because a block exists there.
Connected (3,13,3) -> (3,13,2)
====================
3,13,7 (3,13,7)
Ignored (4,13,7) because a block exists there.
Ignored (2,13,7) because a block exists there.
Ignored (3,14,7) because a block exists there.
Ignored (3,12,7) because a block exists there.
Ignored (3,13,8) because a block exists there.
Ignored (3,13,6) because a block exists there.
====================
3,13,14 (3,13,14)
Ignored (4,13,14) because a block exists there.
Connected (3,13,14) -> (2,13,14)
Ignored (3,14,14) because a block exists there.
Ignored (3,12,14) because a block exists there.
Connected (3,13,14) -> (3,13,15)
Ignored (3,13,13) because a block exists there.
====================
3,13,15 (3,13,15)
Ignored (4,13,15) because a block exists there.
Connected (3,13,15) -> (2,13,15)
Connected (3,13,15) -> (3,14,15)
Ignored (3,12,15) because a block exists there.
Connected (3,13,15) -> (3,13,16)
Connected (3,13,15) -> (3,13,14)
====================
3,13,16 (3,13,16)
Ignored (4,13,16) because a block exists there.
Connected (3,13,16) -> (2,13,16)
Connected (3,13,16) -> (3,14,16)
Connected (3,13,16) -> (3,12,16)
Connected (3,13,16) -> (3,13,17)
Connected (3,13,16) -> (3,13,15)
====================
3,13,17 (3,13,17)
Connected (3,13,17) -> (4,13,17)
Connected (3,13,17) -> (2,13,17)
Connected (3,13,17) -> (3,14,17)
Connected (3,13,17) -> (3,12,17)
Connected (3,13,17) -> (3,13,18)
Connected (3,13,17) -> (3,13,16)
====================
3,13,18 (3,13,18)
Connected (3,13,18) -> (4,13,18)
Connected (3,13,18) -> (2,13,18)
Connected (3,13,18) -> (3,14,18)
Connected (3,13,18) -> (3,12,18)
Connected (3,13,18) -> (3,13,19)
Connected (3,13,18) -> (3,13,17)
====================
3,13,19 (3,13,19)
Connected (3,13,19) -> (4,13,19)
Connected (3,13,19) -> (2,13,19)
Connected (3,13,19) -> (3,14,19)
Connected (3,13,19) -> (3,12,19)
Connected (3,13,19) -> (3,13,20)
Connected (3,13,19) -> (3,13,18)
====================
3,13,20 (3,13,20)
Connected (3,13,20) -> (4,13,20)
Connected (3,13,20) -> (2,13,20)
Connected (3,13,20) -> (3,14,20)
Connected (3,13,20) -> (3,12,20)
Ignored (3,13,21) because it's out of bounds.
Connected (3,13,20) -> (3,13,19)
====================
3,14,-1 (3,14,-1)
Connected (3,14,-1) -> (4,14,-1)
Connected (3,14,-1) -> (2,14,-1)
Connected (3,14,-1) -> (3,15,-1)
Connected (3,14,-1) -> (3,13,-1)
Connected (3,14,-1) -> (3,14,0)
Ignored (3,14,-2) because it's out of bounds.
====================
3,14,0 (3,14,0)
Connected (3,14,0) -> (4,14,0)
Connected (3,14,0) -> (2,14,0)
Connected (3,14,0) -> (3,15,0)
Connected (3,14,0) -> (3,13,0)
Connected (3,14,0) -> (3,14,1)
Connected (3,14,0) -> (3,14,-1)
====================
3,14,1 (3,14,1)
Connected (3,14,1) -> (4,14,1)
Connected (3,14,1) -> (2,14,1)
Connected (3,14,1) -> (3,15,1)
Connected (3,14,1) -> (3,13,1)
Connected (3,14,1) -> (3,14,2)
Connected (3,14,1) -> (3,14,0)
====================
3,14,2 (3,14,2)
Connected (3,14,2) -> (4,14,2)
Connected (3,14,2) -> (2,14,2)
Connected (3,14,2) -> (3,15,2)
Connected (3,14,2) -> (3,13,2)
Connected (3,14,2) -> (3,14,3)
Connected (3,14,2) -> (3,14,1)
====================
3,14,3 (3,14,3)
Connected (3,14,3) -> (4,14,3)
Connected (3,14,3) -> (2,14,3)
Connected (3,14,3) -> (3,15,3)
Connected (3,14,3) -> (3,13,3)
Ignored (3,14,4) because a block exists there.
Connected (3,14,3) -> (3,14,2)
====================
3,14,5 (3,14,5)
Ignored (4,14,5) because a block exists there.
Connected (3,14,5) -> (2,14,5)
Connected (3,14,5) -> (3,15,5)
Ignored (3,13,5) because a block exists there.
Ignored (3,14,6) because a block exists there.
Ignored (3,14,4) because a block exists there.
====================
3,14,12 (3,14,12)
Ignored (4,14,12) because a block exists there.
Connected (3,14,12) -> (2,14,12)
Ignored (3,15,12) because a block exists there.
Ignored (3,13,12) because a block exists there.
Ignored (3,14,13) because a block exists there.
Ignored (3,14,11) because a block exists there.
====================
3,14,15 (3,14,15)
Ignored (4,14,15) because a block exists there.
Connected (3,14,15) -> (2,14,15)
Connected (3,14,15) -> (3,15,15)
Connected (3,14,15) -> (3,13,15)
Connected (3,14,15) -> (3,14,16)
Ignored (3,14,14) because a block exists there.
====================
3,14,16 (3,14,16)
Connected (3,14,16) -> (4,14,16)
Connected (3,14,16) -> (2,14,16)
Connected (3,14,16) -> (3,15,16)
Connected (3,14,16) -> (3,13,16)
Connected (3,14,16) -> (3,14,17)
Connected (3,14,16) -> (3,14,15)
====================
3,14,17 (3,14,17)
Connected (3,14,17) -> (4,14,17)
Connected (3,14,17) -> (2,14,17)
Connected (3,14,17) -> (3,15,17)
Connected (3,14,17) -> (3,13,17)
Connected (3,14,17) -> (3,14,18)
Connected (3,14,17) -> (3,14,16)
====================
3,14,18 (3,14,18)
Connected (3,14,18) -> (4,14,18)
Connected (3,14,18) -> (2,14,18)
Connected (3,14,18) -> (3,15,18)
Connected (3,14,18) -> (3,13,18)
Connected (3,14,18) -> (3,14,19)
Connected (3,14,18) -> (3,14,17)
====================
3,14,19 (3,14,19)
Connected (3,14,19) -> (4,14,19)
Connected (3,14,19) -> (2,14,19)
Connected (3,14,19) -> (3,15,19)
Connected (3,14,19) -> (3,13,19)
Connected (3,14,19) -> (3,14,20)
Connected (3,14,19) -> (3,14,18)
====================
3,14,20 (3,14,20)
Connected (3,14,20) -> (4,14,20)
Connected (3,14,20) -> (2,14,20)
Connected (3,14,20) -> (3,15,20)
Connected (3,14,20) -> (3,13,20)
Ignored (3,14,21) because it's out of bounds.
Connected (3,14,20) -> (3,14,19)
====================
3,15,-1 (3,15,-1)
Connected (3,15,-1) -> (4,15,-1)
Connected (3,15,-1) -> (2,15,-1)
Connected (3,15,-1) -> (3,16,-1)
Connected (3,15,-1) -> (3,14,-1)
Connected (3,15,-1) -> (3,15,0)
Ignored (3,15,-2) because it's out of bounds.
====================
3,15,0 (3,15,0)
Connected (3,15,0) -> (4,15,0)
Connected (3,15,0) -> (2,15,0)
Connected (3,15,0) -> (3,16,0)
Connected (3,15,0) -> (3,14,0)
Connected (3,15,0) -> (3,15,1)
Connected (3,15,0) -> (3,15,-1)
====================
3,15,1 (3,15,1)
Connected (3,15,1) -> (4,15,1)
Connected (3,15,1) -> (2,15,1)
Connected (3,15,1) -> (3,16,1)
Connected (3,15,1) -> (3,14,1)
Connected (3,15,1) -> (3,15,2)
Connected (3,15,1) -> (3,15,0)
====================
3,15,2 (3,15,2)
Connected (3,15,2) -> (4,15,2)
Connected (3,15,2) -> (2,15,2)
Connected (3,15,2) -> (3,16,2)
Connected (3,15,2) -> (3,14,2)
Connected (3,15,2) -> (3,15,3)
Connected (3,15,2) -> (3,15,1)
====================
3,15,3 (3,15,3)
Connected (3,15,3) -> (4,15,3)
Connected (3,15,3) -> (2,15,3)
Connected (3,15,3) -> (3,16,3)
Connected (3,15,3) -> (3,14,3)
Connected (3,15,3) -> (3,15,4)
Connected (3,15,3) -> (3,15,2)
====================
3,15,4 (3,15,4)
Connected (3,15,4) -> (4,15,4)
Connected (3,15,4) -> (2,15,4)
Connected (3,15,4) -> (3,16,4)
Ignored (3,14,4) because a block exists there.
Connected (3,15,4) -> (3,15,5)
Connected (3,15,4) -> (3,15,3)
====================
3,15,5 (3,15,5)
Ignored (4,15,5) because a block exists there.
Connected (3,15,5) -> (2,15,5)
Connected (3,15,5) -> (3,16,5)
Connected (3,15,5) -> (3,14,5)
Ignored (3,15,6) because a block exists there.
Connected (3,15,5) -> (3,15,4)
====================
3,15,8 (3,15,8)
Ignored (4,15,8) because a block exists there.
Ignored (2,15,8) because a block exists there.
Connected (3,15,8) -> (3,16,8)
Ignored (3,14,8) because a block exists there.
Ignored (3,15,9) because a block exists there.
Ignored (3,15,7) because a block exists there.
====================
3,15,14 (3,15,14)
Ignored (4,15,14) because a block exists there.
Connected (3,15,14) -> (2,15,14)
Connected (3,15,14) -> (3,16,14)
Ignored (3,14,14) because a block exists there.
Connected (3,15,14) -> (3,15,15)
Ignored (3,15,13) because a block exists there.
====================
3,15,15 (3,15,15)
Connected (3,15,15) -> (4,15,15)
Connected (3,15,15) -> (2,15,15)
Connected (3,15,15) -> (3,16,15)
Connected (3,15,15) -> (3,14,15)
Connected (3,15,15) -> (3,15,16)
Connected (3,15,15) -> (3,15,14)
====================
3,15,16 (3,15,16)
Connected (3,15,16) -> (4,15,16)
Connected (3,15,16) -> (2,15,16)
Connected (3,15,16) -> (3,16,16)
Connected (3,15,16) -> (3,14,16)
Connected (3,15,16) -> (3,15,17)
Connected (3,15,16) -> (3,15,15)
====================
3,15,17 (3,15,17)
Connected (3,15,17) -> (4,15,17)
Connected (3,15,17) -> (2,15,17)
Connected (3,15,17) -> (3,16,17)
Connected (3,15,17) -> (3,14,17)
Connected (3,15,17) -> (3,15,18)
Connected (3,15,17) -> (3,15,16)
====================
3,15,18 (3,15,18)
Connected (3,15,18) -> (4,15,18)
Connected (3,15,18) -> (2,15,18)
Connected (3,15,18) -> (3,16,18)
Connected (3,15,18) -> (3,14,18)
Connected (3,15,18) -> (3,15,19)
Connected (3,15,18) -> (3,15,17)
====================
3,15,19 (3,15,19)
Connected (3,15,19) -> (4,15,19)
Connected (3,15,19) -> (2,15,19)
Connected (3,15,19) -> (3,16,19)
Connected (3,15,19) -> (3,14,19)
Connected (3,15,19) -> (3,15,20)
Connected (3,15,19) -> (3,15,18)
====================
3,15,20 (3,15,20)
Connected (3,15,20) -> (4,15,20)
Connected (3,15,20) -> (2,15,20)
Connected (3,15,20) -> (3,16,20)
Connected (3,15,20) -> (3,14,20)
Ignored (3,15,21) because it's out of bounds.
Connected (3,15,20) -> (3,15,19)
====================
3,16,-1 (3,16,-1)
Connected (3,16,-1) -> (4,16,-1)
Connected (3,16,-1) -> (2,16,-1)
Connected (3,16,-1) -> (3,17,-1)
Connected (3,16,-1) -> (3,15,-1)
Connected (3,16,-1) -> (3,16,0)
Ignored (3,16,-2) because it's out of bounds.
====================
3,16,0 (3,16,0)
Connected (3,16,0) -> (4,16,0)
Connected (3,16,0) -> (2,16,0)
Connected (3,16,0) -> (3,17,0)
Connected (3,16,0) -> (3,15,0)
Connected (3,16,0) -> (3,16,1)
Connected (3,16,0) -> (3,16,-1)
====================
3,16,1 (3,16,1)
Connected (3,16,1) -> (4,16,1)
Connected (3,16,1) -> (2,16,1)
Connected (3,16,1) -> (3,17,1)
Connected (3,16,1) -> (3,15,1)
Connected (3,16,1) -> (3,16,2)
Connected (3,16,1) -> (3,16,0)
====================
3,16,2 (3,16,2)
Connected (3,16,2) -> (4,16,2)
Connected (3,16,2) -> (2,16,2)
Connected (3,16,2) -> (3,17,2)
Connected (3,16,2) -> (3,15,2)
Connected (3,16,2) -> (3,16,3)
Connected (3,16,2) -> (3,16,1)
====================
3,16,3 (3,16,3)
Connected (3,16,3) -> (4,16,3)
Connected (3,16,3) -> (2,16,3)
Connected (3,16,3) -> (3,17,3)
Connected (3,16,3) -> (3,15,3)
Connected (3,16,3) -> (3,16,4)
Connected (3,16,3) -> (3,16,2)
====================
3,16,4 (3,16,4)
Connected (3,16,4) -> (4,16,4)
Connected (3,16,4) -> (2,16,4)
Connected (3,16,4) -> (3,17,4)
Connected (3,16,4) -> (3,15,4)
Connected (3,16,4) -> (3,16,5)
Connected (3,16,4) -> (3,16,3)
====================
3,16,5 (3,16,5)
Ignored (4,16,5) because a block exists there.
Connected (3,16,5) -> (2,16,5)
Connected (3,16,5) -> (3,17,5)
Connected (3,16,5) -> (3,15,5)
Connected (3,16,5) -> (3,16,6)
Connected (3,16,5) -> (3,16,4)
====================
3,16,6 (3,16,6)
Ignored (4,16,6) because a block exists there.
Connected (3,16,6) -> (2,16,6)
Connected (3,16,6) -> (3,17,6)
Ignored (3,15,6) because a block exists there.
Connected (3,16,6) -> (3,16,7)
Connected (3,16,6) -> (3,16,5)
====================
3,16,7 (3,16,7)
Ignored (4,16,7) because a block exists there.
Connected (3,16,7) -> (2,16,7)
Connected (3,16,7) -> (3,17,7)
Ignored (3,15,7) because a block exists there.
Connected (3,16,7) -> (3,16,8)
Connected (3,16,7) -> (3,16,6)
====================
3,16,8 (3,16,8)
Ignored (4,16,8) because a block exists there.
Connected (3,16,8) -> (2,16,8)
Connected (3,16,8) -> (3,17,8)
Connected (3,16,8) -> (3,15,8)
Ignored (3,16,9) because a block exists there.
Connected (3,16,8) -> (3,16,7)
====================
3,16,11 (3,16,11)
Ignored (4,16,11) because a block exists there.
Connected (3,16,11) -> (2,16,11)
Connected (3,16,11) -> (3,17,11)
Ignored (3,15,11) because a block exists there.
Connected (3,16,11) -> (3,16,12)
Ignored (3,16,10) because a block exists there.
====================
3,16,12 (3,16,12)
Ignored (4,16,12) because a block exists there.
Connected (3,16,12) -> (2,16,12)
Connected (3,16,12) -> (3,17,12)
Ignored (3,15,12) because a block exists there.
Connected (3,16,12) -> (3,16,13)
Connected (3,16,12) -> (3,16,11)
====================
3,16,13 (3,16,13)
Connected (3,16,13) -> (4,16,13)
Connected (3,16,13) -> (2,16,13)
Connected (3,16,13) -> (3,17,13)
Ignored (3,15,13) because a block exists there.
Connected (3,16,13) -> (3,16,14)
Connected (3,16,13) -> (3,16,12)
====================
3,16,14 (3,16,14)
Connected (3,16,14) -> (4,16,14)
Connected (3,16,14) -> (2,16,14)
Connected (3,16,14) -> (3,17,14)
Connected (3,16,14) -> (3,15,14)
Connected (3,16,14) -> (3,16,15)
Connected (3,16,14) -> (3,16,13)
====================
3,16,15 (3,16,15)
Connected (3,16,15) -> (4,16,15)
Connected (3,16,15) -> (2,16,15)
Connected (3,16,15) -> (3,17,15)
Connected (3,16,15) -> (3,15,15)
Connected (3,16,15) -> (3,16,16)
Connected (3,16,15) -> (3,16,14)
====================
3,16,16 (3,16,16)
Connected (3,16,16) -> (4,16,16)
Connected (3,16,16) -> (2,16,16)
Connected (3,16,16) -> (3,17,16)
Connected (3,16,16) -> (3,15,16)
Connected (3,16,16) -> (3,16,17)
Connected (3,16,16) -> (3,16,15)
====================
3,16,17 (3,16,17)
Connected (3,16,17) -> (4,16,17)
Connected (3,16,17) -> (2,16,17)
Connected (3,16,17) -> (3,17,17)
Connected (3,16,17) -> (3,15,17)
Connected (3,16,17) -> (3,16,18)
Connected (3,16,17) -> (3,16,16)
====================
3,16,18 (3,16,18)
Connected (3,16,18) -> (4,16,18)
Connected (3,16,18) -> (2,16,18)
Connected (3,16,18) -> (3,17,18)
Connected (3,16,18) -> (3,15,18)
Connected (3,16,18) -> (3,16,19)
Connected (3,16,18) -> (3,16,17)
====================
3,16,19 (3,16,19)
Connected (3,16,19) -> (4,16,19)
Connected (3,16,19) -> (2,16,19)
Connected (3,16,19) -> (3,17,19)
Connected (3,16,19) -> (3,15,19)
Connected (3,16,19) -> (3,16,20)
Connected (3,16,19) -> (3,16,18)
====================
3,16,20 (3,16,20)
Connected (3,16,20) -> (4,16,20)
Connected (3,16,20) -> (2,16,20)
Connected (3,16,20) -> (3,17,20)
Connected (3,16,20) -> (3,15,20)
Ignored (3,16,21) because it's out of bounds.
Connected (3,16,20) -> (3,16,19)
====================
3,17,-1 (3,17,-1)
Connected (3,17,-1) -> (4,17,-1)
Connected (3,17,-1) -> (2,17,-1)
Connected (3,17,-1) -> (3,18,-1)
Connected (3,17,-1) -> (3,16,-1)
Connected (3,17,-1) -> (3,17,0)
Ignored (3,17,-2) because it's out of bounds.
====================
3,17,0 (3,17,0)
Connected (3,17,0) -> (4,17,0)
Connected (3,17,0) -> (2,17,0)
Connected (3,17,0) -> (3,18,0)
Connected (3,17,0) -> (3,16,0)
Connected (3,17,0) -> (3,17,1)
Connected (3,17,0) -> (3,17,-1)
====================
3,17,1 (3,17,1)
Connected (3,17,1) -> (4,17,1)
Connected (3,17,1) -> (2,17,1)
Connected (3,17,1) -> (3,18,1)
Connected (3,17,1) -> (3,16,1)
Connected (3,17,1) -> (3,17,2)
Connected (3,17,1) -> (3,17,0)
====================
3,17,2 (3,17,2)
Connected (3,17,2) -> (4,17,2)
Connected (3,17,2) -> (2,17,2)
Connected (3,17,2) -> (3,18,2)
Connected (3,17,2) -> (3,16,2)
Connected (3,17,2) -> (3,17,3)
Connected (3,17,2) -> (3,17,1)
====================
3,17,3 (3,17,3)
Connected (3,17,3) -> (4,17,3)
Connected (3,17,3) -> (2,17,3)
Connected (3,17,3) -> (3,18,3)
Connected (3,17,3) -> (3,16,3)
Connected (3,17,3) -> (3,17,4)
Connected (3,17,3) -> (3,17,2)
====================
3,17,4 (3,17,4)
Connected (3,17,4) -> (4,17,4)
Connected (3,17,4) -> (2,17,4)
Connected (3,17,4) -> (3,18,4)
Connected (3,17,4) -> (3,16,4)
Connected (3,17,4) -> (3,17,5)
Connected (3,17,4) -> (3,17,3)
====================
3,17,5 (3,17,5)
Connected (3,17,5) -> (4,17,5)
Connected (3,17,5) -> (2,17,5)
Connected (3,17,5) -> (3,18,5)
Connected (3,17,5) -> (3,16,5)
Connected (3,17,5) -> (3,17,6)
Connected (3,17,5) -> (3,17,4)
====================
3,17,6 (3,17,6)
Connected (3,17,6) -> (4,17,6)
Connected (3,17,6) -> (2,17,6)
Connected (3,17,6) -> (3,18,6)
Connected (3,17,6) -> (3,16,6)
Connected (3,17,6) -> (3,17,7)
Connected (3,17,6) -> (3,17,5)
====================
3,17,7 (3,17,7)
Connected (3,17,7) -> (4,17,7)
Connected (3,17,7) -> (2,17,7)
Connected (3,17,7) -> (3,18,7)
Connected (3,17,7) -> (3,16,7)
Connected (3,17,7) -> (3,17,8)
Connected (3,17,7) -> (3,17,6)
====================
3,17,8 (3,17,8)
Connected (3,17,8) -> (4,17,8)
Connected (3,17,8) -> (2,17,8)
Connected (3,17,8) -> (3,18,8)
Connected (3,17,8) -> (3,16,8)
Connected (3,17,8) -> (3,17,9)
Connected (3,17,8) -> (3,17,7)
====================
3,17,9 (3,17,9)
Ignored (4,17,9) because a block exists there.
Connected (3,17,9) -> (2,17,9)
Connected (3,17,9) -> (3,18,9)
Ignored (3,16,9) because a block exists there.
Connected (3,17,9) -> (3,17,10)
Connected (3,17,9) -> (3,17,8)
====================
3,17,10 (3,17,10)
Connected (3,17,10) -> (4,17,10)
Connected (3,17,10) -> (2,17,10)
Connected (3,17,10) -> (3,18,10)
Ignored (3,16,10) because a block exists there.
Connected (3,17,10) -> (3,17,11)
Connected (3,17,10) -> (3,17,9)
====================
3,17,11 (3,17,11)
Ignored (4,17,11) because a block exists there.
Connected (3,17,11) -> (2,17,11)
Connected (3,17,11) -> (3,18,11)
Connected (3,17,11) -> (3,16,11)
Connected (3,17,11) -> (3,17,12)
Connected (3,17,11) -> (3,17,10)
====================
3,17,12 (3,17,12)
Connected (3,17,12) -> (4,17,12)
Connected (3,17,12) -> (2,17,12)
Connected (3,17,12) -> (3,18,12)
Connected (3,17,12) -> (3,16,12)
Connected (3,17,12) -> (3,17,13)
Connected (3,17,12) -> (3,17,11)
====================
3,17,13 (3,17,13)
Ignored (4,17,13) because a block exists there.
Connected (3,17,13) -> (2,17,13)
Connected (3,17,13) -> (3,18,13)
Connected (3,17,13) -> (3,16,13)
Connected (3,17,13) -> (3,17,14)
Connected (3,17,13) -> (3,17,12)
====================
3,17,14 (3,17,14)
Connected (3,17,14) -> (4,17,14)
Connected (3,17,14) -> (2,17,14)
Connected (3,17,14) -> (3,18,14)
Connected (3,17,14) -> (3,16,14)
Connected (3,17,14) -> (3,17,15)
Connected (3,17,14) -> (3,17,13)
====================
3,17,15 (3,17,15)
Connected (3,17,15) -> (4,17,15)
Connected (3,17,15) -> (2,17,15)
Connected (3,17,15) -> (3,18,15)
Connected (3,17,15) -> (3,16,15)
Connected (3,17,15) -> (3,17,16)
Connected (3,17,15) -> (3,17,14)
====================
3,17,16 (3,17,16)
Connected (3,17,16) -> (4,17,16)
Connected (3,17,16) -> (2,17,16)
Connected (3,17,16) -> (3,18,16)
Connected (3,17,16) -> (3,16,16)
Connected (3,17,16) -> (3,17,17)
Connected (3,17,16) -> (3,17,15)
====================
3,17,17 (3,17,17)
Connected (3,17,17) -> (4,17,17)
Connected (3,17,17) -> (2,17,17)
Connected (3,17,17) -> (3,18,17)
Connected (3,17,17) -> (3,16,17)
Connected (3,17,17) -> (3,17,18)
Connected (3,17,17) -> (3,17,16)
====================
3,17,18 (3,17,18)
Connected (3,17,18) -> (4,17,18)
Connected (3,17,18) -> (2,17,18)
Connected (3,17,18) -> (3,18,18)
Connected (3,17,18) -> (3,16,18)
Connected (3,17,18) -> (3,17,19)
Connected (3,17,18) -> (3,17,17)
====================
3,17,19 (3,17,19)
Connected (3,17,19) -> (4,17,19)
Connected (3,17,19) -> (2,17,19)
Connected (3,17,19) -> (3,18,19)
Connected (3,17,19) -> (3,16,19)
Connected (3,17,19) -> (3,17,20)
Connected (3,17,19) -> (3,17,18)
====================
3,17,20 (3,17,20)
Connected (3,17,20) -> (4,17,20)
Connected (3,17,20) -> (2,17,20)
Connected (3,17,20) -> (3,18,20)
Connected (3,17,20) -> (3,16,20)
Ignored (3,17,21) because it's out of bounds.
Connected (3,17,20) -> (3,17,19)
====================
3,18,-1 (3,18,-1)
Connected (3,18,-1) -> (4,18,-1)
Connected (3,18,-1) -> (2,18,-1)
Connected (3,18,-1) -> (3,19,-1)
Connected (3,18,-1) -> (3,17,-1)
Connected (3,18,-1) -> (3,18,0)
Ignored (3,18,-2) because it's out of bounds.
====================
3,18,0 (3,18,0)
Connected (3,18,0) -> (4,18,0)
Connected (3,18,0) -> (2,18,0)
Connected (3,18,0) -> (3,19,0)
Connected (3,18,0) -> (3,17,0)
Connected (3,18,0) -> (3,18,1)
Connected (3,18,0) -> (3,18,-1)
====================
3,18,1 (3,18,1)
Connected (3,18,1) -> (4,18,1)
Connected (3,18,1) -> (2,18,1)
Connected (3,18,1) -> (3,19,1)
Connected (3,18,1) -> (3,17,1)
Connected (3,18,1) -> (3,18,2)
Connected (3,18,1) -> (3,18,0)
====================
3,18,2 (3,18,2)
Connected (3,18,2) -> (4,18,2)
Connected (3,18,2) -> (2,18,2)
Connected (3,18,2) -> (3,19,2)
Connected (3,18,2) -> (3,17,2)
Connected (3,18,2) -> (3,18,3)
Connected (3,18,2) -> (3,18,1)
====================
3,18,3 (3,18,3)
Connected (3,18,3) -> (4,18,3)
Connected (3,18,3) -> (2,18,3)
Connected (3,18,3) -> (3,19,3)
Connected (3,18,3) -> (3,17,3)
Connected (3,18,3) -> (3,18,4)
Connected (3,18,3) -> (3,18,2)
====================
3,18,4 (3,18,4)
Connected (3,18,4) -> (4,18,4)
Connected (3,18,4) -> (2,18,4)
Connected (3,18,4) -> (3,19,4)
Connected (3,18,4) -> (3,17,4)
Connected (3,18,4) -> (3,18,5)
Connected (3,18,4) -> (3,18,3)
====================
3,18,5 (3,18,5)
Connected (3,18,5) -> (4,18,5)
Connected (3,18,5) -> (2,18,5)
Connected (3,18,5) -> (3,19,5)
Connected (3,18,5) -> (3,17,5)
Connected (3,18,5) -> (3,18,6)
Connected (3,18,5) -> (3,18,4)
====================
3,18,6 (3,18,6)
Connected (3,18,6) -> (4,18,6)
Connected (3,18,6) -> (2,18,6)
Connected (3,18,6) -> (3,19,6)
Connected (3,18,6) -> (3,17,6)
Connected (3,18,6) -> (3,18,7)
Connected (3,18,6) -> (3,18,5)
====================
3,18,7 (3,18,7)
Connected (3,18,7) -> (4,18,7)
Connected (3,18,7) -> (2,18,7)
Connected (3,18,7) -> (3,19,7)
Connected (3,18,7) -> (3,17,7)
Connected (3,18,7) -> (3,18,8)
Connected (3,18,7) -> (3,18,6)
====================
3,18,8 (3,18,8)
Connected (3,18,8) -> (4,18,8)
Connected (3,18,8) -> (2,18,8)
Connected (3,18,8) -> (3,19,8)
Connected (3,18,8) -> (3,17,8)
Connected (3,18,8) -> (3,18,9)
Connected (3,18,8) -> (3,18,7)
====================
3,18,9 (3,18,9)
Connected (3,18,9) -> (4,18,9)
Connected (3,18,9) -> (2,18,9)
Connected (3,18,9) -> (3,19,9)
Connected (3,18,9) -> (3,17,9)
Connected (3,18,9) -> (3,18,10)
Connected (3,18,9) -> (3,18,8)
====================
3,18,10 (3,18,10)
Connected (3,18,10) -> (4,18,10)
Connected (3,18,10) -> (2,18,10)
Connected (3,18,10) -> (3,19,10)
Connected (3,18,10) -> (3,17,10)
Connected (3,18,10) -> (3,18,11)
Connected (3,18,10) -> (3,18,9)
====================
3,18,11 (3,18,11)
Connected (3,18,11) -> (4,18,11)
Connected (3,18,11) -> (2,18,11)
Connected (3,18,11) -> (3,19,11)
Connected (3,18,11) -> (3,17,11)
Connected (3,18,11) -> (3,18,12)
Connected (3,18,11) -> (3,18,10)
====================
3,18,12 (3,18,12)
Connected (3,18,12) -> (4,18,12)
Connected (3,18,12) -> (2,18,12)
Connected (3,18,12) -> (3,19,12)
Connected (3,18,12) -> (3,17,12)
Connected (3,18,12) -> (3,18,13)
Connected (3,18,12) -> (3,18,11)
====================
3,18,13 (3,18,13)
Connected (3,18,13) -> (4,18,13)
Connected (3,18,13) -> (2,18,13)
Connected (3,18,13) -> (3,19,13)
Connected (3,18,13) -> (3,17,13)
Connected (3,18,13) -> (3,18,14)
Connected (3,18,13) -> (3,18,12)
====================
3,18,14 (3,18,14)
Connected (3,18,14) -> (4,18,14)
Connected (3,18,14) -> (2,18,14)
Connected (3,18,14) -> (3,19,14)
Connected (3,18,14) -> (3,17,14)
Connected (3,18,14) -> (3,18,15)
Connected (3,18,14) -> (3,18,13)
====================
3,18,15 (3,18,15)
Connected (3,18,15) -> (4,18,15)
Connected (3,18,15) -> (2,18,15)
Connected (3,18,15) -> (3,19,15)
Connected (3,18,15) -> (3,17,15)
Connected (3,18,15) -> (3,18,16)
Connected (3,18,15) -> (3,18,14)
====================
3,18,16 (3,18,16)
Connected (3,18,16) -> (4,18,16)
Connected (3,18,16) -> (2,18,16)
Connected (3,18,16) -> (3,19,16)
Connected (3,18,16) -> (3,17,16)
Connected (3,18,16) -> (3,18,17)
Connected (3,18,16) -> (3,18,15)
====================
3,18,17 (3,18,17)
Connected (3,18,17) -> (4,18,17)
Connected (3,18,17) -> (2,18,17)
Connected (3,18,17) -> (3,19,17)
Connected (3,18,17) -> (3,17,17)
Connected (3,18,17) -> (3,18,18)
Connected (3,18,17) -> (3,18,16)
====================
3,18,18 (3,18,18)
Connected (3,18,18) -> (4,18,18)
Connected (3,18,18) -> (2,18,18)
Connected (3,18,18) -> (3,19,18)
Connected (3,18,18) -> (3,17,18)
Connected (3,18,18) -> (3,18,19)
Connected (3,18,18) -> (3,18,17)
====================
3,18,19 (3,18,19)
Connected (3,18,19) -> (4,18,19)
Connected (3,18,19) -> (2,18,19)
Connected (3,18,19) -> (3,19,19)
Connected (3,18,19) -> (3,17,19)
Connected (3,18,19) -> (3,18,20)
Connected (3,18,19) -> (3,18,18)
====================
3,18,20 (3,18,20)
Connected (3,18,20) -> (4,18,20)
Connected (3,18,20) -> (2,18,20)
Connected (3,18,20) -> (3,19,20)
Connected (3,18,20) -> (3,17,20)
Ignored (3,18,21) because it's out of bounds.
Connected (3,18,20) -> (3,18,19)
====================
3,19,-1 (3,19,-1)
Connected (3,19,-1) -> (4,19,-1)
Connected (3,19,-1) -> (2,19,-1)
Ignored (3,20,-1) because it's out of bounds.
Connected (3,19,-1) -> (3,18,-1)
Connected (3,19,-1) -> (3,19,0)
Ignored (3,19,-2) because it's out of bounds.
====================
3,19,0 (3,19,0)
Connected (3,19,0) -> (4,19,0)
Connected (3,19,0) -> (2,19,0)
Ignored (3,20,0) because it's out of bounds.
Connected (3,19,0) -> (3,18,0)
Connected (3,19,0) -> (3,19,1)
Connected (3,19,0) -> (3,19,-1)
====================
3,19,1 (3,19,1)
Connected (3,19,1) -> (4,19,1)
Connected (3,19,1) -> (2,19,1)
Ignored (3,20,1) because it's out of bounds.
Connected (3,19,1) -> (3,18,1)
Connected (3,19,1) -> (3,19,2)
Connected (3,19,1) -> (3,19,0)
====================
3,19,2 (3,19,2)
Connected (3,19,2) -> (4,19,2)
Connected (3,19,2) -> (2,19,2)
Ignored (3,20,2) because it's out of bounds.
Connected (3,19,2) -> (3,18,2)
Connected (3,19,2) -> (3,19,3)
Connected (3,19,2) -> (3,19,1)
====================
3,19,3 (3,19,3)
Connected (3,19,3) -> (4,19,3)
Connected (3,19,3) -> (2,19,3)
Ignored (3,20,3) because it's out of bounds.
Connected (3,19,3) -> (3,18,3)
Connected (3,19,3) -> (3,19,4)
Connected (3,19,3) -> (3,19,2)
====================
3,19,4 (3,19,4)
Connected (3,19,4) -> (4,19,4)
Connected (3,19,4) -> (2,19,4)
Ignored (3,20,4) because it's out of bounds.
Connected (3,19,4) -> (3,18,4)
Connected (3,19,4) -> (3,19,5)
Connected (3,19,4) -> (3,19,3)
====================
3,19,5 (3,19,5)
Connected (3,19,5) -> (4,19,5)
Connected (3,19,5) -> (2,19,5)
Ignored (3,20,5) because it's out of bounds.
Connected (3,19,5) -> (3,18,5)
Connected (3,19,5) -> (3,19,6)
Connected (3,19,5) -> (3,19,4)
====================
3,19,6 (3,19,6)
Connected (3,19,6) -> (4,19,6)
Connected (3,19,6) -> (2,19,6)
Ignored (3,20,6) because it's out of bounds.
Connected (3,19,6) -> (3,18,6)
Connected (3,19,6) -> (3,19,7)
Connected (3,19,6) -> (3,19,5)
====================
3,19,7 (3,19,7)
Connected (3,19,7) -> (4,19,7)
Connected (3,19,7) -> (2,19,7)
Ignored (3,20,7) because it's out of bounds.
Connected (3,19,7) -> (3,18,7)
Connected (3,19,7) -> (3,19,8)
Connected (3,19,7) -> (3,19,6)
====================
3,19,8 (3,19,8)
Connected (3,19,8) -> (4,19,8)
Connected (3,19,8) -> (2,19,8)
Ignored (3,20,8) because it's out of bounds.
Connected (3,19,8) -> (3,18,8)
Connected (3,19,8) -> (3,19,9)
Connected (3,19,8) -> (3,19,7)
====================
3,19,9 (3,19,9)
Connected (3,19,9) -> (4,19,9)
Connected (3,19,9) -> (2,19,9)
Ignored (3,20,9) because it's out of bounds.
Connected (3,19,9) -> (3,18,9)
Connected (3,19,9) -> (3,19,10)
Connected (3,19,9) -> (3,19,8)
====================
3,19,10 (3,19,10)
Connected (3,19,10) -> (4,19,10)
Connected (3,19,10) -> (2,19,10)
Ignored (3,20,10) because it's out of bounds.
Connected (3,19,10) -> (3,18,10)
Connected (3,19,10) -> (3,19,11)
Connected (3,19,10) -> (3,19,9)
====================
3,19,11 (3,19,11)
Connected (3,19,11) -> (4,19,11)
Connected (3,19,11) -> (2,19,11)
Ignored (3,20,11) because it's out of bounds.
Connected (3,19,11) -> (3,18,11)
Connected (3,19,11) -> (3,19,12)
Connected (3,19,11) -> (3,19,10)
====================
3,19,12 (3,19,12)
Connected (3,19,12) -> (4,19,12)
Connected (3,19,12) -> (2,19,12)
Ignored (3,20,12) because it's out of bounds.
Connected (3,19,12) -> (3,18,12)
Connected (3,19,12) -> (3,19,13)
Connected (3,19,12) -> (3,19,11)
====================
3,19,13 (3,19,13)
Connected (3,19,13) -> (4,19,13)
Connected (3,19,13) -> (2,19,13)
Ignored (3,20,13) because it's out of bounds.
Connected (3,19,13) -> (3,18,13)
Connected (3,19,13) -> (3,19,14)
Connected (3,19,13) -> (3,19,12)
====================
3,19,14 (3,19,14)
Connected (3,19,14) -> (4,19,14)
Connected (3,19,14) -> (2,19,14)
Ignored (3,20,14) because it's out of bounds.
Connected (3,19,14) -> (3,18,14)
Connected (3,19,14) -> (3,19,15)
Connected (3,19,14) -> (3,19,13)
====================
3,19,15 (3,19,15)
Connected (3,19,15) -> (4,19,15)
Connected (3,19,15) -> (2,19,15)
Ignored (3,20,15) because it's out of bounds.
Connected (3,19,15) -> (3,18,15)
Connected (3,19,15) -> (3,19,16)
Connected (3,19,15) -> (3,19,14)
====================
3,19,16 (3,19,16)
Connected (3,19,16) -> (4,19,16)
Connected (3,19,16) -> (2,19,16)
Ignored (3,20,16) because it's out of bounds.
Connected (3,19,16) -> (3,18,16)
Connected (3,19,16) -> (3,19,17)
Connected (3,19,16) -> (3,19,15)
====================
3,19,17 (3,19,17)
Connected (3,19,17) -> (4,19,17)
Connected (3,19,17) -> (2,19,17)
Ignored (3,20,17) because it's out of bounds.
Connected (3,19,17) -> (3,18,17)
Connected (3,19,17) -> (3,19,18)
Connected (3,19,17) -> (3,19,16)
====================
3,19,18 (3,19,18)
Connected (3,19,18) -> (4,19,18)
Connected (3,19,18) -> (2,19,18)
Ignored (3,20,18) because it's out of bounds.
Connected (3,19,18) -> (3,18,18)
Connected (3,19,18) -> (3,19,19)
Connected (3,19,18) -> (3,19,17)
====================
3,19,19 (3,19,19)
Connected (3,19,19) -> (4,19,19)
Connected (3,19,19) -> (2,19,19)
Ignored (3,20,19) because it's out of bounds.
Connected (3,19,19) -> (3,18,19)
Connected (3,19,19) -> (3,19,20)
Connected (3,19,19) -> (3,19,18)
====================
3,19,20 (3,19,20)
Connected (3,19,20) -> (4,19,20)
Connected (3,19,20) -> (2,19,20)
Ignored (3,20,20) because it's out of bounds.
Connected (3,19,20) -> (3,18,20)
Ignored (3,19,21) because it's out of bounds.
Connected (3,19,20) -> (3,19,19)
====================
4,-1,-1 (4,-1,-1)
Connected (4,-1,-1) -> (5,-1,-1)
Connected (4,-1,-1) -> (3,-1,-1)
Connected (4,-1,-1) -> (4,0,-1)
Ignored (4,-2,-1) because it's out of bounds.
Connected (4,-1,-1) -> (4,-1,0)
Ignored (4,-1,-2) because it's out of bounds.
====================
4,-1,0 (4,-1,0)
Connected (4,-1,0) -> (5,-1,0)
Connected (4,-1,0) -> (3,-1,0)
Connected (4,-1,0) -> (4,0,0)
Ignored (4,-2,0) because it's out of bounds.
Connected (4,-1,0) -> (4,-1,1)
Connected (4,-1,0) -> (4,-1,-1)
====================
4,-1,1 (4,-1,1)
Connected (4,-1,1) -> (5,-1,1)
Connected (4,-1,1) -> (3,-1,1)
Connected (4,-1,1) -> (4,0,1)
Ignored (4,-2,1) because it's out of bounds.
Connected (4,-1,1) -> (4,-1,2)
Connected (4,-1,1) -> (4,-1,0)
====================
4,-1,2 (4,-1,2)
Connected (4,-1,2) -> (5,-1,2)
Connected (4,-1,2) -> (3,-1,2)
Connected (4,-1,2) -> (4,0,2)
Ignored (4,-2,2) because it's out of bounds.
Connected (4,-1,2) -> (4,-1,3)
Connected (4,-1,2) -> (4,-1,1)
====================
4,-1,3 (4,-1,3)
Connected (4,-1,3) -> (5,-1,3)
Connected (4,-1,3) -> (3,-1,3)
Connected (4,-1,3) -> (4,0,3)
Ignored (4,-2,3) because it's out of bounds.
Connected (4,-1,3) -> (4,-1,4)
Connected (4,-1,3) -> (4,-1,2)
====================
4,-1,4 (4,-1,4)
Connected (4,-1,4) -> (5,-1,4)
Connected (4,-1,4) -> (3,-1,4)
Connected (4,-1,4) -> (4,0,4)
Ignored (4,-2,4) because it's out of bounds.
Connected (4,-1,4) -> (4,-1,5)
Connected (4,-1,4) -> (4,-1,3)
====================
4,-1,5 (4,-1,5)
Connected (4,-1,5) -> (5,-1,5)
Connected (4,-1,5) -> (3,-1,5)
Connected (4,-1,5) -> (4,0,5)
Ignored (4,-2,5) because it's out of bounds.
Connected (4,-1,5) -> (4,-1,6)
Connected (4,-1,5) -> (4,-1,4)
====================
4,-1,6 (4,-1,6)
Connected (4,-1,6) -> (5,-1,6)
Connected (4,-1,6) -> (3,-1,6)
Connected (4,-1,6) -> (4,0,6)
Ignored (4,-2,6) because it's out of bounds.
Connected (4,-1,6) -> (4,-1,7)
Connected (4,-1,6) -> (4,-1,5)
====================
4,-1,7 (4,-1,7)
Connected (4,-1,7) -> (5,-1,7)
Connected (4,-1,7) -> (3,-1,7)
Connected (4,-1,7) -> (4,0,7)
Ignored (4,-2,7) because it's out of bounds.
Connected (4,-1,7) -> (4,-1,8)
Connected (4,-1,7) -> (4,-1,6)
====================
4,-1,8 (4,-1,8)
Connected (4,-1,8) -> (5,-1,8)
Connected (4,-1,8) -> (3,-1,8)
Connected (4,-1,8) -> (4,0,8)
Ignored (4,-2,8) because it's out of bounds.
Connected (4,-1,8) -> (4,-1,9)
Connected (4,-1,8) -> (4,-1,7)
====================
4,-1,9 (4,-1,9)
Connected (4,-1,9) -> (5,-1,9)
Connected (4,-1,9) -> (3,-1,9)
Connected (4,-1,9) -> (4,0,9)
Ignored (4,-2,9) because it's out of bounds.
Connected (4,-1,9) -> (4,-1,10)
Connected (4,-1,9) -> (4,-1,8)
====================
4,-1,10 (4,-1,10)
Connected (4,-1,10) -> (5,-1,10)
Connected (4,-1,10) -> (3,-1,10)
Connected (4,-1,10) -> (4,0,10)
Ignored (4,-2,10) because it's out of bounds.
Connected (4,-1,10) -> (4,-1,11)
Connected (4,-1,10) -> (4,-1,9)
====================
4,-1,11 (4,-1,11)
Connected (4,-1,11) -> (5,-1,11)
Connected (4,-1,11) -> (3,-1,11)
Connected (4,-1,11) -> (4,0,11)
Ignored (4,-2,11) because it's out of bounds.
Connected (4,-1,11) -> (4,-1,12)
Connected (4,-1,11) -> (4,-1,10)
====================
4,-1,12 (4,-1,12)
Connected (4,-1,12) -> (5,-1,12)
Connected (4,-1,12) -> (3,-1,12)
Connected (4,-1,12) -> (4,0,12)
Ignored (4,-2,12) because it's out of bounds.
Connected (4,-1,12) -> (4,-1,13)
Connected (4,-1,12) -> (4,-1,11)
====================
4,-1,13 (4,-1,13)
Connected (4,-1,13) -> (5,-1,13)
Connected (4,-1,13) -> (3,-1,13)
Connected (4,-1,13) -> (4,0,13)
Ignored (4,-2,13) because it's out of bounds.
Connected (4,-1,13) -> (4,-1,14)
Connected (4,-1,13) -> (4,-1,12)
====================
4,-1,14 (4,-1,14)
Connected (4,-1,14) -> (5,-1,14)
Connected (4,-1,14) -> (3,-1,14)
Connected (4,-1,14) -> (4,0,14)
Ignored (4,-2,14) because it's out of bounds.
Connected (4,-1,14) -> (4,-1,15)
Connected (4,-1,14) -> (4,-1,13)
====================
4,-1,15 (4,-1,15)
Connected (4,-1,15) -> (5,-1,15)
Connected (4,-1,15) -> (3,-1,15)
Connected (4,-1,15) -> (4,0,15)
Ignored (4,-2,15) because it's out of bounds.
Connected (4,-1,15) -> (4,-1,16)
Connected (4,-1,15) -> (4,-1,14)
====================
4,-1,16 (4,-1,16)
Connected (4,-1,16) -> (5,-1,16)
Connected (4,-1,16) -> (3,-1,16)
Connected (4,-1,16) -> (4,0,16)
Ignored (4,-2,16) because it's out of bounds.
Connected (4,-1,16) -> (4,-1,17)
Connected (4,-1,16) -> (4,-1,15)
====================
4,-1,17 (4,-1,17)
Connected (4,-1,17) -> (5,-1,17)
Connected (4,-1,17) -> (3,-1,17)
Connected (4,-1,17) -> (4,0,17)
Ignored (4,-2,17) because it's out of bounds.
Connected (4,-1,17) -> (4,-1,18)
Connected (4,-1,17) -> (4,-1,16)
====================
4,-1,18 (4,-1,18)
Connected (4,-1,18) -> (5,-1,18)
Connected (4,-1,18) -> (3,-1,18)
Connected (4,-1,18) -> (4,0,18)
Ignored (4,-2,18) because it's out of bounds.
Connected (4,-1,18) -> (4,-1,19)
Connected (4,-1,18) -> (4,-1,17)
====================
4,-1,19 (4,-1,19)
Connected (4,-1,19) -> (5,-1,19)
Connected (4,-1,19) -> (3,-1,19)
Connected (4,-1,19) -> (4,0,19)
Ignored (4,-2,19) because it's out of bounds.
Connected (4,-1,19) -> (4,-1,20)
Connected (4,-1,19) -> (4,-1,18)
====================
4,-1,20 (4,-1,20)
Connected (4,-1,20) -> (5,-1,20)
Connected (4,-1,20) -> (3,-1,20)
Connected (4,-1,20) -> (4,0,20)
Ignored (4,-2,20) because it's out of bounds.
Ignored (4,-1,21) because it's out of bounds.
Connected (4,-1,20) -> (4,-1,19)
====================
4,0,-1 (4,0,-1)
Connected (4,0,-1) -> (5,0,-1)
Connected (4,0,-1) -> (3,0,-1)
Connected (4,0,-1) -> (4,1,-1)
Connected (4,0,-1) -> (4,-1,-1)
Connected (4,0,-1) -> (4,0,0)
Ignored (4,0,-2) because it's out of bounds.
====================
4,0,0 (4,0,0)
Connected (4,0,0) -> (5,0,0)
Connected (4,0,0) -> (3,0,0)
Connected (4,0,0) -> (4,1,0)
Connected (4,0,0) -> (4,-1,0)
Connected (4,0,0) -> (4,0,1)
Connected (4,0,0) -> (4,0,-1)
====================
4,0,1 (4,0,1)
Connected (4,0,1) -> (5,0,1)
Connected (4,0,1) -> (3,0,1)
Connected (4,0,1) -> (4,1,1)
Connected (4,0,1) -> (4,-1,1)
Connected (4,0,1) -> (4,0,2)
Connected (4,0,1) -> (4,0,0)
====================
4,0,2 (4,0,2)
Connected (4,0,2) -> (5,0,2)
Connected (4,0,2) -> (3,0,2)
Connected (4,0,2) -> (4,1,2)
Connected (4,0,2) -> (4,-1,2)
Connected (4,0,2) -> (4,0,3)
Connected (4,0,2) -> (4,0,1)
====================
4,0,3 (4,0,3)
Connected (4,0,3) -> (5,0,3)
Connected (4,0,3) -> (3,0,3)
Connected (4,0,3) -> (4,1,3)
Connected (4,0,3) -> (4,-1,3)
Connected (4,0,3) -> (4,0,4)
Connected (4,0,3) -> (4,0,2)
====================
4,0,4 (4,0,4)
Connected (4,0,4) -> (5,0,4)
Connected (4,0,4) -> (3,0,4)
Connected (4,0,4) -> (4,1,4)
Connected (4,0,4) -> (4,-1,4)
Connected (4,0,4) -> (4,0,5)
Connected (4,0,4) -> (4,0,3)
====================
4,0,5 (4,0,5)
Connected (4,0,5) -> (5,0,5)
Connected (4,0,5) -> (3,0,5)
Connected (4,0,5) -> (4,1,5)
Connected (4,0,5) -> (4,-1,5)
Connected (4,0,5) -> (4,0,6)
Connected (4,0,5) -> (4,0,4)
====================
4,0,6 (4,0,6)
Connected (4,0,6) -> (5,0,6)
Connected (4,0,6) -> (3,0,6)
Connected (4,0,6) -> (4,1,6)
Connected (4,0,6) -> (4,-1,6)
Connected (4,0,6) -> (4,0,7)
Connected (4,0,6) -> (4,0,5)
====================
4,0,7 (4,0,7)
Connected (4,0,7) -> (5,0,7)
Connected (4,0,7) -> (3,0,7)
Connected (4,0,7) -> (4,1,7)
Connected (4,0,7) -> (4,-1,7)
Connected (4,0,7) -> (4,0,8)
Connected (4,0,7) -> (4,0,6)
====================
4,0,8 (4,0,8)
Connected (4,0,8) -> (5,0,8)
Connected (4,0,8) -> (3,0,8)
Connected (4,0,8) -> (4,1,8)
Connected (4,0,8) -> (4,-1,8)
Connected (4,0,8) -> (4,0,9)
Connected (4,0,8) -> (4,0,7)
====================
4,0,9 (4,0,9)
Connected (4,0,9) -> (5,0,9)
Connected (4,0,9) -> (3,0,9)
Connected (4,0,9) -> (4,1,9)
Connected (4,0,9) -> (4,-1,9)
Connected (4,0,9) -> (4,0,10)
Connected (4,0,9) -> (4,0,8)
====================
4,0,10 (4,0,10)
Connected (4,0,10) -> (5,0,10)
Connected (4,0,10) -> (3,0,10)
Connected (4,0,10) -> (4,1,10)
Connected (4,0,10) -> (4,-1,10)
Connected (4,0,10) -> (4,0,11)
Connected (4,0,10) -> (4,0,9)
====================
4,0,11 (4,0,11)
Connected (4,0,11) -> (5,0,11)
Connected (4,0,11) -> (3,0,11)
Connected (4,0,11) -> (4,1,11)
Connected (4,0,11) -> (4,-1,11)
Connected (4,0,11) -> (4,0,12)
Connected (4,0,11) -> (4,0,10)
====================
4,0,12 (4,0,12)
Connected (4,0,12) -> (5,0,12)
Connected (4,0,12) -> (3,0,12)
Connected (4,0,12) -> (4,1,12)
Connected (4,0,12) -> (4,-1,12)
Connected (4,0,12) -> (4,0,13)
Connected (4,0,12) -> (4,0,11)
====================
4,0,13 (4,0,13)
Connected (4,0,13) -> (5,0,13)
Connected (4,0,13) -> (3,0,13)
Connected (4,0,13) -> (4,1,13)
Connected (4,0,13) -> (4,-1,13)
Connected (4,0,13) -> (4,0,14)
Connected (4,0,13) -> (4,0,12)
====================
4,0,14 (4,0,14)
Connected (4,0,14) -> (5,0,14)
Connected (4,0,14) -> (3,0,14)
Connected (4,0,14) -> (4,1,14)
Connected (4,0,14) -> (4,-1,14)
Connected (4,0,14) -> (4,0,15)
Connected (4,0,14) -> (4,0,13)
====================
4,0,15 (4,0,15)
Connected (4,0,15) -> (5,0,15)
Connected (4,0,15) -> (3,0,15)
Connected (4,0,15) -> (4,1,15)
Connected (4,0,15) -> (4,-1,15)
Connected (4,0,15) -> (4,0,16)
Connected (4,0,15) -> (4,0,14)
====================
4,0,16 (4,0,16)
Connected (4,0,16) -> (5,0,16)
Connected (4,0,16) -> (3,0,16)
Connected (4,0,16) -> (4,1,16)
Connected (4,0,16) -> (4,-1,16)
Connected (4,0,16) -> (4,0,17)
Connected (4,0,16) -> (4,0,15)
====================
4,0,17 (4,0,17)
Connected (4,0,17) -> (5,0,17)
Connected (4,0,17) -> (3,0,17)
Connected (4,0,17) -> (4,1,17)
Connected (4,0,17) -> (4,-1,17)
Connected (4,0,17) -> (4,0,18)
Connected (4,0,17) -> (4,0,16)
====================
4,0,18 (4,0,18)
Connected (4,0,18) -> (5,0,18)
Connected (4,0,18) -> (3,0,18)
Connected (4,0,18) -> (4,1,18)
Connected (4,0,18) -> (4,-1,18)
Connected (4,0,18) -> (4,0,19)
Connected (4,0,18) -> (4,0,17)
====================
4,0,19 (4,0,19)
Connected (4,0,19) -> (5,0,19)
Connected (4,0,19) -> (3,0,19)
Connected (4,0,19) -> (4,1,19)
Connected (4,0,19) -> (4,-1,19)
Connected (4,0,19) -> (4,0,20)
Connected (4,0,19) -> (4,0,18)
====================
4,0,20 (4,0,20)
Connected (4,0,20) -> (5,0,20)
Connected (4,0,20) -> (3,0,20)
Connected (4,0,20) -> (4,1,20)
Connected (4,0,20) -> (4,-1,20)
Ignored (4,0,21) because it's out of bounds.
Connected (4,0,20) -> (4,0,19)
====================
4,1,-1 (4,1,-1)
Connected (4,1,-1) -> (5,1,-1)
Connected (4,1,-1) -> (3,1,-1)
Connected (4,1,-1) -> (4,2,-1)
Connected (4,1,-1) -> (4,0,-1)
Connected (4,1,-1) -> (4,1,0)
Ignored (4,1,-2) because it's out of bounds.
====================
4,1,0 (4,1,0)
Connected (4,1,0) -> (5,1,0)
Connected (4,1,0) -> (3,1,0)
Connected (4,1,0) -> (4,2,0)
Connected (4,1,0) -> (4,0,0)
Connected (4,1,0) -> (4,1,1)
Connected (4,1,0) -> (4,1,-1)
====================
4,1,1 (4,1,1)
Connected (4,1,1) -> (5,1,1)
Connected (4,1,1) -> (3,1,1)
Connected (4,1,1) -> (4,2,1)
Connected (4,1,1) -> (4,0,1)
Connected (4,1,1) -> (4,1,2)
Connected (4,1,1) -> (4,1,0)
====================
4,1,2 (4,1,2)
Connected (4,1,2) -> (5,1,2)
Connected (4,1,2) -> (3,1,2)
Connected (4,1,2) -> (4,2,2)
Connected (4,1,2) -> (4,0,2)
Connected (4,1,2) -> (4,1,3)
Connected (4,1,2) -> (4,1,1)
====================
4,1,3 (4,1,3)
Connected (4,1,3) -> (5,1,3)
Connected (4,1,3) -> (3,1,3)
Connected (4,1,3) -> (4,2,3)
Connected (4,1,3) -> (4,0,3)
Connected (4,1,3) -> (4,1,4)
Connected (4,1,3) -> (4,1,2)
====================
4,1,4 (4,1,4)
Connected (4,1,4) -> (5,1,4)
Connected (4,1,4) -> (3,1,4)
Connected (4,1,4) -> (4,2,4)
Connected (4,1,4) -> (4,0,4)
Connected (4,1,4) -> (4,1,5)
Connected (4,1,4) -> (4,1,3)
====================
4,1,5 (4,1,5)
Connected (4,1,5) -> (5,1,5)
Connected (4,1,5) -> (3,1,5)
Connected (4,1,5) -> (4,2,5)
Connected (4,1,5) -> (4,0,5)
Connected (4,1,5) -> (4,1,6)
Connected (4,1,5) -> (4,1,4)
====================
4,1,6 (4,1,6)
Connected (4,1,6) -> (5,1,6)
Connected (4,1,6) -> (3,1,6)
Connected (4,1,6) -> (4,2,6)
Connected (4,1,6) -> (4,0,6)
Connected (4,1,6) -> (4,1,7)
Connected (4,1,6) -> (4,1,5)
====================
4,1,7 (4,1,7)
Ignored (5,1,7) because a block exists there.
Connected (4,1,7) -> (3,1,7)
Connected (4,1,7) -> (4,2,7)
Connected (4,1,7) -> (4,0,7)
Connected (4,1,7) -> (4,1,8)
Connected (4,1,7) -> (4,1,6)
====================
4,1,8 (4,1,8)
Connected (4,1,8) -> (5,1,8)
Connected (4,1,8) -> (3,1,8)
Connected (4,1,8) -> (4,2,8)
Connected (4,1,8) -> (4,0,8)
Connected (4,1,8) -> (4,1,9)
Connected (4,1,8) -> (4,1,7)
====================
4,1,9 (4,1,9)
Connected (4,1,9) -> (5,1,9)
Connected (4,1,9) -> (3,1,9)
Connected (4,1,9) -> (4,2,9)
Connected (4,1,9) -> (4,0,9)
Connected (4,1,9) -> (4,1,10)
Connected (4,1,9) -> (4,1,8)
====================
4,1,10 (4,1,10)
Connected (4,1,10) -> (5,1,10)
Connected (4,1,10) -> (3,1,10)
Connected (4,1,10) -> (4,2,10)
Connected (4,1,10) -> (4,0,10)
Connected (4,1,10) -> (4,1,11)
Connected (4,1,10) -> (4,1,9)
====================
4,1,11 (4,1,11)
Connected (4,1,11) -> (5,1,11)
Connected (4,1,11) -> (3,1,11)
Connected (4,1,11) -> (4,2,11)
Connected (4,1,11) -> (4,0,11)
Connected (4,1,11) -> (4,1,12)
Connected (4,1,11) -> (4,1,10)
====================
4,1,12 (4,1,12)
Connected (4,1,12) -> (5,1,12)
Connected (4,1,12) -> (3,1,12)
Connected (4,1,12) -> (4,2,12)
Connected (4,1,12) -> (4,0,12)
Connected (4,1,12) -> (4,1,13)
Connected (4,1,12) -> (4,1,11)
====================
4,1,13 (4,1,13)
Connected (4,1,13) -> (5,1,13)
Connected (4,1,13) -> (3,1,13)
Connected (4,1,13) -> (4,2,13)
Connected (4,1,13) -> (4,0,13)
Connected (4,1,13) -> (4,1,14)
Connected (4,1,13) -> (4,1,12)
====================
4,1,14 (4,1,14)
Connected (4,1,14) -> (5,1,14)
Connected (4,1,14) -> (3,1,14)
Connected (4,1,14) -> (4,2,14)
Connected (4,1,14) -> (4,0,14)
Connected (4,1,14) -> (4,1,15)
Connected (4,1,14) -> (4,1,13)
====================
4,1,15 (4,1,15)
Connected (4,1,15) -> (5,1,15)
Connected (4,1,15) -> (3,1,15)
Connected (4,1,15) -> (4,2,15)
Connected (4,1,15) -> (4,0,15)
Connected (4,1,15) -> (4,1,16)
Connected (4,1,15) -> (4,1,14)
====================
4,1,16 (4,1,16)
Connected (4,1,16) -> (5,1,16)
Connected (4,1,16) -> (3,1,16)
Connected (4,1,16) -> (4,2,16)
Connected (4,1,16) -> (4,0,16)
Connected (4,1,16) -> (4,1,17)
Connected (4,1,16) -> (4,1,15)
====================
4,1,17 (4,1,17)
Connected (4,1,17) -> (5,1,17)
Connected (4,1,17) -> (3,1,17)
Connected (4,1,17) -> (4,2,17)
Connected (4,1,17) -> (4,0,17)
Connected (4,1,17) -> (4,1,18)
Connected (4,1,17) -> (4,1,16)
====================
4,1,18 (4,1,18)
Connected (4,1,18) -> (5,1,18)
Connected (4,1,18) -> (3,1,18)
Connected (4,1,18) -> (4,2,18)
Connected (4,1,18) -> (4,0,18)
Connected (4,1,18) -> (4,1,19)
Connected (4,1,18) -> (4,1,17)
====================
4,1,19 (4,1,19)
Connected (4,1,19) -> (5,1,19)
Connected (4,1,19) -> (3,1,19)
Connected (4,1,19) -> (4,2,19)
Connected (4,1,19) -> (4,0,19)
Connected (4,1,19) -> (4,1,20)
Connected (4,1,19) -> (4,1,18)
====================
4,1,20 (4,1,20)
Connected (4,1,20) -> (5,1,20)
Connected (4,1,20) -> (3,1,20)
Connected (4,1,20) -> (4,2,20)
Connected (4,1,20) -> (4,0,20)
Ignored (4,1,21) because it's out of bounds.
Connected (4,1,20) -> (4,1,19)
====================
4,2,-1 (4,2,-1)
Connected (4,2,-1) -> (5,2,-1)
Connected (4,2,-1) -> (3,2,-1)
Connected (4,2,-1) -> (4,3,-1)
Connected (4,2,-1) -> (4,1,-1)
Connected (4,2,-1) -> (4,2,0)
Ignored (4,2,-2) because it's out of bounds.
====================
4,2,0 (4,2,0)
Connected (4,2,0) -> (5,2,0)
Connected (4,2,0) -> (3,2,0)
Connected (4,2,0) -> (4,3,0)
Connected (4,2,0) -> (4,1,0)
Connected (4,2,0) -> (4,2,1)
Connected (4,2,0) -> (4,2,-1)
====================
4,2,1 (4,2,1)
Connected (4,2,1) -> (5,2,1)
Connected (4,2,1) -> (3,2,1)
Connected (4,2,1) -> (4,3,1)
Connected (4,2,1) -> (4,1,1)
Connected (4,2,1) -> (4,2,2)
Connected (4,2,1) -> (4,2,0)
====================
4,2,2 (4,2,2)
Connected (4,2,2) -> (5,2,2)
Connected (4,2,2) -> (3,2,2)
Connected (4,2,2) -> (4,3,2)
Connected (4,2,2) -> (4,1,2)
Connected (4,2,2) -> (4,2,3)
Connected (4,2,2) -> (4,2,1)
====================
4,2,3 (4,2,3)
Connected (4,2,3) -> (5,2,3)
Connected (4,2,3) -> (3,2,3)
Connected (4,2,3) -> (4,3,3)
Connected (4,2,3) -> (4,1,3)
Connected (4,2,3) -> (4,2,4)
Connected (4,2,3) -> (4,2,2)
====================
4,2,4 (4,2,4)
Connected (4,2,4) -> (5,2,4)
Connected (4,2,4) -> (3,2,4)
Connected (4,2,4) -> (4,3,4)
Connected (4,2,4) -> (4,1,4)
Connected (4,2,4) -> (4,2,5)
Connected (4,2,4) -> (4,2,3)
====================
4,2,5 (4,2,5)
Ignored (5,2,5) because a block exists there.
Connected (4,2,5) -> (3,2,5)
Connected (4,2,5) -> (4,3,5)
Connected (4,2,5) -> (4,1,5)
Connected (4,2,5) -> (4,2,6)
Connected (4,2,5) -> (4,2,4)
====================
4,2,6 (4,2,6)
Connected (4,2,6) -> (5,2,6)
Connected (4,2,6) -> (3,2,6)
Ignored (4,3,6) because a block exists there.
Connected (4,2,6) -> (4,1,6)
Connected (4,2,6) -> (4,2,7)
Connected (4,2,6) -> (4,2,5)
====================
4,2,7 (4,2,7)
Connected (4,2,7) -> (5,2,7)
Connected (4,2,7) -> (3,2,7)
Ignored (4,3,7) because a block exists there.
Connected (4,2,7) -> (4,1,7)
Connected (4,2,7) -> (4,2,8)
Connected (4,2,7) -> (4,2,6)
====================
4,2,8 (4,2,8)
Connected (4,2,8) -> (5,2,8)
Connected (4,2,8) -> (3,2,8)
Ignored (4,3,8) because a block exists there.
Connected (4,2,8) -> (4,1,8)
Connected (4,2,8) -> (4,2,9)
Connected (4,2,8) -> (4,2,7)
====================
4,2,9 (4,2,9)
Ignored (5,2,9) because a block exists there.
Connected (4,2,9) -> (3,2,9)
Ignored (4,3,9) because a block exists there.
Connected (4,2,9) -> (4,1,9)
Connected (4,2,9) -> (4,2,10)
Connected (4,2,9) -> (4,2,8)
====================
4,2,10 (4,2,10)
Ignored (5,2,10) because a block exists there.
Connected (4,2,10) -> (3,2,10)
Ignored (4,3,10) because a block exists there.
Connected (4,2,10) -> (4,1,10)
Connected (4,2,10) -> (4,2,11)
Connected (4,2,10) -> (4,2,9)
====================
4,2,11 (4,2,11)
Ignored (5,2,11) because a block exists there.
Connected (4,2,11) -> (3,2,11)
Ignored (4,3,11) because a block exists there.
Connected (4,2,11) -> (4,1,11)
Connected (4,2,11) -> (4,2,12)
Connected (4,2,11) -> (4,2,10)
====================
4,2,12 (4,2,12)
Ignored (5,2,12) because a block exists there.
Connected (4,2,12) -> (3,2,12)
Ignored (4,3,12) because a block exists there.
Connected (4,2,12) -> (4,1,12)
Connected (4,2,12) -> (4,2,13)
Connected (4,2,12) -> (4,2,11)
====================
4,2,13 (4,2,13)
Connected (4,2,13) -> (5,2,13)
Connected (4,2,13) -> (3,2,13)
Connected (4,2,13) -> (4,3,13)
Connected (4,2,13) -> (4,1,13)
Connected (4,2,13) -> (4,2,14)
Connected (4,2,13) -> (4,2,12)
====================
4,2,14 (4,2,14)
Connected (4,2,14) -> (5,2,14)
Connected (4,2,14) -> (3,2,14)
Connected (4,2,14) -> (4,3,14)
Connected (4,2,14) -> (4,1,14)
Connected (4,2,14) -> (4,2,15)
Connected (4,2,14) -> (4,2,13)
====================
4,2,15 (4,2,15)
Connected (4,2,15) -> (5,2,15)
Connected (4,2,15) -> (3,2,15)
Connected (4,2,15) -> (4,3,15)
Connected (4,2,15) -> (4,1,15)
Connected (4,2,15) -> (4,2,16)
Connected (4,2,15) -> (4,2,14)
====================
4,2,16 (4,2,16)
Connected (4,2,16) -> (5,2,16)
Connected (4,2,16) -> (3,2,16)
Connected (4,2,16) -> (4,3,16)
Connected (4,2,16) -> (4,1,16)
Connected (4,2,16) -> (4,2,17)
Connected (4,2,16) -> (4,2,15)
====================
4,2,17 (4,2,17)
Connected (4,2,17) -> (5,2,17)
Connected (4,2,17) -> (3,2,17)
Connected (4,2,17) -> (4,3,17)
Connected (4,2,17) -> (4,1,17)
Connected (4,2,17) -> (4,2,18)
Connected (4,2,17) -> (4,2,16)
====================
4,2,18 (4,2,18)
Connected (4,2,18) -> (5,2,18)
Connected (4,2,18) -> (3,2,18)
Connected (4,2,18) -> (4,3,18)
Connected (4,2,18) -> (4,1,18)
Connected (4,2,18) -> (4,2,19)
Connected (4,2,18) -> (4,2,17)
====================
4,2,19 (4,2,19)
Connected (4,2,19) -> (5,2,19)
Connected (4,2,19) -> (3,2,19)
Connected (4,2,19) -> (4,3,19)
Connected (4,2,19) -> (4,1,19)
Connected (4,2,19) -> (4,2,20)
Connected (4,2,19) -> (4,2,18)
====================
4,2,20 (4,2,20)
Connected (4,2,20) -> (5,2,20)
Connected (4,2,20) -> (3,2,20)
Connected (4,2,20) -> (4,3,20)
Connected (4,2,20) -> (4,1,20)
Ignored (4,2,21) because it's out of bounds.
Connected (4,2,20) -> (4,2,19)
====================
4,3,-1 (4,3,-1)
Connected (4,3,-1) -> (5,3,-1)
Connected (4,3,-1) -> (3,3,-1)
Connected (4,3,-1) -> (4,4,-1)
Connected (4,3,-1) -> (4,2,-1)
Connected (4,3,-1) -> (4,3,0)
Ignored (4,3,-2) because it's out of bounds.
====================
4,3,0 (4,3,0)
Connected (4,3,0) -> (5,3,0)
Connected (4,3,0) -> (3,3,0)
Connected (4,3,0) -> (4,4,0)
Connected (4,3,0) -> (4,2,0)
Connected (4,3,0) -> (4,3,1)
Connected (4,3,0) -> (4,3,-1)
====================
4,3,1 (4,3,1)
Connected (4,3,1) -> (5,3,1)
Connected (4,3,1) -> (3,3,1)
Connected (4,3,1) -> (4,4,1)
Connected (4,3,1) -> (4,2,1)
Connected (4,3,1) -> (4,3,2)
Connected (4,3,1) -> (4,3,0)
====================
4,3,2 (4,3,2)
Connected (4,3,2) -> (5,3,2)
Connected (4,3,2) -> (3,3,2)
Connected (4,3,2) -> (4,4,2)
Connected (4,3,2) -> (4,2,2)
Connected (4,3,2) -> (4,3,3)
Connected (4,3,2) -> (4,3,1)
====================
4,3,3 (4,3,3)
Connected (4,3,3) -> (5,3,3)
Connected (4,3,3) -> (3,3,3)
Connected (4,3,3) -> (4,4,3)
Connected (4,3,3) -> (4,2,3)
Connected (4,3,3) -> (4,3,4)
Connected (4,3,3) -> (4,3,2)
====================
4,3,4 (4,3,4)
Connected (4,3,4) -> (5,3,4)
Connected (4,3,4) -> (3,3,4)
Connected (4,3,4) -> (4,4,4)
Connected (4,3,4) -> (4,2,4)
Connected (4,3,4) -> (4,3,5)
Connected (4,3,4) -> (4,3,3)
====================
4,3,5 (4,3,5)
Connected (4,3,5) -> (5,3,5)
Connected (4,3,5) -> (3,3,5)
Ignored (4,4,5) because a block exists there.
Connected (4,3,5) -> (4,2,5)
Ignored (4,3,6) because a block exists there.
Connected (4,3,5) -> (4,3,4)
====================
4,3,13 (4,3,13)
Ignored (5,3,13) because a block exists there.
Connected (4,3,13) -> (3,3,13)
Ignored (4,4,13) because a block exists there.
Connected (4,3,13) -> (4,2,13)
Connected (4,3,13) -> (4,3,14)
Ignored (4,3,12) because a block exists there.
====================
4,3,14 (4,3,14)
Connected (4,3,14) -> (5,3,14)
Connected (4,3,14) -> (3,3,14)
Ignored (4,4,14) because a block exists there.
Connected (4,3,14) -> (4,2,14)
Connected (4,3,14) -> (4,3,15)
Connected (4,3,14) -> (4,3,13)
====================
4,3,15 (4,3,15)
Connected (4,3,15) -> (5,3,15)
Connected (4,3,15) -> (3,3,15)
Connected (4,3,15) -> (4,4,15)
Connected (4,3,15) -> (4,2,15)
Connected (4,3,15) -> (4,3,16)
Connected (4,3,15) -> (4,3,14)
====================
4,3,16 (4,3,16)
Connected (4,3,16) -> (5,3,16)
Connected (4,3,16) -> (3,3,16)
Connected (4,3,16) -> (4,4,16)
Connected (4,3,16) -> (4,2,16)
Connected (4,3,16) -> (4,3,17)
Connected (4,3,16) -> (4,3,15)
====================
4,3,17 (4,3,17)
Connected (4,3,17) -> (5,3,17)
Connected (4,3,17) -> (3,3,17)
Connected (4,3,17) -> (4,4,17)
Connected (4,3,17) -> (4,2,17)
Connected (4,3,17) -> (4,3,18)
Connected (4,3,17) -> (4,3,16)
====================
4,3,18 (4,3,18)
Connected (4,3,18) -> (5,3,18)
Connected (4,3,18) -> (3,3,18)
Connected (4,3,18) -> (4,4,18)
Connected (4,3,18) -> (4,2,18)
Connected (4,3,18) -> (4,3,19)
Connected (4,3,18) -> (4,3,17)
====================
4,3,19 (4,3,19)
Connected (4,3,19) -> (5,3,19)
Connected (4,3,19) -> (3,3,19)
Connected (4,3,19) -> (4,4,19)
Connected (4,3,19) -> (4,2,19)
Connected (4,3,19) -> (4,3,20)
Connected (4,3,19) -> (4,3,18)
====================
4,3,20 (4,3,20)
Connected (4,3,20) -> (5,3,20)
Connected (4,3,20) -> (3,3,20)
Connected (4,3,20) -> (4,4,20)
Connected (4,3,20) -> (4,2,20)
Ignored (4,3,21) because it's out of bounds.
Connected (4,3,20) -> (4,3,19)
====================
4,4,-1 (4,4,-1)
Connected (4,4,-1) -> (5,4,-1)
Connected (4,4,-1) -> (3,4,-1)
Connected (4,4,-1) -> (4,5,-1)
Connected (4,4,-1) -> (4,3,-1)
Connected (4,4,-1) -> (4,4,0)
Ignored (4,4,-2) because it's out of bounds.
====================
4,4,0 (4,4,0)
Connected (4,4,0) -> (5,4,0)
Connected (4,4,0) -> (3,4,0)
Connected (4,4,0) -> (4,5,0)
Connected (4,4,0) -> (4,3,0)
Connected (4,4,0) -> (4,4,1)
Connected (4,4,0) -> (4,4,-1)
====================
4,4,1 (4,4,1)
Connected (4,4,1) -> (5,4,1)
Connected (4,4,1) -> (3,4,1)
Connected (4,4,1) -> (4,5,1)
Connected (4,4,1) -> (4,3,1)
Connected (4,4,1) -> (4,4,2)
Connected (4,4,1) -> (4,4,0)
====================
4,4,2 (4,4,2)
Connected (4,4,2) -> (5,4,2)
Connected (4,4,2) -> (3,4,2)
Connected (4,4,2) -> (4,5,2)
Connected (4,4,2) -> (4,3,2)
Connected (4,4,2) -> (4,4,3)
Connected (4,4,2) -> (4,4,1)
====================
4,4,3 (4,4,3)
Connected (4,4,3) -> (5,4,3)
Connected (4,4,3) -> (3,4,3)
Connected (4,4,3) -> (4,5,3)
Connected (4,4,3) -> (4,3,3)
Connected (4,4,3) -> (4,4,4)
Connected (4,4,3) -> (4,4,2)
====================
4,4,4 (4,4,4)
Ignored (5,4,4) because a block exists there.
Connected (4,4,4) -> (3,4,4)
Ignored (4,5,4) because a block exists there.
Connected (4,4,4) -> (4,3,4)
Ignored (4,4,5) because a block exists there.
Connected (4,4,4) -> (4,4,3)
====================
4,4,15 (4,4,15)
Ignored (5,4,15) because a block exists there.
Connected (4,4,15) -> (3,4,15)
Ignored (4,5,15) because a block exists there.
Connected (4,4,15) -> (4,3,15)
Connected (4,4,15) -> (4,4,16)
Ignored (4,4,14) because a block exists there.
====================
4,4,16 (4,4,16)
Connected (4,4,16) -> (5,4,16)
Connected (4,4,16) -> (3,4,16)
Connected (4,4,16) -> (4,5,16)
Connected (4,4,16) -> (4,3,16)
Connected (4,4,16) -> (4,4,17)
Connected (4,4,16) -> (4,4,15)
====================
4,4,17 (4,4,17)
Connected (4,4,17) -> (5,4,17)
Connected (4,4,17) -> (3,4,17)
Connected (4,4,17) -> (4,5,17)
Connected (4,4,17) -> (4,3,17)
Connected (4,4,17) -> (4,4,18)
Connected (4,4,17) -> (4,4,16)
====================
4,4,18 (4,4,18)
Connected (4,4,18) -> (5,4,18)
Connected (4,4,18) -> (3,4,18)
Connected (4,4,18) -> (4,5,18)
Connected (4,4,18) -> (4,3,18)
Connected (4,4,18) -> (4,4,19)
Connected (4,4,18) -> (4,4,17)
====================
4,4,19 (4,4,19)
Connected (4,4,19) -> (5,4,19)
Connected (4,4,19) -> (3,4,19)
Connected (4,4,19) -> (4,5,19)
Connected (4,4,19) -> (4,3,19)
Connected (4,4,19) -> (4,4,20)
Connected (4,4,19) -> (4,4,18)
====================
4,4,20 (4,4,20)
Connected (4,4,20) -> (5,4,20)
Connected (4,4,20) -> (3,4,20)
Connected (4,4,20) -> (4,5,20)
Connected (4,4,20) -> (4,3,20)
Ignored (4,4,21) because it's out of bounds.
Connected (4,4,20) -> (4,4,19)
====================
4,5,-1 (4,5,-1)
Connected (4,5,-1) -> (5,5,-1)
Connected (4,5,-1) -> (3,5,-1)
Connected (4,5,-1) -> (4,6,-1)
Connected (4,5,-1) -> (4,4,-1)
Connected (4,5,-1) -> (4,5,0)
Ignored (4,5,-2) because it's out of bounds.
====================
4,5,0 (4,5,0)
Connected (4,5,0) -> (5,5,0)
Connected (4,5,0) -> (3,5,0)
Connected (4,5,0) -> (4,6,0)
Connected (4,5,0) -> (4,4,0)
Connected (4,5,0) -> (4,5,1)
Connected (4,5,0) -> (4,5,-1)
====================
4,5,1 (4,5,1)
Connected (4,5,1) -> (5,5,1)
Connected (4,5,1) -> (3,5,1)
Connected (4,5,1) -> (4,6,1)
Connected (4,5,1) -> (4,4,1)
Connected (4,5,1) -> (4,5,2)
Connected (4,5,1) -> (4,5,0)
====================
4,5,2 (4,5,2)
Connected (4,5,2) -> (5,5,2)
Connected (4,5,2) -> (3,5,2)
Connected (4,5,2) -> (4,6,2)
Connected (4,5,2) -> (4,4,2)
Connected (4,5,2) -> (4,5,3)
Connected (4,5,2) -> (4,5,1)
====================
4,5,3 (4,5,3)
Ignored (5,5,3) because a block exists there.
Connected (4,5,3) -> (3,5,3)
Ignored (4,6,3) because a block exists there.
Connected (4,5,3) -> (4,4,3)
Ignored (4,5,4) because a block exists there.
Connected (4,5,3) -> (4,5,2)
====================
4,5,16 (4,5,16)
Ignored (5,5,16) because a block exists there.
Connected (4,5,16) -> (3,5,16)
Connected (4,5,16) -> (4,6,16)
Connected (4,5,16) -> (4,4,16)
Connected (4,5,16) -> (4,5,17)
Ignored (4,5,15) because a block exists there.
====================
4,5,17 (4,5,17)
Connected (4,5,17) -> (5,5,17)
Connected (4,5,17) -> (3,5,17)
Connected (4,5,17) -> (4,6,17)
Connected (4,5,17) -> (4,4,17)
Connected (4,5,17) -> (4,5,18)
Connected (4,5,17) -> (4,5,16)
====================
4,5,18 (4,5,18)
Connected (4,5,18) -> (5,5,18)
Connected (4,5,18) -> (3,5,18)
Connected (4,5,18) -> (4,6,18)
Connected (4,5,18) -> (4,4,18)
Connected (4,5,18) -> (4,5,19)
Connected (4,5,18) -> (4,5,17)
====================
4,5,19 (4,5,19)
Connected (4,5,19) -> (5,5,19)
Connected (4,5,19) -> (3,5,19)
Connected (4,5,19) -> (4,6,19)
Connected (4,5,19) -> (4,4,19)
Connected (4,5,19) -> (4,5,20)
Connected (4,5,19) -> (4,5,18)
====================
4,5,20 (4,5,20)
Connected (4,5,20) -> (5,5,20)
Connected (4,5,20) -> (3,5,20)
Connected (4,5,20) -> (4,6,20)
Connected (4,5,20) -> (4,4,20)
Ignored (4,5,21) because it's out of bounds.
Connected (4,5,20) -> (4,5,19)
====================
4,6,-1 (4,6,-1)
Connected (4,6,-1) -> (5,6,-1)
Connected (4,6,-1) -> (3,6,-1)
Connected (4,6,-1) -> (4,7,-1)
Connected (4,6,-1) -> (4,5,-1)
Connected (4,6,-1) -> (4,6,0)
Ignored (4,6,-2) because it's out of bounds.
====================
4,6,0 (4,6,0)
Connected (4,6,0) -> (5,6,0)
Connected (4,6,0) -> (3,6,0)
Connected (4,6,0) -> (4,7,0)
Connected (4,6,0) -> (4,5,0)
Connected (4,6,0) -> (4,6,1)
Connected (4,6,0) -> (4,6,-1)
====================
4,6,1 (4,6,1)
Connected (4,6,1) -> (5,6,1)
Connected (4,6,1) -> (3,6,1)
Connected (4,6,1) -> (4,7,1)
Connected (4,6,1) -> (4,5,1)
Connected (4,6,1) -> (4,6,2)
Connected (4,6,1) -> (4,6,0)
====================
4,6,2 (4,6,2)
Connected (4,6,2) -> (5,6,2)
Connected (4,6,2) -> (3,6,2)
Connected (4,6,2) -> (4,7,2)
Connected (4,6,2) -> (4,5,2)
Ignored (4,6,3) because a block exists there.
Connected (4,6,2) -> (4,6,1)
====================
4,6,9 (4,6,9)
Connected (4,6,9) -> (5,6,9)
Ignored (3,6,9) because a block exists there.
Connected (4,6,9) -> (4,7,9)
Ignored (4,5,9) because a block exists there.
Connected (4,6,9) -> (4,6,10)
Ignored (4,6,8) because a block exists there.
====================
4,6,10 (4,6,10)
Connected (4,6,10) -> (5,6,10)
Ignored (3,6,10) because a block exists there.
Connected (4,6,10) -> (4,7,10)
Ignored (4,5,10) because a block exists there.
Ignored (4,6,11) because a block exists there.
Connected (4,6,10) -> (4,6,9)
====================
4,6,15 (4,6,15)
Ignored (5,6,15) because a block exists there.
Connected (4,6,15) -> (3,6,15)
Ignored (4,7,15) because a block exists there.
Ignored (4,5,15) because a block exists there.
Connected (4,6,15) -> (4,6,16)
Ignored (4,6,14) because a block exists there.
====================
4,6,16 (4,6,16)
Ignored (5,6,16) because a block exists there.
Connected (4,6,16) -> (3,6,16)
Ignored (4,7,16) because a block exists there.
Connected (4,6,16) -> (4,5,16)
Connected (4,6,16) -> (4,6,17)
Connected (4,6,16) -> (4,6,15)
====================
4,6,17 (4,6,17)
Connected (4,6,17) -> (5,6,17)
Connected (4,6,17) -> (3,6,17)
Connected (4,6,17) -> (4,7,17)
Connected (4,6,17) -> (4,5,17)
Connected (4,6,17) -> (4,6,18)
Connected (4,6,17) -> (4,6,16)
====================
4,6,18 (4,6,18)
Connected (4,6,18) -> (5,6,18)
Connected (4,6,18) -> (3,6,18)
Connected (4,6,18) -> (4,7,18)
Connected (4,6,18) -> (4,5,18)
Connected (4,6,18) -> (4,6,19)
Connected (4,6,18) -> (4,6,17)
====================
4,6,19 (4,6,19)
Connected (4,6,19) -> (5,6,19)
Connected (4,6,19) -> (3,6,19)
Connected (4,6,19) -> (4,7,19)
Connected (4,6,19) -> (4,5,19)
Connected (4,6,19) -> (4,6,20)
Connected (4,6,19) -> (4,6,18)
====================
4,6,20 (4,6,20)
Connected (4,6,20) -> (5,6,20)
Connected (4,6,20) -> (3,6,20)
Connected (4,6,20) -> (4,7,20)
Connected (4,6,20) -> (4,5,20)
Ignored (4,6,21) because it's out of bounds.
Connected (4,6,20) -> (4,6,19)
====================
4,7,-1 (4,7,-1)
Connected (4,7,-1) -> (5,7,-1)
Connected (4,7,-1) -> (3,7,-1)
Connected (4,7,-1) -> (4,8,-1)
Connected (4,7,-1) -> (4,6,-1)
Connected (4,7,-1) -> (4,7,0)
Ignored (4,7,-2) because it's out of bounds.
====================
4,7,0 (4,7,0)
Connected (4,7,0) -> (5,7,0)
Connected (4,7,0) -> (3,7,0)
Connected (4,7,0) -> (4,8,0)
Connected (4,7,0) -> (4,6,0)
Connected (4,7,0) -> (4,7,1)
Connected (4,7,0) -> (4,7,-1)
====================
4,7,1 (4,7,1)
Connected (4,7,1) -> (5,7,1)
Connected (4,7,1) -> (3,7,1)
Connected (4,7,1) -> (4,8,1)
Connected (4,7,1) -> (4,6,1)
Connected (4,7,1) -> (4,7,2)
Connected (4,7,1) -> (4,7,0)
====================
4,7,2 (4,7,2)
Ignored (5,7,2) because a block exists there.
Connected (4,7,2) -> (3,7,2)
Connected (4,7,2) -> (4,8,2)
Connected (4,7,2) -> (4,6,2)
Ignored (4,7,3) because a block exists there.
Connected (4,7,2) -> (4,7,1)
====================
4,7,9 (4,7,9)
Connected (4,7,9) -> (5,7,9)
Connected (4,7,9) -> (3,7,9)
Connected (4,7,9) -> (4,8,9)
Connected (4,7,9) -> (4,6,9)
Connected (4,7,9) -> (4,7,10)
Ignored (4,7,8) because a block exists there.
====================
4,7,10 (4,7,10)
Ignored (5,7,10) because a block exists there.
Ignored (3,7,10) because a block exists there.
Connected (4,7,10) -> (4,8,10)
Connected (4,7,10) -> (4,6,10)
Ignored (4,7,11) because a block exists there.
Connected (4,7,10) -> (4,7,9)
====================
4,7,17 (4,7,17)
Connected (4,7,17) -> (5,7,17)
Connected (4,7,17) -> (3,7,17)
Connected (4,7,17) -> (4,8,17)
Connected (4,7,17) -> (4,6,17)
Connected (4,7,17) -> (4,7,18)
Ignored (4,7,16) because a block exists there.
====================
4,7,18 (4,7,18)
Connected (4,7,18) -> (5,7,18)
Connected (4,7,18) -> (3,7,18)
Connected (4,7,18) -> (4,8,18)
Connected (4,7,18) -> (4,6,18)
Connected (4,7,18) -> (4,7,19)
Connected (4,7,18) -> (4,7,17)
====================
4,7,19 (4,7,19)
Connected (4,7,19) -> (5,7,19)
Connected (4,7,19) -> (3,7,19)
Connected (4,7,19) -> (4,8,19)
Connected (4,7,19) -> (4,6,19)
Connected (4,7,19) -> (4,7,20)
Connected (4,7,19) -> (4,7,18)
====================
4,7,20 (4,7,20)
Connected (4,7,20) -> (5,7,20)
Connected (4,7,20) -> (3,7,20)
Connected (4,7,20) -> (4,8,20)
Connected (4,7,20) -> (4,6,20)
Ignored (4,7,21) because it's out of bounds.
Connected (4,7,20) -> (4,7,19)
====================
4,8,-1 (4,8,-1)
Connected (4,8,-1) -> (5,8,-1)
Connected (4,8,-1) -> (3,8,-1)
Connected (4,8,-1) -> (4,9,-1)
Connected (4,8,-1) -> (4,7,-1)
Connected (4,8,-1) -> (4,8,0)
Ignored (4,8,-2) because it's out of bounds.
====================
4,8,0 (4,8,0)
Connected (4,8,0) -> (5,8,0)
Connected (4,8,0) -> (3,8,0)
Connected (4,8,0) -> (4,9,0)
Connected (4,8,0) -> (4,7,0)
Connected (4,8,0) -> (4,8,1)
Connected (4,8,0) -> (4,8,-1)
====================
4,8,1 (4,8,1)
Connected (4,8,1) -> (5,8,1)
Connected (4,8,1) -> (3,8,1)
Connected (4,8,1) -> (4,9,1)
Connected (4,8,1) -> (4,7,1)
Connected (4,8,1) -> (4,8,2)
Connected (4,8,1) -> (4,8,0)
====================
4,8,2 (4,8,2)
Ignored (5,8,2) because a block exists there.
Connected (4,8,2) -> (3,8,2)
Connected (4,8,2) -> (4,9,2)
Connected (4,8,2) -> (4,7,2)
Connected (4,8,2) -> (4,8,3)
Connected (4,8,2) -> (4,8,1)
====================
4,8,3 (4,8,3)
Ignored (5,8,3) because a block exists there.
Ignored (3,8,3) because a block exists there.
Ignored (4,9,3) because a block exists there.
Ignored (4,7,3) because a block exists there.
Ignored (4,8,4) because a block exists there.
Connected (4,8,3) -> (4,8,2)
====================
4,8,8 (4,8,8)
Connected (4,8,8) -> (5,8,8)
Ignored (3,8,8) because a block exists there.
Connected (4,8,8) -> (4,9,8)
Ignored (4,7,8) because a block exists there.
Connected (4,8,8) -> (4,8,9)
Ignored (4,8,7) because a block exists there.
====================
4,8,9 (4,8,9)
Connected (4,8,9) -> (5,8,9)
Ignored (3,8,9) because a block exists there.
Connected (4,8,9) -> (4,9,9)
Connected (4,8,9) -> (4,7,9)
Connected (4,8,9) -> (4,8,10)
Connected (4,8,9) -> (4,8,8)
====================
4,8,10 (4,8,10)
Connected (4,8,10) -> (5,8,10)
Ignored (3,8,10) because a block exists there.
Ignored (4,9,10) because a block exists there.
Connected (4,8,10) -> (4,7,10)
Connected (4,8,10) -> (4,8,11)
Connected (4,8,10) -> (4,8,9)
====================
4,8,11 (4,8,11)
Connected (4,8,11) -> (5,8,11)
Ignored (3,8,11) because a block exists there.
Ignored (4,9,11) because a block exists there.
Ignored (4,7,11) because a block exists there.
Ignored (4,8,12) because a block exists there.
Connected (4,8,11) -> (4,8,10)
====================
4,8,17 (4,8,17)
Connected (4,8,17) -> (5,8,17)
Connected (4,8,17) -> (3,8,17)
Connected (4,8,17) -> (4,9,17)
Connected (4,8,17) -> (4,7,17)
Connected (4,8,17) -> (4,8,18)
Ignored (4,8,16) because a block exists there.
====================
4,8,18 (4,8,18)
Connected (4,8,18) -> (5,8,18)
Connected (4,8,18) -> (3,8,18)
Connected (4,8,18) -> (4,9,18)
Connected (4,8,18) -> (4,7,18)
Connected (4,8,18) -> (4,8,19)
Connected (4,8,18) -> (4,8,17)
====================
4,8,19 (4,8,19)
Connected (4,8,19) -> (5,8,19)
Connected (4,8,19) -> (3,8,19)
Connected (4,8,19) -> (4,9,19)
Connected (4,8,19) -> (4,7,19)
Connected (4,8,19) -> (4,8,20)
Connected (4,8,19) -> (4,8,18)
====================
4,8,20 (4,8,20)
Connected (4,8,20) -> (5,8,20)
Connected (4,8,20) -> (3,8,20)
Connected (4,8,20) -> (4,9,20)
Connected (4,8,20) -> (4,7,20)
Ignored (4,8,21) because it's out of bounds.
Connected (4,8,20) -> (4,8,19)
====================
4,9,-1 (4,9,-1)
Connected (4,9,-1) -> (5,9,-1)
Connected (4,9,-1) -> (3,9,-1)
Connected (4,9,-1) -> (4,10,-1)
Connected (4,9,-1) -> (4,8,-1)
Connected (4,9,-1) -> (4,9,0)
Ignored (4,9,-2) because it's out of bounds.
====================
4,9,0 (4,9,0)
Connected (4,9,0) -> (5,9,0)
Connected (4,9,0) -> (3,9,0)
Connected (4,9,0) -> (4,10,0)
Connected (4,9,0) -> (4,8,0)
Connected (4,9,0) -> (4,9,1)
Connected (4,9,0) -> (4,9,-1)
====================
4,9,1 (4,9,1)
Connected (4,9,1) -> (5,9,1)
Connected (4,9,1) -> (3,9,1)
Connected (4,9,1) -> (4,10,1)
Connected (4,9,1) -> (4,8,1)
Connected (4,9,1) -> (4,9,2)
Connected (4,9,1) -> (4,9,0)
====================
4,9,2 (4,9,2)
Ignored (5,9,2) because a block exists there.
Connected (4,9,2) -> (3,9,2)
Connected (4,9,2) -> (4,10,2)
Connected (4,9,2) -> (4,8,2)
Ignored (4,9,3) because a block exists there.
Connected (4,9,2) -> (4,9,1)
====================
4,9,7 (4,9,7)
Connected (4,9,7) -> (5,9,7)
Ignored (3,9,7) because a block exists there.
Connected (4,9,7) -> (4,10,7)
Ignored (4,8,7) because a block exists there.
Connected (4,9,7) -> (4,9,8)
Ignored (4,9,6) because a block exists there.
====================
4,9,8 (4,9,8)
Connected (4,9,8) -> (5,9,8)
Connected (4,9,8) -> (3,9,8)
Connected (4,9,8) -> (4,10,8)
Connected (4,9,8) -> (4,8,8)
Connected (4,9,8) -> (4,9,9)
Connected (4,9,8) -> (4,9,7)
====================
4,9,9 (4,9,9)
Connected (4,9,9) -> (5,9,9)
Ignored (3,9,9) because a block exists there.
Connected (4,9,9) -> (4,10,9)
Connected (4,9,9) -> (4,8,9)
Ignored (4,9,10) because a block exists there.
Connected (4,9,9) -> (4,9,8)
====================
4,9,17 (4,9,17)
Ignored (5,9,17) because a block exists there.
Connected (4,9,17) -> (3,9,17)
Ignored (4,10,17) because a block exists there.
Connected (4,9,17) -> (4,8,17)
Connected (4,9,17) -> (4,9,18)
Ignored (4,9,16) because a block exists there.
====================
4,9,18 (4,9,18)
Connected (4,9,18) -> (5,9,18)
Connected (4,9,18) -> (3,9,18)
Connected (4,9,18) -> (4,10,18)
Connected (4,9,18) -> (4,8,18)
Connected (4,9,18) -> (4,9,19)
Connected (4,9,18) -> (4,9,17)
====================
4,9,19 (4,9,19)
Connected (4,9,19) -> (5,9,19)
Connected (4,9,19) -> (3,9,19)
Connected (4,9,19) -> (4,10,19)
Connected (4,9,19) -> (4,8,19)
Connected (4,9,19) -> (4,9,20)
Connected (4,9,19) -> (4,9,18)
====================
4,9,20 (4,9,20)
Connected (4,9,20) -> (5,9,20)
Connected (4,9,20) -> (3,9,20)
Connected (4,9,20) -> (4,10,20)
Connected (4,9,20) -> (4,8,20)
Ignored (4,9,21) because it's out of bounds.
Connected (4,9,20) -> (4,9,19)
====================
4,10,-1 (4,10,-1)
Connected (4,10,-1) -> (5,10,-1)
Connected (4,10,-1) -> (3,10,-1)
Connected (4,10,-1) -> (4,11,-1)
Connected (4,10,-1) -> (4,9,-1)
Connected (4,10,-1) -> (4,10,0)
Ignored (4,10,-2) because it's out of bounds.
====================
4,10,0 (4,10,0)
Connected (4,10,0) -> (5,10,0)
Connected (4,10,0) -> (3,10,0)
Connected (4,10,0) -> (4,11,0)
Connected (4,10,0) -> (4,9,0)
Connected (4,10,0) -> (4,10,1)
Connected (4,10,0) -> (4,10,-1)
====================
4,10,1 (4,10,1)
Connected (4,10,1) -> (5,10,1)
Connected (4,10,1) -> (3,10,1)
Connected (4,10,1) -> (4,11,1)
Connected (4,10,1) -> (4,9,1)
Connected (4,10,1) -> (4,10,2)
Connected (4,10,1) -> (4,10,0)
====================
4,10,2 (4,10,2)
Connected (4,10,2) -> (5,10,2)
Connected (4,10,2) -> (3,10,2)
Ignored (4,11,2) because a block exists there.
Connected (4,10,2) -> (4,9,2)
Connected (4,10,2) -> (4,10,3)
Connected (4,10,2) -> (4,10,1)
====================
4,10,3 (4,10,3)
Ignored (5,10,3) because a block exists there.
Connected (4,10,3) -> (3,10,3)
Ignored (4,11,3) because a block exists there.
Ignored (4,9,3) because a block exists there.
Ignored (4,10,4) because a block exists there.
Connected (4,10,3) -> (4,10,2)
====================
4,10,7 (4,10,7)
Connected (4,10,7) -> (5,10,7)
Ignored (3,10,7) because a block exists there.
Ignored (4,11,7) because a block exists there.
Connected (4,10,7) -> (4,9,7)
Connected (4,10,7) -> (4,10,8)
Ignored (4,10,6) because a block exists there.
====================
4,10,8 (4,10,8)
Connected (4,10,8) -> (5,10,8)
Ignored (3,10,8) because a block exists there.
Connected (4,10,8) -> (4,11,8)
Connected (4,10,8) -> (4,9,8)
Connected (4,10,8) -> (4,10,9)
Connected (4,10,8) -> (4,10,7)
====================
4,10,9 (4,10,9)
Connected (4,10,9) -> (5,10,9)
Ignored (3,10,9) because a block exists there.
Connected (4,10,9) -> (4,11,9)
Connected (4,10,9) -> (4,9,9)
Connected (4,10,9) -> (4,10,10)
Connected (4,10,9) -> (4,10,8)
====================
4,10,10 (4,10,10)
Connected (4,10,10) -> (5,10,10)
Connected (4,10,10) -> (3,10,10)
Connected (4,10,10) -> (4,11,10)
Ignored (4,9,10) because a block exists there.
Connected (4,10,10) -> (4,10,11)
Connected (4,10,10) -> (4,10,9)
====================
4,10,11 (4,10,11)
Connected (4,10,11) -> (5,10,11)
Ignored (3,10,11) because a block exists there.
Connected (4,10,11) -> (4,11,11)
Ignored (4,9,11) because a block exists there.
Connected (4,10,11) -> (4,10,12)
Connected (4,10,11) -> (4,10,10)
====================
4,10,12 (4,10,12)
Connected (4,10,12) -> (5,10,12)
Ignored (3,10,12) because a block exists there.
Ignored (4,11,12) because a block exists there.
Ignored (4,9,12) because a block exists there.
Ignored (4,10,13) because a block exists there.
Connected (4,10,12) -> (4,10,11)
====================
4,10,18 (4,10,18)
Connected (4,10,18) -> (5,10,18)
Connected (4,10,18) -> (3,10,18)
Connected (4,10,18) -> (4,11,18)
Connected (4,10,18) -> (4,9,18)
Connected (4,10,18) -> (4,10,19)
Ignored (4,10,17) because a block exists there.
====================
4,10,19 (4,10,19)
Connected (4,10,19) -> (5,10,19)
Connected (4,10,19) -> (3,10,19)
Connected (4,10,19) -> (4,11,19)
Connected (4,10,19) -> (4,9,19)
Connected (4,10,19) -> (4,10,20)
Connected (4,10,19) -> (4,10,18)
====================
4,10,20 (4,10,20)
Connected (4,10,20) -> (5,10,20)
Connected (4,10,20) -> (3,10,20)
Connected (4,10,20) -> (4,11,20)
Connected (4,10,20) -> (4,9,20)
Ignored (4,10,21) because it's out of bounds.
Connected (4,10,20) -> (4,10,19)
====================
4,11,-1 (4,11,-1)
Connected (4,11,-1) -> (5,11,-1)
Connected (4,11,-1) -> (3,11,-1)
Connected (4,11,-1) -> (4,12,-1)
Connected (4,11,-1) -> (4,10,-1)
Connected (4,11,-1) -> (4,11,0)
Ignored (4,11,-2) because it's out of bounds.
====================
4,11,0 (4,11,0)
Connected (4,11,0) -> (5,11,0)
Connected (4,11,0) -> (3,11,0)
Connected (4,11,0) -> (4,12,0)
Connected (4,11,0) -> (4,10,0)
Connected (4,11,0) -> (4,11,1)
Connected (4,11,0) -> (4,11,-1)
====================
4,11,1 (4,11,1)
Connected (4,11,1) -> (5,11,1)
Connected (4,11,1) -> (3,11,1)
Connected (4,11,1) -> (4,12,1)
Connected (4,11,1) -> (4,10,1)
Ignored (4,11,2) because a block exists there.
Connected (4,11,1) -> (4,11,0)
====================
4,11,6 (4,11,6)
Connected (4,11,6) -> (5,11,6)
Ignored (3,11,6) because a block exists there.
Ignored (4,12,6) because a block exists there.
Ignored (4,10,6) because a block exists there.
Ignored (4,11,7) because a block exists there.
Ignored (4,11,5) because a block exists there.
====================
4,11,8 (4,11,8)
Connected (4,11,8) -> (5,11,8)
Connected (4,11,8) -> (3,11,8)
Ignored (4,12,8) because a block exists there.
Connected (4,11,8) -> (4,10,8)
Connected (4,11,8) -> (4,11,9)
Ignored (4,11,7) because a block exists there.
====================
4,11,9 (4,11,9)
Ignored (5,11,9) because a block exists there.
Connected (4,11,9) -> (3,11,9)
Connected (4,11,9) -> (4,12,9)
Connected (4,11,9) -> (4,10,9)
Connected (4,11,9) -> (4,11,10)
Connected (4,11,9) -> (4,11,8)
====================
4,11,10 (4,11,10)
Connected (4,11,10) -> (5,11,10)
Ignored (3,11,10) because a block exists there.
Ignored (4,12,10) because a block exists there.
Connected (4,11,10) -> (4,10,10)
Connected (4,11,10) -> (4,11,11)
Connected (4,11,10) -> (4,11,9)
====================
4,11,11 (4,11,11)
Ignored (5,11,11) because a block exists there.
Connected (4,11,11) -> (3,11,11)
Connected (4,11,11) -> (4,12,11)
Connected (4,11,11) -> (4,10,11)
Ignored (4,11,12) because a block exists there.
Connected (4,11,11) -> (4,11,10)
====================
4,11,17 (4,11,17)
Ignored (5,11,17) because a block exists there.
Connected (4,11,17) -> (3,11,17)
Connected (4,11,17) -> (4,12,17)
Ignored (4,10,17) because a block exists there.
Connected (4,11,17) -> (4,11,18)
Ignored (4,11,16) because a block exists there.
====================
4,11,18 (4,11,18)
Connected (4,11,18) -> (5,11,18)
Connected (4,11,18) -> (3,11,18)
Connected (4,11,18) -> (4,12,18)
Connected (4,11,18) -> (4,10,18)
Connected (4,11,18) -> (4,11,19)
Connected (4,11,18) -> (4,11,17)
====================
4,11,19 (4,11,19)
Connected (4,11,19) -> (5,11,19)
Connected (4,11,19) -> (3,11,19)
Connected (4,11,19) -> (4,12,19)
Connected (4,11,19) -> (4,10,19)
Connected (4,11,19) -> (4,11,20)
Connected (4,11,19) -> (4,11,18)
====================
4,11,20 (4,11,20)
Connected (4,11,20) -> (5,11,20)
Connected (4,11,20) -> (3,11,20)
Connected (4,11,20) -> (4,12,20)
Connected (4,11,20) -> (4,10,20)
Ignored (4,11,21) because it's out of bounds.
Connected (4,11,20) -> (4,11,19)
====================
4,12,-1 (4,12,-1)
Connected (4,12,-1) -> (5,12,-1)
Connected (4,12,-1) -> (3,12,-1)
Connected (4,12,-1) -> (4,13,-1)
Connected (4,12,-1) -> (4,11,-1)
Connected (4,12,-1) -> (4,12,0)
Ignored (4,12,-2) because it's out of bounds.
====================
4,12,0 (4,12,0)
Connected (4,12,0) -> (5,12,0)
Connected (4,12,0) -> (3,12,0)
Connected (4,12,0) -> (4,13,0)
Connected (4,12,0) -> (4,11,0)
Connected (4,12,0) -> (4,12,1)
Connected (4,12,0) -> (4,12,-1)
====================
4,12,1 (4,12,1)
Connected (4,12,1) -> (5,12,1)
Connected (4,12,1) -> (3,12,1)
Connected (4,12,1) -> (4,13,1)
Connected (4,12,1) -> (4,11,1)
Connected (4,12,1) -> (4,12,2)
Connected (4,12,1) -> (4,12,0)
====================
4,12,2 (4,12,2)
Ignored (5,12,2) because a block exists there.
Connected (4,12,2) -> (3,12,2)
Connected (4,12,2) -> (4,13,2)
Ignored (4,11,2) because a block exists there.
Ignored (4,12,3) because a block exists there.
Connected (4,12,2) -> (4,12,1)
====================
4,12,9 (4,12,9)
Connected (4,12,9) -> (5,12,9)
Ignored (3,12,9) because a block exists there.
Ignored (4,13,9) because a block exists there.
Connected (4,12,9) -> (4,11,9)
Ignored (4,12,10) because a block exists there.
Ignored (4,12,8) because a block exists there.
====================
4,12,11 (4,12,11)
Connected (4,12,11) -> (5,12,11)
Ignored (3,12,11) because a block exists there.
Ignored (4,13,11) because a block exists there.
Connected (4,12,11) -> (4,11,11)
Ignored (4,12,12) because a block exists there.
Ignored (4,12,10) because a block exists there.
====================
4,12,16 (4,12,16)
Ignored (5,12,16) because a block exists there.
Connected (4,12,16) -> (3,12,16)
Ignored (4,13,16) because a block exists there.
Ignored (4,11,16) because a block exists there.
Connected (4,12,16) -> (4,12,17)
Ignored (4,12,15) because a block exists there.
====================
4,12,17 (4,12,17)
Connected (4,12,17) -> (5,12,17)
Connected (4,12,17) -> (3,12,17)
Connected (4,12,17) -> (4,13,17)
Connected (4,12,17) -> (4,11,17)
Connected (4,12,17) -> (4,12,18)
Connected (4,12,17) -> (4,12,16)
====================
4,12,18 (4,12,18)
Connected (4,12,18) -> (5,12,18)
Connected (4,12,18) -> (3,12,18)
Connected (4,12,18) -> (4,13,18)
Connected (4,12,18) -> (4,11,18)
Connected (4,12,18) -> (4,12,19)
Connected (4,12,18) -> (4,12,17)
====================
4,12,19 (4,12,19)
Connected (4,12,19) -> (5,12,19)
Connected (4,12,19) -> (3,12,19)
Connected (4,12,19) -> (4,13,19)
Connected (4,12,19) -> (4,11,19)
Connected (4,12,19) -> (4,12,20)
Connected (4,12,19) -> (4,12,18)
====================
4,12,20 (4,12,20)
Connected (4,12,20) -> (5,12,20)
Connected (4,12,20) -> (3,12,20)
Connected (4,12,20) -> (4,13,20)
Connected (4,12,20) -> (4,11,20)
Ignored (4,12,21) because it's out of bounds.
Connected (4,12,20) -> (4,12,19)
====================
4,13,-1 (4,13,-1)
Connected (4,13,-1) -> (5,13,-1)
Connected (4,13,-1) -> (3,13,-1)
Connected (4,13,-1) -> (4,14,-1)
Connected (4,13,-1) -> (4,12,-1)
Connected (4,13,-1) -> (4,13,0)
Ignored (4,13,-2) because it's out of bounds.
====================
4,13,0 (4,13,0)
Connected (4,13,0) -> (5,13,0)
Connected (4,13,0) -> (3,13,0)
Connected (4,13,0) -> (4,14,0)
Connected (4,13,0) -> (4,12,0)
Connected (4,13,0) -> (4,13,1)
Connected (4,13,0) -> (4,13,-1)
====================
4,13,1 (4,13,1)
Connected (4,13,1) -> (5,13,1)
Connected (4,13,1) -> (3,13,1)
Connected (4,13,1) -> (4,14,1)
Connected (4,13,1) -> (4,12,1)
Connected (4,13,1) -> (4,13,2)
Connected (4,13,1) -> (4,13,0)
====================
4,13,2 (4,13,2)
Connected (4,13,2) -> (5,13,2)
Connected (4,13,2) -> (3,13,2)
Connected (4,13,2) -> (4,14,2)
Connected (4,13,2) -> (4,12,2)
Ignored (4,13,3) because a block exists there.
Connected (4,13,2) -> (4,13,1)
====================
4,13,4 (4,13,4)
Ignored (5,13,4) because a block exists there.
Ignored (3,13,4) because a block exists there.
Ignored (4,14,4) because a block exists there.
Ignored (4,12,4) because a block exists there.
Ignored (4,13,5) because a block exists there.
Ignored (4,13,3) because a block exists there.
====================
4,13,17 (4,13,17)
Connected (4,13,17) -> (5,13,17)
Connected (4,13,17) -> (3,13,17)
Connected (4,13,17) -> (4,14,17)
Connected (4,13,17) -> (4,12,17)
Connected (4,13,17) -> (4,13,18)
Ignored (4,13,16) because a block exists there.
====================
4,13,18 (4,13,18)
Connected (4,13,18) -> (5,13,18)
Connected (4,13,18) -> (3,13,18)
Connected (4,13,18) -> (4,14,18)
Connected (4,13,18) -> (4,12,18)
Connected (4,13,18) -> (4,13,19)
Connected (4,13,18) -> (4,13,17)
====================
4,13,19 (4,13,19)
Connected (4,13,19) -> (5,13,19)
Connected (4,13,19) -> (3,13,19)
Connected (4,13,19) -> (4,14,19)
Connected (4,13,19) -> (4,12,19)
Connected (4,13,19) -> (4,13,20)
Connected (4,13,19) -> (4,13,18)
====================
4,13,20 (4,13,20)
Connected (4,13,20) -> (5,13,20)
Connected (4,13,20) -> (3,13,20)
Connected (4,13,20) -> (4,14,20)
Connected (4,13,20) -> (4,12,20)
Ignored (4,13,21) because it's out of bounds.
Connected (4,13,20) -> (4,13,19)
====================
4,14,-1 (4,14,-1)
Connected (4,14,-1) -> (5,14,-1)
Connected (4,14,-1) -> (3,14,-1)
Connected (4,14,-1) -> (4,15,-1)
Connected (4,14,-1) -> (4,13,-1)
Connected (4,14,-1) -> (4,14,0)
Ignored (4,14,-2) because it's out of bounds.
====================
4,14,0 (4,14,0)
Connected (4,14,0) -> (5,14,0)
Connected (4,14,0) -> (3,14,0)
Connected (4,14,0) -> (4,15,0)
Connected (4,14,0) -> (4,13,0)
Connected (4,14,0) -> (4,14,1)
Connected (4,14,0) -> (4,14,-1)
====================
4,14,1 (4,14,1)
Connected (4,14,1) -> (5,14,1)
Connected (4,14,1) -> (3,14,1)
Connected (4,14,1) -> (4,15,1)
Connected (4,14,1) -> (4,13,1)
Connected (4,14,1) -> (4,14,2)
Connected (4,14,1) -> (4,14,0)
====================
4,14,2 (4,14,2)
Connected (4,14,2) -> (5,14,2)
Connected (4,14,2) -> (3,14,2)
Connected (4,14,2) -> (4,15,2)
Connected (4,14,2) -> (4,13,2)
Connected (4,14,2) -> (4,14,3)
Connected (4,14,2) -> (4,14,1)
====================
4,14,3 (4,14,3)
Ignored (5,14,3) because a block exists there.
Connected (4,14,3) -> (3,14,3)
Connected (4,14,3) -> (4,15,3)
Ignored (4,13,3) because a block exists there.
Ignored (4,14,4) because a block exists there.
Connected (4,14,3) -> (4,14,2)
====================
4,14,10 (4,14,10)
Ignored (5,14,10) because a block exists there.
Ignored (3,14,10) because a block exists there.
Ignored (4,15,10) because a block exists there.
Ignored (4,13,10) because a block exists there.
Ignored (4,14,11) because a block exists there.
Ignored (4,14,9) because a block exists there.
====================
4,14,16 (4,14,16)
Ignored (5,14,16) because a block exists there.
Connected (4,14,16) -> (3,14,16)
Connected (4,14,16) -> (4,15,16)
Ignored (4,13,16) because a block exists there.
Connected (4,14,16) -> (4,14,17)
Ignored (4,14,15) because a block exists there.
====================
4,14,17 (4,14,17)
Connected (4,14,17) -> (5,14,17)
Connected (4,14,17) -> (3,14,17)
Connected (4,14,17) -> (4,15,17)
Connected (4,14,17) -> (4,13,17)
Connected (4,14,17) -> (4,14,18)
Connected (4,14,17) -> (4,14,16)
====================
4,14,18 (4,14,18)
Connected (4,14,18) -> (5,14,18)
Connected (4,14,18) -> (3,14,18)
Connected (4,14,18) -> (4,15,18)
Connected (4,14,18) -> (4,13,18)
Connected (4,14,18) -> (4,14,19)
Connected (4,14,18) -> (4,14,17)
====================
4,14,19 (4,14,19)
Connected (4,14,19) -> (5,14,19)
Connected (4,14,19) -> (3,14,19)
Connected (4,14,19) -> (4,15,19)
Connected (4,14,19) -> (4,13,19)
Connected (4,14,19) -> (4,14,20)
Connected (4,14,19) -> (4,14,18)
====================
4,14,20 (4,14,20)
Connected (4,14,20) -> (5,14,20)
Connected (4,14,20) -> (3,14,20)
Connected (4,14,20) -> (4,15,20)
Connected (4,14,20) -> (4,13,20)
Ignored (4,14,21) because it's out of bounds.
Connected (4,14,20) -> (4,14,19)
====================
4,15,-1 (4,15,-1)
Connected (4,15,-1) -> (5,15,-1)
Connected (4,15,-1) -> (3,15,-1)
Connected (4,15,-1) -> (4,16,-1)
Connected (4,15,-1) -> (4,14,-1)
Connected (4,15,-1) -> (4,15,0)
Ignored (4,15,-2) because it's out of bounds.
====================
4,15,0 (4,15,0)
Connected (4,15,0) -> (5,15,0)
Connected (4,15,0) -> (3,15,0)
Connected (4,15,0) -> (4,16,0)
Connected (4,15,0) -> (4,14,0)
Connected (4,15,0) -> (4,15,1)
Connected (4,15,0) -> (4,15,-1)
====================
4,15,1 (4,15,1)
Connected (4,15,1) -> (5,15,1)
Connected (4,15,1) -> (3,15,1)
Connected (4,15,1) -> (4,16,1)
Connected (4,15,1) -> (4,14,1)
Connected (4,15,1) -> (4,15,2)
Connected (4,15,1) -> (4,15,0)
====================
4,15,2 (4,15,2)
Connected (4,15,2) -> (5,15,2)
Connected (4,15,2) -> (3,15,2)
Connected (4,15,2) -> (4,16,2)
Connected (4,15,2) -> (4,14,2)
Connected (4,15,2) -> (4,15,3)
Connected (4,15,2) -> (4,15,1)
====================
4,15,3 (4,15,3)
Connected (4,15,3) -> (5,15,3)
Connected (4,15,3) -> (3,15,3)
Connected (4,15,3) -> (4,16,3)
Connected (4,15,3) -> (4,14,3)
Connected (4,15,3) -> (4,15,4)
Connected (4,15,3) -> (4,15,2)
====================
4,15,4 (4,15,4)
Connected (4,15,4) -> (5,15,4)
Connected (4,15,4) -> (3,15,4)
Connected (4,15,4) -> (4,16,4)
Ignored (4,14,4) because a block exists there.
Ignored (4,15,5) because a block exists there.
Connected (4,15,4) -> (4,15,3)
====================
4,15,15 (4,15,15)
Connected (4,15,15) -> (5,15,15)
Connected (4,15,15) -> (3,15,15)
Connected (4,15,15) -> (4,16,15)
Ignored (4,14,15) because a block exists there.
Connected (4,15,15) -> (4,15,16)
Ignored (4,15,14) because a block exists there.
====================
4,15,16 (4,15,16)
Connected (4,15,16) -> (5,15,16)
Connected (4,15,16) -> (3,15,16)
Connected (4,15,16) -> (4,16,16)
Connected (4,15,16) -> (4,14,16)
Connected (4,15,16) -> (4,15,17)
Connected (4,15,16) -> (4,15,15)
====================
4,15,17 (4,15,17)
Connected (4,15,17) -> (5,15,17)
Connected (4,15,17) -> (3,15,17)
Connected (4,15,17) -> (4,16,17)
Connected (4,15,17) -> (4,14,17)
Connected (4,15,17) -> (4,15,18)
Connected (4,15,17) -> (4,15,16)
====================
4,15,18 (4,15,18)
Connected (4,15,18) -> (5,15,18)
Connected (4,15,18) -> (3,15,18)
Connected (4,15,18) -> (4,16,18)
Connected (4,15,18) -> (4,14,18)
Connected (4,15,18) -> (4,15,19)
Connected (4,15,18) -> (4,15,17)
====================
4,15,19 (4,15,19)
Connected (4,15,19) -> (5,15,19)
Connected (4,15,19) -> (3,15,19)
Connected (4,15,19) -> (4,16,19)
Connected (4,15,19) -> (4,14,19)
Connected (4,15,19) -> (4,15,20)
Connected (4,15,19) -> (4,15,18)
====================
4,15,20 (4,15,20)
Connected (4,15,20) -> (5,15,20)
Connected (4,15,20) -> (3,15,20)
Connected (4,15,20) -> (4,16,20)
Connected (4,15,20) -> (4,14,20)
Ignored (4,15,21) because it's out of bounds.
Connected (4,15,20) -> (4,15,19)
====================
4,16,-1 (4,16,-1)
Connected (4,16,-1) -> (5,16,-1)
Connected (4,16,-1) -> (3,16,-1)
Connected (4,16,-1) -> (4,17,-1)
Connected (4,16,-1) -> (4,15,-1)
Connected (4,16,-1) -> (4,16,0)
Ignored (4,16,-2) because it's out of bounds.
====================
4,16,0 (4,16,0)
Connected (4,16,0) -> (5,16,0)
Connected (4,16,0) -> (3,16,0)
Connected (4,16,0) -> (4,17,0)
Connected (4,16,0) -> (4,15,0)
Connected (4,16,0) -> (4,16,1)
Connected (4,16,0) -> (4,16,-1)
====================
4,16,1 (4,16,1)
Connected (4,16,1) -> (5,16,1)
Connected (4,16,1) -> (3,16,1)
Connected (4,16,1) -> (4,17,1)
Connected (4,16,1) -> (4,15,1)
Connected (4,16,1) -> (4,16,2)
Connected (4,16,1) -> (4,16,0)
====================
4,16,2 (4,16,2)
Connected (4,16,2) -> (5,16,2)
Connected (4,16,2) -> (3,16,2)
Connected (4,16,2) -> (4,17,2)
Connected (4,16,2) -> (4,15,2)
Connected (4,16,2) -> (4,16,3)
Connected (4,16,2) -> (4,16,1)
====================
4,16,3 (4,16,3)
Connected (4,16,3) -> (5,16,3)
Connected (4,16,3) -> (3,16,3)
Connected (4,16,3) -> (4,17,3)
Connected (4,16,3) -> (4,15,3)
Connected (4,16,3) -> (4,16,4)
Connected (4,16,3) -> (4,16,2)
====================
4,16,4 (4,16,4)
Connected (4,16,4) -> (5,16,4)
Connected (4,16,4) -> (3,16,4)
Connected (4,16,4) -> (4,17,4)
Connected (4,16,4) -> (4,15,4)
Ignored (4,16,5) because a block exists there.
Connected (4,16,4) -> (4,16,3)
====================
4,16,13 (4,16,13)
Connected (4,16,13) -> (5,16,13)
Connected (4,16,13) -> (3,16,13)
Ignored (4,17,13) because a block exists there.
Ignored (4,15,13) because a block exists there.
Connected (4,16,13) -> (4,16,14)
Ignored (4,16,12) because a block exists there.
====================
4,16,14 (4,16,14)
Ignored (5,16,14) because a block exists there.
Connected (4,16,14) -> (3,16,14)
Connected (4,16,14) -> (4,17,14)
Ignored (4,15,14) because a block exists there.
Connected (4,16,14) -> (4,16,15)
Connected (4,16,14) -> (4,16,13)
====================
4,16,15 (4,16,15)
Connected (4,16,15) -> (5,16,15)
Connected (4,16,15) -> (3,16,15)
Connected (4,16,15) -> (4,17,15)
Connected (4,16,15) -> (4,15,15)
Connected (4,16,15) -> (4,16,16)
Connected (4,16,15) -> (4,16,14)
====================
4,16,16 (4,16,16)
Connected (4,16,16) -> (5,16,16)
Connected (4,16,16) -> (3,16,16)
Connected (4,16,16) -> (4,17,16)
Connected (4,16,16) -> (4,15,16)
Connected (4,16,16) -> (4,16,17)
Connected (4,16,16) -> (4,16,15)
====================
4,16,17 (4,16,17)
Connected (4,16,17) -> (5,16,17)
Connected (4,16,17) -> (3,16,17)
Connected (4,16,17) -> (4,17,17)
Connected (4,16,17) -> (4,15,17)
Connected (4,16,17) -> (4,16,18)
Connected (4,16,17) -> (4,16,16)
====================
4,16,18 (4,16,18)
Connected (4,16,18) -> (5,16,18)
Connected (4,16,18) -> (3,16,18)
Connected (4,16,18) -> (4,17,18)
Connected (4,16,18) -> (4,15,18)
Connected (4,16,18) -> (4,16,19)
Connected (4,16,18) -> (4,16,17)
====================
4,16,19 (4,16,19)
Connected (4,16,19) -> (5,16,19)
Connected (4,16,19) -> (3,16,19)
Connected (4,16,19) -> (4,17,19)
Connected (4,16,19) -> (4,15,19)
Connected (4,16,19) -> (4,16,20)
Connected (4,16,19) -> (4,16,18)
====================
4,16,20 (4,16,20)
Connected (4,16,20) -> (5,16,20)
Connected (4,16,20) -> (3,16,20)
Connected (4,16,20) -> (4,17,20)
Connected (4,16,20) -> (4,15,20)
Ignored (4,16,21) because it's out of bounds.
Connected (4,16,20) -> (4,16,19)
====================
4,17,-1 (4,17,-1)
Connected (4,17,-1) -> (5,17,-1)
Connected (4,17,-1) -> (3,17,-1)
Connected (4,17,-1) -> (4,18,-1)
Connected (4,17,-1) -> (4,16,-1)
Connected (4,17,-1) -> (4,17,0)
Ignored (4,17,-2) because it's out of bounds.
====================
4,17,0 (4,17,0)
Connected (4,17,0) -> (5,17,0)
Connected (4,17,0) -> (3,17,0)
Connected (4,17,0) -> (4,18,0)
Connected (4,17,0) -> (4,16,0)
Connected (4,17,0) -> (4,17,1)
Connected (4,17,0) -> (4,17,-1)
====================
4,17,1 (4,17,1)
Connected (4,17,1) -> (5,17,1)
Connected (4,17,1) -> (3,17,1)
Connected (4,17,1) -> (4,18,1)
Connected (4,17,1) -> (4,16,1)
Connected (4,17,1) -> (4,17,2)
Connected (4,17,1) -> (4,17,0)
====================
4,17,2 (4,17,2)
Connected (4,17,2) -> (5,17,2)
Connected (4,17,2) -> (3,17,2)
Connected (4,17,2) -> (4,18,2)
Connected (4,17,2) -> (4,16,2)
Connected (4,17,2) -> (4,17,3)
Connected (4,17,2) -> (4,17,1)
====================
4,17,3 (4,17,3)
Connected (4,17,3) -> (5,17,3)
Connected (4,17,3) -> (3,17,3)
Connected (4,17,3) -> (4,18,3)
Connected (4,17,3) -> (4,16,3)
Connected (4,17,3) -> (4,17,4)
Connected (4,17,3) -> (4,17,2)
====================
4,17,4 (4,17,4)
Connected (4,17,4) -> (5,17,4)
Connected (4,17,4) -> (3,17,4)
Connected (4,17,4) -> (4,18,4)
Connected (4,17,4) -> (4,16,4)
Connected (4,17,4) -> (4,17,5)
Connected (4,17,4) -> (4,17,3)
====================
4,17,5 (4,17,5)
Connected (4,17,5) -> (5,17,5)
Connected (4,17,5) -> (3,17,5)
Connected (4,17,5) -> (4,18,5)
Ignored (4,16,5) because a block exists there.
Connected (4,17,5) -> (4,17,6)
Connected (4,17,5) -> (4,17,4)
====================
4,17,6 (4,17,6)
Connected (4,17,6) -> (5,17,6)
Connected (4,17,6) -> (3,17,6)
Connected (4,17,6) -> (4,18,6)
Ignored (4,16,6) because a block exists there.
Connected (4,17,6) -> (4,17,7)
Connected (4,17,6) -> (4,17,5)
====================
4,17,7 (4,17,7)
Connected (4,17,7) -> (5,17,7)
Connected (4,17,7) -> (3,17,7)
Connected (4,17,7) -> (4,18,7)
Ignored (4,16,7) because a block exists there.
Connected (4,17,7) -> (4,17,8)
Connected (4,17,7) -> (4,17,6)
====================
4,17,8 (4,17,8)
Connected (4,17,8) -> (5,17,8)
Connected (4,17,8) -> (3,17,8)
Connected (4,17,8) -> (4,18,8)
Ignored (4,16,8) because a block exists there.
Ignored (4,17,9) because a block exists there.
Connected (4,17,8) -> (4,17,7)
====================
4,17,10 (4,17,10)
Ignored (5,17,10) because a block exists there.
Connected (4,17,10) -> (3,17,10)
Connected (4,17,10) -> (4,18,10)
Ignored (4,16,10) because a block exists there.
Ignored (4,17,11) because a block exists there.
Ignored (4,17,9) because a block exists there.
====================
4,17,12 (4,17,12)
Connected (4,17,12) -> (5,17,12)
Connected (4,17,12) -> (3,17,12)
Connected (4,17,12) -> (4,18,12)
Ignored (4,16,12) because a block exists there.
Ignored (4,17,13) because a block exists there.
Ignored (4,17,11) because a block exists there.
====================
4,17,14 (4,17,14)
Connected (4,17,14) -> (5,17,14)
Connected (4,17,14) -> (3,17,14)
Connected (4,17,14) -> (4,18,14)
Connected (4,17,14) -> (4,16,14)
Connected (4,17,14) -> (4,17,15)
Ignored (4,17,13) because a block exists there.
====================
4,17,15 (4,17,15)
Connected (4,17,15) -> (5,17,15)
Connected (4,17,15) -> (3,17,15)
Connected (4,17,15) -> (4,18,15)
Connected (4,17,15) -> (4,16,15)
Connected (4,17,15) -> (4,17,16)
Connected (4,17,15) -> (4,17,14)
====================
4,17,16 (4,17,16)
Connected (4,17,16) -> (5,17,16)
Connected (4,17,16) -> (3,17,16)
Connected (4,17,16) -> (4,18,16)
Connected (4,17,16) -> (4,16,16)
Connected (4,17,16) -> (4,17,17)
Connected (4,17,16) -> (4,17,15)
====================
4,17,17 (4,17,17)
Connected (4,17,17) -> (5,17,17)
Connected (4,17,17) -> (3,17,17)
Connected (4,17,17) -> (4,18,17)
Connected (4,17,17) -> (4,16,17)
Connected (4,17,17) -> (4,17,18)
Connected (4,17,17) -> (4,17,16)
====================
4,17,18 (4,17,18)
Connected (4,17,18) -> (5,17,18)
Connected (4,17,18) -> (3,17,18)
Connected (4,17,18) -> (4,18,18)
Connected (4,17,18) -> (4,16,18)
Connected (4,17,18) -> (4,17,19)
Connected (4,17,18) -> (4,17,17)
====================
4,17,19 (4,17,19)
Connected (4,17,19) -> (5,17,19)
Connected (4,17,19) -> (3,17,19)
Connected (4,17,19) -> (4,18,19)
Connected (4,17,19) -> (4,16,19)
Connected (4,17,19) -> (4,17,20)
Connected (4,17,19) -> (4,17,18)
====================
4,17,20 (4,17,20)
Connected (4,17,20) -> (5,17,20)
Connected (4,17,20) -> (3,17,20)
Connected (4,17,20) -> (4,18,20)
Connected (4,17,20) -> (4,16,20)
Ignored (4,17,21) because it's out of bounds.
Connected (4,17,20) -> (4,17,19)
====================
4,18,-1 (4,18,-1)
Connected (4,18,-1) -> (5,18,-1)
Connected (4,18,-1) -> (3,18,-1)
Connected (4,18,-1) -> (4,19,-1)
Connected (4,18,-1) -> (4,17,-1)
Connected (4,18,-1) -> (4,18,0)
Ignored (4,18,-2) because it's out of bounds.
====================
4,18,0 (4,18,0)
Connected (4,18,0) -> (5,18,0)
Connected (4,18,0) -> (3,18,0)
Connected (4,18,0) -> (4,19,0)
Connected (4,18,0) -> (4,17,0)
Connected (4,18,0) -> (4,18,1)
Connected (4,18,0) -> (4,18,-1)
====================
4,18,1 (4,18,1)
Connected (4,18,1) -> (5,18,1)
Connected (4,18,1) -> (3,18,1)
Connected (4,18,1) -> (4,19,1)
Connected (4,18,1) -> (4,17,1)
Connected (4,18,1) -> (4,18,2)
Connected (4,18,1) -> (4,18,0)
====================
4,18,2 (4,18,2)
Connected (4,18,2) -> (5,18,2)
Connected (4,18,2) -> (3,18,2)
Connected (4,18,2) -> (4,19,2)
Connected (4,18,2) -> (4,17,2)
Connected (4,18,2) -> (4,18,3)
Connected (4,18,2) -> (4,18,1)
====================
4,18,3 (4,18,3)
Connected (4,18,3) -> (5,18,3)
Connected (4,18,3) -> (3,18,3)
Connected (4,18,3) -> (4,19,3)
Connected (4,18,3) -> (4,17,3)
Connected (4,18,3) -> (4,18,4)
Connected (4,18,3) -> (4,18,2)
====================
4,18,4 (4,18,4)
Connected (4,18,4) -> (5,18,4)
Connected (4,18,4) -> (3,18,4)
Connected (4,18,4) -> (4,19,4)
Connected (4,18,4) -> (4,17,4)
Connected (4,18,4) -> (4,18,5)
Connected (4,18,4) -> (4,18,3)
====================
4,18,5 (4,18,5)
Connected (4,18,5) -> (5,18,5)
Connected (4,18,5) -> (3,18,5)
Connected (4,18,5) -> (4,19,5)
Connected (4,18,5) -> (4,17,5)
Connected (4,18,5) -> (4,18,6)
Connected (4,18,5) -> (4,18,4)
====================
4,18,6 (4,18,6)
Connected (4,18,6) -> (5,18,6)
Connected (4,18,6) -> (3,18,6)
Connected (4,18,6) -> (4,19,6)
Connected (4,18,6) -> (4,17,6)
Connected (4,18,6) -> (4,18,7)
Connected (4,18,6) -> (4,18,5)
====================
4,18,7 (4,18,7)
Connected (4,18,7) -> (5,18,7)
Connected (4,18,7) -> (3,18,7)
Connected (4,18,7) -> (4,19,7)
Connected (4,18,7) -> (4,17,7)
Connected (4,18,7) -> (4,18,8)
Connected (4,18,7) -> (4,18,6)
====================
4,18,8 (4,18,8)
Connected (4,18,8) -> (5,18,8)
Connected (4,18,8) -> (3,18,8)
Connected (4,18,8) -> (4,19,8)
Connected (4,18,8) -> (4,17,8)
Connected (4,18,8) -> (4,18,9)
Connected (4,18,8) -> (4,18,7)
====================
4,18,9 (4,18,9)
Connected (4,18,9) -> (5,18,9)
Connected (4,18,9) -> (3,18,9)
Connected (4,18,9) -> (4,19,9)
Ignored (4,17,9) because a block exists there.
Connected (4,18,9) -> (4,18,10)
Connected (4,18,9) -> (4,18,8)
====================
4,18,10 (4,18,10)
Connected (4,18,10) -> (5,18,10)
Connected (4,18,10) -> (3,18,10)
Connected (4,18,10) -> (4,19,10)
Connected (4,18,10) -> (4,17,10)
Connected (4,18,10) -> (4,18,11)
Connected (4,18,10) -> (4,18,9)
====================
4,18,11 (4,18,11)
Connected (4,18,11) -> (5,18,11)
Connected (4,18,11) -> (3,18,11)
Connected (4,18,11) -> (4,19,11)
Ignored (4,17,11) because a block exists there.
Connected (4,18,11) -> (4,18,12)
Connected (4,18,11) -> (4,18,10)
====================
4,18,12 (4,18,12)
Connected (4,18,12) -> (5,18,12)
Connected (4,18,12) -> (3,18,12)
Connected (4,18,12) -> (4,19,12)
Connected (4,18,12) -> (4,17,12)
Connected (4,18,12) -> (4,18,13)
Connected (4,18,12) -> (4,18,11)
====================
4,18,13 (4,18,13)
Connected (4,18,13) -> (5,18,13)
Connected (4,18,13) -> (3,18,13)
Connected (4,18,13) -> (4,19,13)
Ignored (4,17,13) because a block exists there.
Connected (4,18,13) -> (4,18,14)
Connected (4,18,13) -> (4,18,12)
====================
4,18,14 (4,18,14)
Connected (4,18,14) -> (5,18,14)
Connected (4,18,14) -> (3,18,14)
Connected (4,18,14) -> (4,19,14)
Connected (4,18,14) -> (4,17,14)
Connected (4,18,14) -> (4,18,15)
Connected (4,18,14) -> (4,18,13)
====================
4,18,15 (4,18,15)
Connected (4,18,15) -> (5,18,15)
Connected (4,18,15) -> (3,18,15)
Connected (4,18,15) -> (4,19,15)
Connected (4,18,15) -> (4,17,15)
Connected (4,18,15) -> (4,18,16)
Connected (4,18,15) -> (4,18,14)
====================
4,18,16 (4,18,16)
Connected (4,18,16) -> (5,18,16)
Connected (4,18,16) -> (3,18,16)
Connected (4,18,16) -> (4,19,16)
Connected (4,18,16) -> (4,17,16)
Connected (4,18,16) -> (4,18,17)
Connected (4,18,16) -> (4,18,15)
====================
4,18,17 (4,18,17)
Connected (4,18,17) -> (5,18,17)
Connected (4,18,17) -> (3,18,17)
Connected (4,18,17) -> (4,19,17)
Connected (4,18,17) -> (4,17,17)
Connected (4,18,17) -> (4,18,18)
Connected (4,18,17) -> (4,18,16)
====================
4,18,18 (4,18,18)
Connected (4,18,18) -> (5,18,18)
Connected (4,18,18) -> (3,18,18)
Connected (4,18,18) -> (4,19,18)
Connected (4,18,18) -> (4,17,18)
Connected (4,18,18) -> (4,18,19)
Connected (4,18,18) -> (4,18,17)
====================
4,18,19 (4,18,19)
Connected (4,18,19) -> (5,18,19)
Connected (4,18,19) -> (3,18,19)
Connected (4,18,19) -> (4,19,19)
Connected (4,18,19) -> (4,17,19)
Connected (4,18,19) -> (4,18,20)
Connected (4,18,19) -> (4,18,18)
====================
4,18,20 (4,18,20)
Connected (4,18,20) -> (5,18,20)
Connected (4,18,20) -> (3,18,20)
Connected (4,18,20) -> (4,19,20)
Connected (4,18,20) -> (4,17,20)
Ignored (4,18,21) because it's out of bounds.
Connected (4,18,20) -> (4,18,19)
====================
4,19,-1 (4,19,-1)
Connected (4,19,-1) -> (5,19,-1)
Connected (4,19,-1) -> (3,19,-1)
Ignored (4,20,-1) because it's out of bounds.
Connected (4,19,-1) -> (4,18,-1)
Connected (4,19,-1) -> (4,19,0)
Ignored (4,19,-2) because it's out of bounds.
====================
4,19,0 (4,19,0)
Connected (4,19,0) -> (5,19,0)
Connected (4,19,0) -> (3,19,0)
Ignored (4,20,0) because it's out of bounds.
Connected (4,19,0) -> (4,18,0)
Connected (4,19,0) -> (4,19,1)
Connected (4,19,0) -> (4,19,-1)
====================
4,19,1 (4,19,1)
Connected (4,19,1) -> (5,19,1)
Connected (4,19,1) -> (3,19,1)
Ignored (4,20,1) because it's out of bounds.
Connected (4,19,1) -> (4,18,1)
Connected (4,19,1) -> (4,19,2)
Connected (4,19,1) -> (4,19,0)
====================
4,19,2 (4,19,2)
Connected (4,19,2) -> (5,19,2)
Connected (4,19,2) -> (3,19,2)
Ignored (4,20,2) because it's out of bounds.
Connected (4,19,2) -> (4,18,2)
Connected (4,19,2) -> (4,19,3)
Connected (4,19,2) -> (4,19,1)
====================
4,19,3 (4,19,3)
Connected (4,19,3) -> (5,19,3)
Connected (4,19,3) -> (3,19,3)
Ignored (4,20,3) because it's out of bounds.
Connected (4,19,3) -> (4,18,3)
Connected (4,19,3) -> (4,19,4)
Connected (4,19,3) -> (4,19,2)
====================
4,19,4 (4,19,4)
Connected (4,19,4) -> (5,19,4)
Connected (4,19,4) -> (3,19,4)
Ignored (4,20,4) because it's out of bounds.
Connected (4,19,4) -> (4,18,4)
Connected (4,19,4) -> (4,19,5)
Connected (4,19,4) -> (4,19,3)
====================
4,19,5 (4,19,5)
Connected (4,19,5) -> (5,19,5)
Connected (4,19,5) -> (3,19,5)
Ignored (4,20,5) because it's out of bounds.
Connected (4,19,5) -> (4,18,5)
Connected (4,19,5) -> (4,19,6)
Connected (4,19,5) -> (4,19,4)
====================
4,19,6 (4,19,6)
Connected (4,19,6) -> (5,19,6)
Connected (4,19,6) -> (3,19,6)
Ignored (4,20,6) because it's out of bounds.
Connected (4,19,6) -> (4,18,6)
Connected (4,19,6) -> (4,19,7)
Connected (4,19,6) -> (4,19,5)
====================
4,19,7 (4,19,7)
Connected (4,19,7) -> (5,19,7)
Connected (4,19,7) -> (3,19,7)
Ignored (4,20,7) because it's out of bounds.
Connected (4,19,7) -> (4,18,7)
Connected (4,19,7) -> (4,19,8)
Connected (4,19,7) -> (4,19,6)
====================
4,19,8 (4,19,8)
Connected (4,19,8) -> (5,19,8)
Connected (4,19,8) -> (3,19,8)
Ignored (4,20,8) because it's out of bounds.
Connected (4,19,8) -> (4,18,8)
Connected (4,19,8) -> (4,19,9)
Connected (4,19,8) -> (4,19,7)
====================
4,19,9 (4,19,9)
Connected (4,19,9) -> (5,19,9)
Connected (4,19,9) -> (3,19,9)
Ignored (4,20,9) because it's out of bounds.
Connected (4,19,9) -> (4,18,9)
Connected (4,19,9) -> (4,19,10)
Connected (4,19,9) -> (4,19,8)
====================
4,19,10 (4,19,10)
Connected (4,19,10) -> (5,19,10)
Connected (4,19,10) -> (3,19,10)
Ignored (4,20,10) because it's out of bounds.
Connected (4,19,10) -> (4,18,10)
Connected (4,19,10) -> (4,19,11)
Connected (4,19,10) -> (4,19,9)
====================
4,19,11 (4,19,11)
Connected (4,19,11) -> (5,19,11)
Connected (4,19,11) -> (3,19,11)
Ignored (4,20,11) because it's out of bounds.
Connected (4,19,11) -> (4,18,11)
Connected (4,19,11) -> (4,19,12)
Connected (4,19,11) -> (4,19,10)
====================
4,19,12 (4,19,12)
Connected (4,19,12) -> (5,19,12)
Connected (4,19,12) -> (3,19,12)
Ignored (4,20,12) because it's out of bounds.
Connected (4,19,12) -> (4,18,12)
Connected (4,19,12) -> (4,19,13)
Connected (4,19,12) -> (4,19,11)
====================
4,19,13 (4,19,13)
Connected (4,19,13) -> (5,19,13)
Connected (4,19,13) -> (3,19,13)
Ignored (4,20,13) because it's out of bounds.
Connected (4,19,13) -> (4,18,13)
Connected (4,19,13) -> (4,19,14)
Connected (4,19,13) -> (4,19,12)
====================
4,19,14 (4,19,14)
Connected (4,19,14) -> (5,19,14)
Connected (4,19,14) -> (3,19,14)
Ignored (4,20,14) because it's out of bounds.
Connected (4,19,14) -> (4,18,14)
Connected (4,19,14) -> (4,19,15)
Connected (4,19,14) -> (4,19,13)
====================
4,19,15 (4,19,15)
Connected (4,19,15) -> (5,19,15)
Connected (4,19,15) -> (3,19,15)
Ignored (4,20,15) because it's out of bounds.
Connected (4,19,15) -> (4,18,15)
Connected (4,19,15) -> (4,19,16)
Connected (4,19,15) -> (4,19,14)
====================
4,19,16 (4,19,16)
Connected (4,19,16) -> (5,19,16)
Connected (4,19,16) -> (3,19,16)
Ignored (4,20,16) because it's out of bounds.
Connected (4,19,16) -> (4,18,16)
Connected (4,19,16) -> (4,19,17)
Connected (4,19,16) -> (4,19,15)
====================
4,19,17 (4,19,17)
Connected (4,19,17) -> (5,19,17)
Connected (4,19,17) -> (3,19,17)
Ignored (4,20,17) because it's out of bounds.
Connected (4,19,17) -> (4,18,17)
Connected (4,19,17) -> (4,19,18)
Connected (4,19,17) -> (4,19,16)
====================
4,19,18 (4,19,18)
Connected (4,19,18) -> (5,19,18)
Connected (4,19,18) -> (3,19,18)
Ignored (4,20,18) because it's out of bounds.
Connected (4,19,18) -> (4,18,18)
Connected (4,19,18) -> (4,19,19)
Connected (4,19,18) -> (4,19,17)
====================
4,19,19 (4,19,19)
Connected (4,19,19) -> (5,19,19)
Connected (4,19,19) -> (3,19,19)
Ignored (4,20,19) because it's out of bounds.
Connected (4,19,19) -> (4,18,19)
Connected (4,19,19) -> (4,19,20)
Connected (4,19,19) -> (4,19,18)
====================
4,19,20 (4,19,20)
Connected (4,19,20) -> (5,19,20)
Connected (4,19,20) -> (3,19,20)
Ignored (4,20,20) because it's out of bounds.
Connected (4,19,20) -> (4,18,20)
Ignored (4,19,21) because it's out of bounds.
Connected (4,19,20) -> (4,19,19)
====================
5,-1,-1 (5,-1,-1)
Connected (5,-1,-1) -> (6,-1,-1)
Connected (5,-1,-1) -> (4,-1,-1)
Connected (5,-1,-1) -> (5,0,-1)
Ignored (5,-2,-1) because it's out of bounds.
Connected (5,-1,-1) -> (5,-1,0)
Ignored (5,-1,-2) because it's out of bounds.
====================
5,-1,0 (5,-1,0)
Connected (5,-1,0) -> (6,-1,0)
Connected (5,-1,0) -> (4,-1,0)
Connected (5,-1,0) -> (5,0,0)
Ignored (5,-2,0) because it's out of bounds.
Connected (5,-1,0) -> (5,-1,1)
Connected (5,-1,0) -> (5,-1,-1)
====================
5,-1,1 (5,-1,1)
Connected (5,-1,1) -> (6,-1,1)
Connected (5,-1,1) -> (4,-1,1)
Connected (5,-1,1) -> (5,0,1)
Ignored (5,-2,1) because it's out of bounds.
Connected (5,-1,1) -> (5,-1,2)
Connected (5,-1,1) -> (5,-1,0)
====================
5,-1,2 (5,-1,2)
Connected (5,-1,2) -> (6,-1,2)
Connected (5,-1,2) -> (4,-1,2)
Connected (5,-1,2) -> (5,0,2)
Ignored (5,-2,2) because it's out of bounds.
Connected (5,-1,2) -> (5,-1,3)
Connected (5,-1,2) -> (5,-1,1)
====================
5,-1,3 (5,-1,3)
Connected (5,-1,3) -> (6,-1,3)
Connected (5,-1,3) -> (4,-1,3)
Connected (5,-1,3) -> (5,0,3)
Ignored (5,-2,3) because it's out of bounds.
Connected (5,-1,3) -> (5,-1,4)
Connected (5,-1,3) -> (5,-1,2)
====================
5,-1,4 (5,-1,4)
Connected (5,-1,4) -> (6,-1,4)
Connected (5,-1,4) -> (4,-1,4)
Connected (5,-1,4) -> (5,0,4)
Ignored (5,-2,4) because it's out of bounds.
Connected (5,-1,4) -> (5,-1,5)
Connected (5,-1,4) -> (5,-1,3)
====================
5,-1,5 (5,-1,5)
Connected (5,-1,5) -> (6,-1,5)
Connected (5,-1,5) -> (4,-1,5)
Connected (5,-1,5) -> (5,0,5)
Ignored (5,-2,5) because it's out of bounds.
Connected (5,-1,5) -> (5,-1,6)
Connected (5,-1,5) -> (5,-1,4)
====================
5,-1,6 (5,-1,6)
Connected (5,-1,6) -> (6,-1,6)
Connected (5,-1,6) -> (4,-1,6)
Connected (5,-1,6) -> (5,0,6)
Ignored (5,-2,6) because it's out of bounds.
Connected (5,-1,6) -> (5,-1,7)
Connected (5,-1,6) -> (5,-1,5)
====================
5,-1,7 (5,-1,7)
Connected (5,-1,7) -> (6,-1,7)
Connected (5,-1,7) -> (4,-1,7)
Connected (5,-1,7) -> (5,0,7)
Ignored (5,-2,7) because it's out of bounds.
Connected (5,-1,7) -> (5,-1,8)
Connected (5,-1,7) -> (5,-1,6)
====================
5,-1,8 (5,-1,8)
Connected (5,-1,8) -> (6,-1,8)
Connected (5,-1,8) -> (4,-1,8)
Connected (5,-1,8) -> (5,0,8)
Ignored (5,-2,8) because it's out of bounds.
Connected (5,-1,8) -> (5,-1,9)
Connected (5,-1,8) -> (5,-1,7)
====================
5,-1,9 (5,-1,9)
Connected (5,-1,9) -> (6,-1,9)
Connected (5,-1,9) -> (4,-1,9)
Connected (5,-1,9) -> (5,0,9)
Ignored (5,-2,9) because it's out of bounds.
Connected (5,-1,9) -> (5,-1,10)
Connected (5,-1,9) -> (5,-1,8)
====================
5,-1,10 (5,-1,10)
Connected (5,-1,10) -> (6,-1,10)
Connected (5,-1,10) -> (4,-1,10)
Connected (5,-1,10) -> (5,0,10)
Ignored (5,-2,10) because it's out of bounds.
Connected (5,-1,10) -> (5,-1,11)
Connected (5,-1,10) -> (5,-1,9)
====================
5,-1,11 (5,-1,11)
Connected (5,-1,11) -> (6,-1,11)
Connected (5,-1,11) -> (4,-1,11)
Connected (5,-1,11) -> (5,0,11)
Ignored (5,-2,11) because it's out of bounds.
Connected (5,-1,11) -> (5,-1,12)
Connected (5,-1,11) -> (5,-1,10)
====================
5,-1,12 (5,-1,12)
Connected (5,-1,12) -> (6,-1,12)
Connected (5,-1,12) -> (4,-1,12)
Connected (5,-1,12) -> (5,0,12)
Ignored (5,-2,12) because it's out of bounds.
Connected (5,-1,12) -> (5,-1,13)
Connected (5,-1,12) -> (5,-1,11)
====================
5,-1,13 (5,-1,13)
Connected (5,-1,13) -> (6,-1,13)
Connected (5,-1,13) -> (4,-1,13)
Connected (5,-1,13) -> (5,0,13)
Ignored (5,-2,13) because it's out of bounds.
Connected (5,-1,13) -> (5,-1,14)
Connected (5,-1,13) -> (5,-1,12)
====================
5,-1,14 (5,-1,14)
Connected (5,-1,14) -> (6,-1,14)
Connected (5,-1,14) -> (4,-1,14)
Connected (5,-1,14) -> (5,0,14)
Ignored (5,-2,14) because it's out of bounds.
Connected (5,-1,14) -> (5,-1,15)
Connected (5,-1,14) -> (5,-1,13)
====================
5,-1,15 (5,-1,15)
Connected (5,-1,15) -> (6,-1,15)
Connected (5,-1,15) -> (4,-1,15)
Connected (5,-1,15) -> (5,0,15)
Ignored (5,-2,15) because it's out of bounds.
Connected (5,-1,15) -> (5,-1,16)
Connected (5,-1,15) -> (5,-1,14)
====================
5,-1,16 (5,-1,16)
Connected (5,-1,16) -> (6,-1,16)
Connected (5,-1,16) -> (4,-1,16)
Connected (5,-1,16) -> (5,0,16)
Ignored (5,-2,16) because it's out of bounds.
Connected (5,-1,16) -> (5,-1,17)
Connected (5,-1,16) -> (5,-1,15)
====================
5,-1,17 (5,-1,17)
Connected (5,-1,17) -> (6,-1,17)
Connected (5,-1,17) -> (4,-1,17)
Connected (5,-1,17) -> (5,0,17)
Ignored (5,-2,17) because it's out of bounds.
Connected (5,-1,17) -> (5,-1,18)
Connected (5,-1,17) -> (5,-1,16)
====================
5,-1,18 (5,-1,18)
Connected (5,-1,18) -> (6,-1,18)
Connected (5,-1,18) -> (4,-1,18)
Connected (5,-1,18) -> (5,0,18)
Ignored (5,-2,18) because it's out of bounds.
Connected (5,-1,18) -> (5,-1,19)
Connected (5,-1,18) -> (5,-1,17)
====================
5,-1,19 (5,-1,19)
Connected (5,-1,19) -> (6,-1,19)
Connected (5,-1,19) -> (4,-1,19)
Connected (5,-1,19) -> (5,0,19)
Ignored (5,-2,19) because it's out of bounds.
Connected (5,-1,19) -> (5,-1,20)
Connected (5,-1,19) -> (5,-1,18)
====================
5,-1,20 (5,-1,20)
Connected (5,-1,20) -> (6,-1,20)
Connected (5,-1,20) -> (4,-1,20)
Connected (5,-1,20) -> (5,0,20)
Ignored (5,-2,20) because it's out of bounds.
Ignored (5,-1,21) because it's out of bounds.
Connected (5,-1,20) -> (5,-1,19)
====================
5,0,-1 (5,0,-1)
Connected (5,0,-1) -> (6,0,-1)
Connected (5,0,-1) -> (4,0,-1)
Connected (5,0,-1) -> (5,1,-1)
Connected (5,0,-1) -> (5,-1,-1)
Connected (5,0,-1) -> (5,0,0)
Ignored (5,0,-2) because it's out of bounds.
====================
5,0,0 (5,0,0)
Connected (5,0,0) -> (6,0,0)
Connected (5,0,0) -> (4,0,0)
Connected (5,0,0) -> (5,1,0)
Connected (5,0,0) -> (5,-1,0)
Connected (5,0,0) -> (5,0,1)
Connected (5,0,0) -> (5,0,-1)
====================
5,0,1 (5,0,1)
Connected (5,0,1) -> (6,0,1)
Connected (5,0,1) -> (4,0,1)
Connected (5,0,1) -> (5,1,1)
Connected (5,0,1) -> (5,-1,1)
Connected (5,0,1) -> (5,0,2)
Connected (5,0,1) -> (5,0,0)
====================
5,0,2 (5,0,2)
Connected (5,0,2) -> (6,0,2)
Connected (5,0,2) -> (4,0,2)
Connected (5,0,2) -> (5,1,2)
Connected (5,0,2) -> (5,-1,2)
Connected (5,0,2) -> (5,0,3)
Connected (5,0,2) -> (5,0,1)
====================
5,0,3 (5,0,3)
Connected (5,0,3) -> (6,0,3)
Connected (5,0,3) -> (4,0,3)
Connected (5,0,3) -> (5,1,3)
Connected (5,0,3) -> (5,-1,3)
Connected (5,0,3) -> (5,0,4)
Connected (5,0,3) -> (5,0,2)
====================
5,0,4 (5,0,4)
Connected (5,0,4) -> (6,0,4)
Connected (5,0,4) -> (4,0,4)
Connected (5,0,4) -> (5,1,4)
Connected (5,0,4) -> (5,-1,4)
Connected (5,0,4) -> (5,0,5)
Connected (5,0,4) -> (5,0,3)
====================
5,0,5 (5,0,5)
Connected (5,0,5) -> (6,0,5)
Connected (5,0,5) -> (4,0,5)
Connected (5,0,5) -> (5,1,5)
Connected (5,0,5) -> (5,-1,5)
Connected (5,0,5) -> (5,0,6)
Connected (5,0,5) -> (5,0,4)
====================
5,0,6 (5,0,6)
Connected (5,0,6) -> (6,0,6)
Connected (5,0,6) -> (4,0,6)
Connected (5,0,6) -> (5,1,6)
Connected (5,0,6) -> (5,-1,6)
Connected (5,0,6) -> (5,0,7)
Connected (5,0,6) -> (5,0,5)
====================
5,0,7 (5,0,7)
Connected (5,0,7) -> (6,0,7)
Connected (5,0,7) -> (4,0,7)
Ignored (5,1,7) because a block exists there.
Connected (5,0,7) -> (5,-1,7)
Connected (5,0,7) -> (5,0,8)
Connected (5,0,7) -> (5,0,6)
====================
5,0,8 (5,0,8)
Connected (5,0,8) -> (6,0,8)
Connected (5,0,8) -> (4,0,8)
Connected (5,0,8) -> (5,1,8)
Connected (5,0,8) -> (5,-1,8)
Connected (5,0,8) -> (5,0,9)
Connected (5,0,8) -> (5,0,7)
====================
5,0,9 (5,0,9)
Connected (5,0,9) -> (6,0,9)
Connected (5,0,9) -> (4,0,9)
Connected (5,0,9) -> (5,1,9)
Connected (5,0,9) -> (5,-1,9)
Connected (5,0,9) -> (5,0,10)
Connected (5,0,9) -> (5,0,8)
====================
5,0,10 (5,0,10)
Connected (5,0,10) -> (6,0,10)
Connected (5,0,10) -> (4,0,10)
Connected (5,0,10) -> (5,1,10)
Connected (5,0,10) -> (5,-1,10)
Connected (5,0,10) -> (5,0,11)
Connected (5,0,10) -> (5,0,9)
====================
5,0,11 (5,0,11)
Connected (5,0,11) -> (6,0,11)
Connected (5,0,11) -> (4,0,11)
Connected (5,0,11) -> (5,1,11)
Connected (5,0,11) -> (5,-1,11)
Connected (5,0,11) -> (5,0,12)
Connected (5,0,11) -> (5,0,10)
====================
5,0,12 (5,0,12)
Connected (5,0,12) -> (6,0,12)
Connected (5,0,12) -> (4,0,12)
Connected (5,0,12) -> (5,1,12)
Connected (5,0,12) -> (5,-1,12)
Connected (5,0,12) -> (5,0,13)
Connected (5,0,12) -> (5,0,11)
====================
5,0,13 (5,0,13)
Connected (5,0,13) -> (6,0,13)
Connected (5,0,13) -> (4,0,13)
Connected (5,0,13) -> (5,1,13)
Connected (5,0,13) -> (5,-1,13)
Connected (5,0,13) -> (5,0,14)
Connected (5,0,13) -> (5,0,12)
====================
5,0,14 (5,0,14)
Connected (5,0,14) -> (6,0,14)
Connected (5,0,14) -> (4,0,14)
Connected (5,0,14) -> (5,1,14)
Connected (5,0,14) -> (5,-1,14)
Connected (5,0,14) -> (5,0,15)
Connected (5,0,14) -> (5,0,13)
====================
5,0,15 (5,0,15)
Connected (5,0,15) -> (6,0,15)
Connected (5,0,15) -> (4,0,15)
Connected (5,0,15) -> (5,1,15)
Connected (5,0,15) -> (5,-1,15)
Connected (5,0,15) -> (5,0,16)
Connected (5,0,15) -> (5,0,14)
====================
5,0,16 (5,0,16)
Connected (5,0,16) -> (6,0,16)
Connected (5,0,16) -> (4,0,16)
Connected (5,0,16) -> (5,1,16)
Connected (5,0,16) -> (5,-1,16)
Connected (5,0,16) -> (5,0,17)
Connected (5,0,16) -> (5,0,15)
====================
5,0,17 (5,0,17)
Connected (5,0,17) -> (6,0,17)
Connected (5,0,17) -> (4,0,17)
Connected (5,0,17) -> (5,1,17)
Connected (5,0,17) -> (5,-1,17)
Connected (5,0,17) -> (5,0,18)
Connected (5,0,17) -> (5,0,16)
====================
5,0,18 (5,0,18)
Connected (5,0,18) -> (6,0,18)
Connected (5,0,18) -> (4,0,18)
Connected (5,0,18) -> (5,1,18)
Connected (5,0,18) -> (5,-1,18)
Connected (5,0,18) -> (5,0,19)
Connected (5,0,18) -> (5,0,17)
====================
5,0,19 (5,0,19)
Connected (5,0,19) -> (6,0,19)
Connected (5,0,19) -> (4,0,19)
Connected (5,0,19) -> (5,1,19)
Connected (5,0,19) -> (5,-1,19)
Connected (5,0,19) -> (5,0,20)
Connected (5,0,19) -> (5,0,18)
====================
5,0,20 (5,0,20)
Connected (5,0,20) -> (6,0,20)
Connected (5,0,20) -> (4,0,20)
Connected (5,0,20) -> (5,1,20)
Connected (5,0,20) -> (5,-1,20)
Ignored (5,0,21) because it's out of bounds.
Connected (5,0,20) -> (5,0,19)
====================
5,1,-1 (5,1,-1)
Connected (5,1,-1) -> (6,1,-1)
Connected (5,1,-1) -> (4,1,-1)
Connected (5,1,-1) -> (5,2,-1)
Connected (5,1,-1) -> (5,0,-1)
Connected (5,1,-1) -> (5,1,0)
Ignored (5,1,-2) because it's out of bounds.
====================
5,1,0 (5,1,0)
Connected (5,1,0) -> (6,1,0)
Connected (5,1,0) -> (4,1,0)
Connected (5,1,0) -> (5,2,0)
Connected (5,1,0) -> (5,0,0)
Connected (5,1,0) -> (5,1,1)
Connected (5,1,0) -> (5,1,-1)
====================
5,1,1 (5,1,1)
Connected (5,1,1) -> (6,1,1)
Connected (5,1,1) -> (4,1,1)
Connected (5,1,1) -> (5,2,1)
Connected (5,1,1) -> (5,0,1)
Connected (5,1,1) -> (5,1,2)
Connected (5,1,1) -> (5,1,0)
====================
5,1,2 (5,1,2)
Connected (5,1,2) -> (6,1,2)
Connected (5,1,2) -> (4,1,2)
Connected (5,1,2) -> (5,2,2)
Connected (5,1,2) -> (5,0,2)
Connected (5,1,2) -> (5,1,3)
Connected (5,1,2) -> (5,1,1)
====================
5,1,3 (5,1,3)
Connected (5,1,3) -> (6,1,3)
Connected (5,1,3) -> (4,1,3)
Connected (5,1,3) -> (5,2,3)
Connected (5,1,3) -> (5,0,3)
Connected (5,1,3) -> (5,1,4)
Connected (5,1,3) -> (5,1,2)
====================
5,1,4 (5,1,4)
Connected (5,1,4) -> (6,1,4)
Connected (5,1,4) -> (4,1,4)
Connected (5,1,4) -> (5,2,4)
Connected (5,1,4) -> (5,0,4)
Connected (5,1,4) -> (5,1,5)
Connected (5,1,4) -> (5,1,3)
====================
5,1,5 (5,1,5)
Connected (5,1,5) -> (6,1,5)
Connected (5,1,5) -> (4,1,5)
Ignored (5,2,5) because a block exists there.
Connected (5,1,5) -> (5,0,5)
Connected (5,1,5) -> (5,1,6)
Connected (5,1,5) -> (5,1,4)
====================
5,1,6 (5,1,6)
Connected (5,1,6) -> (6,1,6)
Connected (5,1,6) -> (4,1,6)
Connected (5,1,6) -> (5,2,6)
Connected (5,1,6) -> (5,0,6)
Ignored (5,1,7) because a block exists there.
Connected (5,1,6) -> (5,1,5)
====================
5,1,8 (5,1,8)
Connected (5,1,8) -> (6,1,8)
Connected (5,1,8) -> (4,1,8)
Connected (5,1,8) -> (5,2,8)
Connected (5,1,8) -> (5,0,8)
Connected (5,1,8) -> (5,1,9)
Ignored (5,1,7) because a block exists there.
====================
5,1,9 (5,1,9)
Connected (5,1,9) -> (6,1,9)
Connected (5,1,9) -> (4,1,9)
Ignored (5,2,9) because a block exists there.
Connected (5,1,9) -> (5,0,9)
Connected (5,1,9) -> (5,1,10)
Connected (5,1,9) -> (5,1,8)
====================
5,1,10 (5,1,10)
Connected (5,1,10) -> (6,1,10)
Connected (5,1,10) -> (4,1,10)
Ignored (5,2,10) because a block exists there.
Connected (5,1,10) -> (5,0,10)
Connected (5,1,10) -> (5,1,11)
Connected (5,1,10) -> (5,1,9)
====================
5,1,11 (5,1,11)
Connected (5,1,11) -> (6,1,11)
Connected (5,1,11) -> (4,1,11)
Ignored (5,2,11) because a block exists there.
Connected (5,1,11) -> (5,0,11)
Connected (5,1,11) -> (5,1,12)
Connected (5,1,11) -> (5,1,10)
====================
5,1,12 (5,1,12)
Ignored (6,1,12) because a block exists there.
Connected (5,1,12) -> (4,1,12)
Ignored (5,2,12) because a block exists there.
Connected (5,1,12) -> (5,0,12)
Connected (5,1,12) -> (5,1,13)
Connected (5,1,12) -> (5,1,11)
====================
5,1,13 (5,1,13)
Connected (5,1,13) -> (6,1,13)
Connected (5,1,13) -> (4,1,13)
Connected (5,1,13) -> (5,2,13)
Connected (5,1,13) -> (5,0,13)
Connected (5,1,13) -> (5,1,14)
Connected (5,1,13) -> (5,1,12)
====================
5,1,14 (5,1,14)
Connected (5,1,14) -> (6,1,14)
Connected (5,1,14) -> (4,1,14)
Connected (5,1,14) -> (5,2,14)
Connected (5,1,14) -> (5,0,14)
Connected (5,1,14) -> (5,1,15)
Connected (5,1,14) -> (5,1,13)
====================
5,1,15 (5,1,15)
Connected (5,1,15) -> (6,1,15)
Connected (5,1,15) -> (4,1,15)
Connected (5,1,15) -> (5,2,15)
Connected (5,1,15) -> (5,0,15)
Connected (5,1,15) -> (5,1,16)
Connected (5,1,15) -> (5,1,14)
====================
5,1,16 (5,1,16)
Connected (5,1,16) -> (6,1,16)
Connected (5,1,16) -> (4,1,16)
Connected (5,1,16) -> (5,2,16)
Connected (5,1,16) -> (5,0,16)
Connected (5,1,16) -> (5,1,17)
Connected (5,1,16) -> (5,1,15)
====================
5,1,17 (5,1,17)
Connected (5,1,17) -> (6,1,17)
Connected (5,1,17) -> (4,1,17)
Connected (5,1,17) -> (5,2,17)
Connected (5,1,17) -> (5,0,17)
Connected (5,1,17) -> (5,1,18)
Connected (5,1,17) -> (5,1,16)
====================
5,1,18 (5,1,18)
Connected (5,1,18) -> (6,1,18)
Connected (5,1,18) -> (4,1,18)
Connected (5,1,18) -> (5,2,18)
Connected (5,1,18) -> (5,0,18)
Connected (5,1,18) -> (5,1,19)
Connected (5,1,18) -> (5,1,17)
====================
5,1,19 (5,1,19)
Connected (5,1,19) -> (6,1,19)
Connected (5,1,19) -> (4,1,19)
Connected (5,1,19) -> (5,2,19)
Connected (5,1,19) -> (5,0,19)
Connected (5,1,19) -> (5,1,20)
Connected (5,1,19) -> (5,1,18)
====================
5,1,20 (5,1,20)
Connected (5,1,20) -> (6,1,20)
Connected (5,1,20) -> (4,1,20)
Connected (5,1,20) -> (5,2,20)
Connected (5,1,20) -> (5,0,20)
Ignored (5,1,21) because it's out of bounds.
Connected (5,1,20) -> (5,1,19)
====================
5,2,-1 (5,2,-1)
Connected (5,2,-1) -> (6,2,-1)
Connected (5,2,-1) -> (4,2,-1)
Connected (5,2,-1) -> (5,3,-1)
Connected (5,2,-1) -> (5,1,-1)
Connected (5,2,-1) -> (5,2,0)
Ignored (5,2,-2) because it's out of bounds.
====================
5,2,0 (5,2,0)
Connected (5,2,0) -> (6,2,0)
Connected (5,2,0) -> (4,2,0)
Connected (5,2,0) -> (5,3,0)
Connected (5,2,0) -> (5,1,0)
Connected (5,2,0) -> (5,2,1)
Connected (5,2,0) -> (5,2,-1)
====================
5,2,1 (5,2,1)
Connected (5,2,1) -> (6,2,1)
Connected (5,2,1) -> (4,2,1)
Connected (5,2,1) -> (5,3,1)
Connected (5,2,1) -> (5,1,1)
Connected (5,2,1) -> (5,2,2)
Connected (5,2,1) -> (5,2,0)
====================
5,2,2 (5,2,2)
Connected (5,2,2) -> (6,2,2)
Connected (5,2,2) -> (4,2,2)
Connected (5,2,2) -> (5,3,2)
Connected (5,2,2) -> (5,1,2)
Connected (5,2,2) -> (5,2,3)
Connected (5,2,2) -> (5,2,1)
====================
5,2,3 (5,2,3)
Connected (5,2,3) -> (6,2,3)
Connected (5,2,3) -> (4,2,3)
Connected (5,2,3) -> (5,3,3)
Connected (5,2,3) -> (5,1,3)
Connected (5,2,3) -> (5,2,4)
Connected (5,2,3) -> (5,2,2)
====================
5,2,4 (5,2,4)
Connected (5,2,4) -> (6,2,4)
Connected (5,2,4) -> (4,2,4)
Connected (5,2,4) -> (5,3,4)
Connected (5,2,4) -> (5,1,4)
Ignored (5,2,5) because a block exists there.
Connected (5,2,4) -> (5,2,3)
====================
5,2,6 (5,2,6)
Ignored (6,2,6) because a block exists there.
Connected (5,2,6) -> (4,2,6)
Ignored (5,3,6) because a block exists there.
Connected (5,2,6) -> (5,1,6)
Connected (5,2,6) -> (5,2,7)
Ignored (5,2,5) because a block exists there.
====================
5,2,7 (5,2,7)
Ignored (6,2,7) because a block exists there.
Connected (5,2,7) -> (4,2,7)
Ignored (5,3,7) because a block exists there.
Ignored (5,1,7) because a block exists there.
Connected (5,2,7) -> (5,2,8)
Connected (5,2,7) -> (5,2,6)
====================
5,2,8 (5,2,8)
Ignored (6,2,8) because a block exists there.
Connected (5,2,8) -> (4,2,8)
Ignored (5,3,8) because a block exists there.
Connected (5,2,8) -> (5,1,8)
Ignored (5,2,9) because a block exists there.
Connected (5,2,8) -> (5,2,7)
====================
5,2,13 (5,2,13)
Ignored (6,2,13) because a block exists there.
Connected (5,2,13) -> (4,2,13)
Ignored (5,3,13) because a block exists there.
Connected (5,2,13) -> (5,1,13)
Connected (5,2,13) -> (5,2,14)
Ignored (5,2,12) because a block exists there.
====================
5,2,14 (5,2,14)
Connected (5,2,14) -> (6,2,14)
Connected (5,2,14) -> (4,2,14)
Connected (5,2,14) -> (5,3,14)
Connected (5,2,14) -> (5,1,14)
Connected (5,2,14) -> (5,2,15)
Connected (5,2,14) -> (5,2,13)
====================
5,2,15 (5,2,15)
Connected (5,2,15) -> (6,2,15)
Connected (5,2,15) -> (4,2,15)
Connected (5,2,15) -> (5,3,15)
Connected (5,2,15) -> (5,1,15)
Connected (5,2,15) -> (5,2,16)
Connected (5,2,15) -> (5,2,14)
====================
5,2,16 (5,2,16)
Connected (5,2,16) -> (6,2,16)
Connected (5,2,16) -> (4,2,16)
Connected (5,2,16) -> (5,3,16)
Connected (5,2,16) -> (5,1,16)
Connected (5,2,16) -> (5,2,17)
Connected (5,2,16) -> (5,2,15)
====================
5,2,17 (5,2,17)
Connected (5,2,17) -> (6,2,17)
Connected (5,2,17) -> (4,2,17)
Connected (5,2,17) -> (5,3,17)
Connected (5,2,17) -> (5,1,17)
Connected (5,2,17) -> (5,2,18)
Connected (5,2,17) -> (5,2,16)
====================
5,2,18 (5,2,18)
Connected (5,2,18) -> (6,2,18)
Connected (5,2,18) -> (4,2,18)
Connected (5,2,18) -> (5,3,18)
Connected (5,2,18) -> (5,1,18)
Connected (5,2,18) -> (5,2,19)
Connected (5,2,18) -> (5,2,17)
====================
5,2,19 (5,2,19)
Connected (5,2,19) -> (6,2,19)
Connected (5,2,19) -> (4,2,19)
Connected (5,2,19) -> (5,3,19)
Connected (5,2,19) -> (5,1,19)
Connected (5,2,19) -> (5,2,20)
Connected (5,2,19) -> (5,2,18)
====================
5,2,20 (5,2,20)
Connected (5,2,20) -> (6,2,20)
Connected (5,2,20) -> (4,2,20)
Connected (5,2,20) -> (5,3,20)
Connected (5,2,20) -> (5,1,20)
Ignored (5,2,21) because it's out of bounds.
Connected (5,2,20) -> (5,2,19)
====================
5,3,-1 (5,3,-1)
Connected (5,3,-1) -> (6,3,-1)
Connected (5,3,-1) -> (4,3,-1)
Connected (5,3,-1) -> (5,4,-1)
Connected (5,3,-1) -> (5,2,-1)
Connected (5,3,-1) -> (5,3,0)
Ignored (5,3,-2) because it's out of bounds.
====================
5,3,0 (5,3,0)
Connected (5,3,0) -> (6,3,0)
Connected (5,3,0) -> (4,3,0)
Connected (5,3,0) -> (5,4,0)
Connected (5,3,0) -> (5,2,0)
Connected (5,3,0) -> (5,3,1)
Connected (5,3,0) -> (5,3,-1)
====================
5,3,1 (5,3,1)
Connected (5,3,1) -> (6,3,1)
Connected (5,3,1) -> (4,3,1)
Connected (5,3,1) -> (5,4,1)
Connected (5,3,1) -> (5,2,1)
Connected (5,3,1) -> (5,3,2)
Connected (5,3,1) -> (5,3,0)
====================
5,3,2 (5,3,2)
Connected (5,3,2) -> (6,3,2)
Connected (5,3,2) -> (4,3,2)
Connected (5,3,2) -> (5,4,2)
Connected (5,3,2) -> (5,2,2)
Connected (5,3,2) -> (5,3,3)
Connected (5,3,2) -> (5,3,1)
====================
5,3,3 (5,3,3)
Connected (5,3,3) -> (6,3,3)
Connected (5,3,3) -> (4,3,3)
Connected (5,3,3) -> (5,4,3)
Connected (5,3,3) -> (5,2,3)
Connected (5,3,3) -> (5,3,4)
Connected (5,3,3) -> (5,3,2)
====================
5,3,4 (5,3,4)
Connected (5,3,4) -> (6,3,4)
Connected (5,3,4) -> (4,3,4)
Ignored (5,4,4) because a block exists there.
Connected (5,3,4) -> (5,2,4)
Connected (5,3,4) -> (5,3,5)
Connected (5,3,4) -> (5,3,3)
====================
5,3,5 (5,3,5)
Ignored (6,3,5) because a block exists there.
Connected (5,3,5) -> (4,3,5)
Ignored (5,4,5) because a block exists there.
Ignored (5,2,5) because a block exists there.
Ignored (5,3,6) because a block exists there.
Connected (5,3,5) -> (5,3,4)
====================
5,3,14 (5,3,14)
Ignored (6,3,14) because a block exists there.
Connected (5,3,14) -> (4,3,14)
Ignored (5,4,14) because a block exists there.
Connected (5,3,14) -> (5,2,14)
Connected (5,3,14) -> (5,3,15)
Ignored (5,3,13) because a block exists there.
====================
5,3,15 (5,3,15)
Connected (5,3,15) -> (6,3,15)
Connected (5,3,15) -> (4,3,15)
Ignored (5,4,15) because a block exists there.
Connected (5,3,15) -> (5,2,15)
Connected (5,3,15) -> (5,3,16)
Connected (5,3,15) -> (5,3,14)
====================
5,3,16 (5,3,16)
Connected (5,3,16) -> (6,3,16)
Connected (5,3,16) -> (4,3,16)
Connected (5,3,16) -> (5,4,16)
Connected (5,3,16) -> (5,2,16)
Connected (5,3,16) -> (5,3,17)
Connected (5,3,16) -> (5,3,15)
====================
5,3,17 (5,3,17)
Connected (5,3,17) -> (6,3,17)
Connected (5,3,17) -> (4,3,17)
Connected (5,3,17) -> (5,4,17)
Connected (5,3,17) -> (5,2,17)
Connected (5,3,17) -> (5,3,18)
Connected (5,3,17) -> (5,3,16)
====================
5,3,18 (5,3,18)
Connected (5,3,18) -> (6,3,18)
Connected (5,3,18) -> (4,3,18)
Connected (5,3,18) -> (5,4,18)
Connected (5,3,18) -> (5,2,18)
Connected (5,3,18) -> (5,3,19)
Connected (5,3,18) -> (5,3,17)
====================
5,3,19 (5,3,19)
Connected (5,3,19) -> (6,3,19)
Connected (5,3,19) -> (4,3,19)
Connected (5,3,19) -> (5,4,19)
Connected (5,3,19) -> (5,2,19)
Connected (5,3,19) -> (5,3,20)
Connected (5,3,19) -> (5,3,18)
====================
5,3,20 (5,3,20)
Connected (5,3,20) -> (6,3,20)
Connected (5,3,20) -> (4,3,20)
Connected (5,3,20) -> (5,4,20)
Connected (5,3,20) -> (5,2,20)
Ignored (5,3,21) because it's out of bounds.
Connected (5,3,20) -> (5,3,19)
====================
5,4,-1 (5,4,-1)
Connected (5,4,-1) -> (6,4,-1)
Connected (5,4,-1) -> (4,4,-1)
Connected (5,4,-1) -> (5,5,-1)
Connected (5,4,-1) -> (5,3,-1)
Connected (5,4,-1) -> (5,4,0)
Ignored (5,4,-2) because it's out of bounds.
====================
5,4,0 (5,4,0)
Connected (5,4,0) -> (6,4,0)
Connected (5,4,0) -> (4,4,0)
Connected (5,4,0) -> (5,5,0)
Connected (5,4,0) -> (5,3,0)
Connected (5,4,0) -> (5,4,1)
Connected (5,4,0) -> (5,4,-1)
====================
5,4,1 (5,4,1)
Connected (5,4,1) -> (6,4,1)
Connected (5,4,1) -> (4,4,1)
Connected (5,4,1) -> (5,5,1)
Connected (5,4,1) -> (5,3,1)
Connected (5,4,1) -> (5,4,2)
Connected (5,4,1) -> (5,4,0)
====================
5,4,2 (5,4,2)
Connected (5,4,2) -> (6,4,2)
Connected (5,4,2) -> (4,4,2)
Connected (5,4,2) -> (5,5,2)
Connected (5,4,2) -> (5,3,2)
Connected (5,4,2) -> (5,4,3)
Connected (5,4,2) -> (5,4,1)
====================
5,4,3 (5,4,3)
Connected (5,4,3) -> (6,4,3)
Connected (5,4,3) -> (4,4,3)
Ignored (5,5,3) because a block exists there.
Connected (5,4,3) -> (5,3,3)
Ignored (5,4,4) because a block exists there.
Connected (5,4,3) -> (5,4,2)
====================
5,4,16 (5,4,16)
Connected (5,4,16) -> (6,4,16)
Connected (5,4,16) -> (4,4,16)
Ignored (5,5,16) because a block exists there.
Connected (5,4,16) -> (5,3,16)
Connected (5,4,16) -> (5,4,17)
Ignored (5,4,15) because a block exists there.
====================
5,4,17 (5,4,17)
Connected (5,4,17) -> (6,4,17)
Connected (5,4,17) -> (4,4,17)
Connected (5,4,17) -> (5,5,17)
Connected (5,4,17) -> (5,3,17)
Connected (5,4,17) -> (5,4,18)
Connected (5,4,17) -> (5,4,16)
====================
5,4,18 (5,4,18)
Connected (5,4,18) -> (6,4,18)
Connected (5,4,18) -> (4,4,18)
Connected (5,4,18) -> (5,5,18)
Connected (5,4,18) -> (5,3,18)
Connected (5,4,18) -> (5,4,19)
Connected (5,4,18) -> (5,4,17)
====================
5,4,19 (5,4,19)
Connected (5,4,19) -> (6,4,19)
Connected (5,4,19) -> (4,4,19)
Connected (5,4,19) -> (5,5,19)
Connected (5,4,19) -> (5,3,19)
Connected (5,4,19) -> (5,4,20)
Connected (5,4,19) -> (5,4,18)
====================
5,4,20 (5,4,20)
Connected (5,4,20) -> (6,4,20)
Connected (5,4,20) -> (4,4,20)
Connected (5,4,20) -> (5,5,20)
Connected (5,4,20) -> (5,3,20)
Ignored (5,4,21) because it's out of bounds.
Connected (5,4,20) -> (5,4,19)
====================
5,5,-1 (5,5,-1)
Connected (5,5,-1) -> (6,5,-1)
Connected (5,5,-1) -> (4,5,-1)
Connected (5,5,-1) -> (5,6,-1)
Connected (5,5,-1) -> (5,4,-1)
Connected (5,5,-1) -> (5,5,0)
Ignored (5,5,-2) because it's out of bounds.
====================
5,5,0 (5,5,0)
Connected (5,5,0) -> (6,5,0)
Connected (5,5,0) -> (4,5,0)
Connected (5,5,0) -> (5,6,0)
Connected (5,5,0) -> (5,4,0)
Connected (5,5,0) -> (5,5,1)
Connected (5,5,0) -> (5,5,-1)
====================
5,5,1 (5,5,1)
Connected (5,5,1) -> (6,5,1)
Connected (5,5,1) -> (4,5,1)
Connected (5,5,1) -> (5,6,1)
Connected (5,5,1) -> (5,4,1)
Connected (5,5,1) -> (5,5,2)
Connected (5,5,1) -> (5,5,0)
====================
5,5,2 (5,5,2)
Connected (5,5,2) -> (6,5,2)
Connected (5,5,2) -> (4,5,2)
Connected (5,5,2) -> (5,6,2)
Connected (5,5,2) -> (5,4,2)
Ignored (5,5,3) because a block exists there.
Connected (5,5,2) -> (5,5,1)
====================
5,5,4 (5,5,4)
Ignored (6,5,4) because a block exists there.
Ignored (4,5,4) because a block exists there.
Ignored (5,6,4) because a block exists there.
Ignored (5,4,4) because a block exists there.
Ignored (5,5,5) because a block exists there.
Ignored (5,5,3) because a block exists there.
====================
5,5,7 (5,5,7)
Ignored (6,5,7) because a block exists there.
Ignored (4,5,7) because a block exists there.
Ignored (5,6,7) because a block exists there.
Ignored (5,4,7) because a block exists there.
Connected (5,5,7) -> (5,5,8)
Ignored (5,5,6) because a block exists there.
====================
5,5,8 (5,5,8)
Connected (5,5,8) -> (6,5,8)
Ignored (4,5,8) because a block exists there.
Connected (5,5,8) -> (5,6,8)
Ignored (5,4,8) because a block exists there.
Ignored (5,5,9) because a block exists there.
Connected (5,5,8) -> (5,5,7)
====================
5,5,10 (5,5,10)
Connected (5,5,10) -> (6,5,10)
Ignored (4,5,10) because a block exists there.
Connected (5,5,10) -> (5,6,10)
Ignored (5,4,10) because a block exists there.
Connected (5,5,10) -> (5,5,11)
Ignored (5,5,9) because a block exists there.
====================
5,5,11 (5,5,11)
Connected (5,5,11) -> (6,5,11)
Ignored (4,5,11) because a block exists there.
Ignored (5,6,11) because a block exists there.
Ignored (5,4,11) because a block exists there.
Ignored (5,5,12) because a block exists there.
Connected (5,5,11) -> (5,5,10)
====================
5,5,17 (5,5,17)
Connected (5,5,17) -> (6,5,17)
Connected (5,5,17) -> (4,5,17)
Connected (5,5,17) -> (5,6,17)
Connected (5,5,17) -> (5,4,17)
Connected (5,5,17) -> (5,5,18)
Ignored (5,5,16) because a block exists there.
====================
5,5,18 (5,5,18)
Connected (5,5,18) -> (6,5,18)
Connected (5,5,18) -> (4,5,18)
Connected (5,5,18) -> (5,6,18)
Connected (5,5,18) -> (5,4,18)
Connected (5,5,18) -> (5,5,19)
Connected (5,5,18) -> (5,5,17)
====================
5,5,19 (5,5,19)
Connected (5,5,19) -> (6,5,19)
Connected (5,5,19) -> (4,5,19)
Connected (5,5,19) -> (5,6,19)
Connected (5,5,19) -> (5,4,19)
Connected (5,5,19) -> (5,5,20)
Connected (5,5,19) -> (5,5,18)
====================
5,5,20 (5,5,20)
Connected (5,5,20) -> (6,5,20)
Connected (5,5,20) -> (4,5,20)
Connected (5,5,20) -> (5,6,20)
Connected (5,5,20) -> (5,4,20)
Ignored (5,5,21) because it's out of bounds.
Connected (5,5,20) -> (5,5,19)
====================
5,6,-1 (5,6,-1)
Connected (5,6,-1) -> (6,6,-1)
Connected (5,6,-1) -> (4,6,-1)
Connected (5,6,-1) -> (5,7,-1)
Connected (5,6,-1) -> (5,5,-1)
Connected (5,6,-1) -> (5,6,0)
Ignored (5,6,-2) because it's out of bounds.
====================
5,6,0 (5,6,0)
Connected (5,6,0) -> (6,6,0)
Connected (5,6,0) -> (4,6,0)
Connected (5,6,0) -> (5,7,0)
Connected (5,6,0) -> (5,5,0)
Connected (5,6,0) -> (5,6,1)
Connected (5,6,0) -> (5,6,-1)
====================
5,6,1 (5,6,1)
Connected (5,6,1) -> (6,6,1)
Connected (5,6,1) -> (4,6,1)
Connected (5,6,1) -> (5,7,1)
Connected (5,6,1) -> (5,5,1)
Connected (5,6,1) -> (5,6,2)
Connected (5,6,1) -> (5,6,0)
====================
5,6,2 (5,6,2)
Connected (5,6,2) -> (6,6,2)
Connected (5,6,2) -> (4,6,2)
Ignored (5,7,2) because a block exists there.
Connected (5,6,2) -> (5,5,2)
Ignored (5,6,3) because a block exists there.
Connected (5,6,2) -> (5,6,1)
====================
5,6,6 (5,6,6)
Connected (5,6,6) -> (6,6,6)
Ignored (4,6,6) because a block exists there.
Connected (5,6,6) -> (5,7,6)
Ignored (5,5,6) because a block exists there.
Ignored (5,6,7) because a block exists there.
Ignored (5,6,5) because a block exists there.
====================
5,6,8 (5,6,8)
Connected (5,6,8) -> (6,6,8)
Ignored (4,6,8) because a block exists there.
Ignored (5,7,8) because a block exists there.
Connected (5,6,8) -> (5,5,8)
Connected (5,6,8) -> (5,6,9)
Ignored (5,6,7) because a block exists there.
====================
5,6,9 (5,6,9)
Connected (5,6,9) -> (6,6,9)
Connected (5,6,9) -> (4,6,9)
Connected (5,6,9) -> (5,7,9)
Ignored (5,5,9) because a block exists there.
Connected (5,6,9) -> (5,6,10)
Connected (5,6,9) -> (5,6,8)
====================
5,6,10 (5,6,10)
Ignored (6,6,10) because a block exists there.
Connected (5,6,10) -> (4,6,10)
Ignored (5,7,10) because a block exists there.
Connected (5,6,10) -> (5,5,10)
Ignored (5,6,11) because a block exists there.
Connected (5,6,10) -> (5,6,9)
====================
5,6,12 (5,6,12)
Connected (5,6,12) -> (6,6,12)
Ignored (4,6,12) because a block exists there.
Connected (5,6,12) -> (5,7,12)
Ignored (5,5,12) because a block exists there.
Ignored (5,6,13) because a block exists there.
Ignored (5,6,11) because a block exists there.
====================
5,6,17 (5,6,17)
Connected (5,6,17) -> (6,6,17)
Connected (5,6,17) -> (4,6,17)
Connected (5,6,17) -> (5,7,17)
Connected (5,6,17) -> (5,5,17)
Connected (5,6,17) -> (5,6,18)
Ignored (5,6,16) because a block exists there.
====================
5,6,18 (5,6,18)
Connected (5,6,18) -> (6,6,18)
Connected (5,6,18) -> (4,6,18)
Connected (5,6,18) -> (5,7,18)
Connected (5,6,18) -> (5,5,18)
Connected (5,6,18) -> (5,6,19)
Connected (5,6,18) -> (5,6,17)
====================
5,6,19 (5,6,19)
Connected (5,6,19) -> (6,6,19)
Connected (5,6,19) -> (4,6,19)
Connected (5,6,19) -> (5,7,19)
Connected (5,6,19) -> (5,5,19)
Connected (5,6,19) -> (5,6,20)
Connected (5,6,19) -> (5,6,18)
====================
5,6,20 (5,6,20)
Connected (5,6,20) -> (6,6,20)
Connected (5,6,20) -> (4,6,20)
Connected (5,6,20) -> (5,7,20)
Connected (5,6,20) -> (5,5,20)
Ignored (5,6,21) because it's out of bounds.
Connected (5,6,20) -> (5,6,19)
====================
5,7,-1 (5,7,-1)
Connected (5,7,-1) -> (6,7,-1)
Connected (5,7,-1) -> (4,7,-1)
Connected (5,7,-1) -> (5,8,-1)
Connected (5,7,-1) -> (5,6,-1)
Connected (5,7,-1) -> (5,7,0)
Ignored (5,7,-2) because it's out of bounds.
====================
5,7,0 (5,7,0)
Connected (5,7,0) -> (6,7,0)
Connected (5,7,0) -> (4,7,0)
Connected (5,7,0) -> (5,8,0)
Connected (5,7,0) -> (5,6,0)
Connected (5,7,0) -> (5,7,1)
Connected (5,7,0) -> (5,7,-1)
====================
5,7,1 (5,7,1)
Connected (5,7,1) -> (6,7,1)
Connected (5,7,1) -> (4,7,1)
Connected (5,7,1) -> (5,8,1)
Connected (5,7,1) -> (5,6,1)
Ignored (5,7,2) because a block exists there.
Connected (5,7,1) -> (5,7,0)
====================
5,7,6 (5,7,6)
Connected (5,7,6) -> (6,7,6)
Ignored (4,7,6) because a block exists there.
Connected (5,7,6) -> (5,8,6)
Connected (5,7,6) -> (5,6,6)
Connected (5,7,6) -> (5,7,7)
Ignored (5,7,5) because a block exists there.
====================
5,7,7 (5,7,7)
Connected (5,7,7) -> (6,7,7)
Ignored (4,7,7) because a block exists there.
Ignored (5,8,7) because a block exists there.
Ignored (5,6,7) because a block exists there.
Ignored (5,7,8) because a block exists there.
Connected (5,7,7) -> (5,7,6)
====================
5,7,9 (5,7,9)
Connected (5,7,9) -> (6,7,9)
Connected (5,7,9) -> (4,7,9)
Connected (5,7,9) -> (5,8,9)
Connected (5,7,9) -> (5,6,9)
Ignored (5,7,10) because a block exists there.
Ignored (5,7,8) because a block exists there.
====================
5,7,11 (5,7,11)
Connected (5,7,11) -> (6,7,11)
Ignored (4,7,11) because a block exists there.
Connected (5,7,11) -> (5,8,11)
Ignored (5,6,11) because a block exists there.
Connected (5,7,11) -> (5,7,12)
Ignored (5,7,10) because a block exists there.
====================
5,7,12 (5,7,12)
Connected (5,7,12) -> (6,7,12)
Ignored (4,7,12) because a block exists there.
Connected (5,7,12) -> (5,8,12)
Connected (5,7,12) -> (5,6,12)
Connected (5,7,12) -> (5,7,13)
Connected (5,7,12) -> (5,7,11)
====================
5,7,13 (5,7,13)
Connected (5,7,13) -> (6,7,13)
Ignored (4,7,13) because a block exists there.
Ignored (5,8,13) because a block exists there.
Ignored (5,6,13) because a block exists there.
Ignored (5,7,14) because a block exists there.
Connected (5,7,13) -> (5,7,12)
====================
5,7,17 (5,7,17)
Ignored (6,7,17) because a block exists there.
Connected (5,7,17) -> (4,7,17)
Connected (5,7,17) -> (5,8,17)
Connected (5,7,17) -> (5,6,17)
Connected (5,7,17) -> (5,7,18)
Ignored (5,7,16) because a block exists there.
====================
5,7,18 (5,7,18)
Ignored (6,7,18) because a block exists there.
Connected (5,7,18) -> (4,7,18)
Connected (5,7,18) -> (5,8,18)
Connected (5,7,18) -> (5,6,18)
Connected (5,7,18) -> (5,7,19)
Connected (5,7,18) -> (5,7,17)
====================
5,7,19 (5,7,19)
Connected (5,7,19) -> (6,7,19)
Connected (5,7,19) -> (4,7,19)
Connected (5,7,19) -> (5,8,19)
Connected (5,7,19) -> (5,6,19)
Connected (5,7,19) -> (5,7,20)
Connected (5,7,19) -> (5,7,18)
====================
5,7,20 (5,7,20)
Connected (5,7,20) -> (6,7,20)
Connected (5,7,20) -> (4,7,20)
Connected (5,7,20) -> (5,8,20)
Connected (5,7,20) -> (5,6,20)
Ignored (5,7,21) because it's out of bounds.
Connected (5,7,20) -> (5,7,19)
====================
5,8,-1 (5,8,-1)
Connected (5,8,-1) -> (6,8,-1)
Connected (5,8,-1) -> (4,8,-1)
Connected (5,8,-1) -> (5,9,-1)
Connected (5,8,-1) -> (5,7,-1)
Connected (5,8,-1) -> (5,8,0)
Ignored (5,8,-2) because it's out of bounds.
====================
5,8,0 (5,8,0)
Connected (5,8,0) -> (6,8,0)
Connected (5,8,0) -> (4,8,0)
Connected (5,8,0) -> (5,9,0)
Connected (5,8,0) -> (5,7,0)
Connected (5,8,0) -> (5,8,1)
Connected (5,8,0) -> (5,8,-1)
====================
5,8,1 (5,8,1)
Ignored (6,8,1) because a block exists there.
Connected (5,8,1) -> (4,8,1)
Connected (5,8,1) -> (5,9,1)
Connected (5,8,1) -> (5,7,1)
Ignored (5,8,2) because a block exists there.
Connected (5,8,1) -> (5,8,0)
====================
5,8,6 (5,8,6)
Connected (5,8,6) -> (6,8,6)
Ignored (4,8,6) because a block exists there.
Connected (5,8,6) -> (5,9,6)
Connected (5,8,6) -> (5,7,6)
Ignored (5,8,7) because a block exists there.
Ignored (5,8,5) because a block exists there.
====================
5,8,8 (5,8,8)
Connected (5,8,8) -> (6,8,8)
Connected (5,8,8) -> (4,8,8)
Connected (5,8,8) -> (5,9,8)
Ignored (5,7,8) because a block exists there.
Connected (5,8,8) -> (5,8,9)
Ignored (5,8,7) because a block exists there.
====================
5,8,9 (5,8,9)
Connected (5,8,9) -> (6,8,9)
Connected (5,8,9) -> (4,8,9)
Connected (5,8,9) -> (5,9,9)
Connected (5,8,9) -> (5,7,9)
Connected (5,8,9) -> (5,8,10)
Connected (5,8,9) -> (5,8,8)
====================
5,8,10 (5,8,10)
Connected (5,8,10) -> (6,8,10)
Connected (5,8,10) -> (4,8,10)
Connected (5,8,10) -> (5,9,10)
Ignored (5,7,10) because a block exists there.
Connected (5,8,10) -> (5,8,11)
Connected (5,8,10) -> (5,8,9)
====================
5,8,11 (5,8,11)
Connected (5,8,11) -> (6,8,11)
Connected (5,8,11) -> (4,8,11)
Connected (5,8,11) -> (5,9,11)
Connected (5,8,11) -> (5,7,11)
Connected (5,8,11) -> (5,8,12)
Connected (5,8,11) -> (5,8,10)
====================
5,8,12 (5,8,12)
Connected (5,8,12) -> (6,8,12)
Ignored (4,8,12) because a block exists there.
Connected (5,8,12) -> (5,9,12)
Connected (5,8,12) -> (5,7,12)
Ignored (5,8,13) because a block exists there.
Connected (5,8,12) -> (5,8,11)
====================
5,8,14 (5,8,14)
Connected (5,8,14) -> (6,8,14)
Ignored (4,8,14) because a block exists there.
Connected (5,8,14) -> (5,9,14)
Ignored (5,7,14) because a block exists there.
Ignored (5,8,15) because a block exists there.
Ignored (5,8,13) because a block exists there.
====================
5,8,17 (5,8,17)
Ignored (6,8,17) because a block exists there.
Connected (5,8,17) -> (4,8,17)
Ignored (5,9,17) because a block exists there.
Connected (5,8,17) -> (5,7,17)
Connected (5,8,17) -> (5,8,18)
Ignored (5,8,16) because a block exists there.
====================
5,8,18 (5,8,18)
Connected (5,8,18) -> (6,8,18)
Connected (5,8,18) -> (4,8,18)
Connected (5,8,18) -> (5,9,18)
Connected (5,8,18) -> (5,7,18)
Connected (5,8,18) -> (5,8,19)
Connected (5,8,18) -> (5,8,17)
====================
5,8,19 (5,8,19)
Connected (5,8,19) -> (6,8,19)
Connected (5,8,19) -> (4,8,19)
Connected (5,8,19) -> (5,9,19)
Connected (5,8,19) -> (5,7,19)
Connected (5,8,19) -> (5,8,20)
Connected (5,8,19) -> (5,8,18)
====================
5,8,20 (5,8,20)
Connected (5,8,20) -> (6,8,20)
Connected (5,8,20) -> (4,8,20)
Connected (5,8,20) -> (5,9,20)
Connected (5,8,20) -> (5,7,20)
Ignored (5,8,21) because it's out of bounds.
Connected (5,8,20) -> (5,8,19)
====================
5,9,-1 (5,9,-1)
Connected (5,9,-1) -> (6,9,-1)
Connected (5,9,-1) -> (4,9,-1)
Connected (5,9,-1) -> (5,10,-1)
Connected (5,9,-1) -> (5,8,-1)
Connected (5,9,-1) -> (5,9,0)
Ignored (5,9,-2) because it's out of bounds.
====================
5,9,0 (5,9,0)
Connected (5,9,0) -> (6,9,0)
Connected (5,9,0) -> (4,9,0)
Connected (5,9,0) -> (5,10,0)
Connected (5,9,0) -> (5,8,0)
Connected (5,9,0) -> (5,9,1)
Connected (5,9,0) -> (5,9,-1)
====================
5,9,1 (5,9,1)
Ignored (6,9,1) because a block exists there.
Connected (5,9,1) -> (4,9,1)
Connected (5,9,1) -> (5,10,1)
Connected (5,9,1) -> (5,8,1)
Ignored (5,9,2) because a block exists there.
Connected (5,9,1) -> (5,9,0)
====================
5,9,6 (5,9,6)
Connected (5,9,6) -> (6,9,6)
Ignored (4,9,6) because a block exists there.
Connected (5,9,6) -> (5,10,6)
Connected (5,9,6) -> (5,8,6)
Connected (5,9,6) -> (5,9,7)
Ignored (5,9,5) because a block exists there.
====================
5,9,7 (5,9,7)
Connected (5,9,7) -> (6,9,7)
Connected (5,9,7) -> (4,9,7)
Connected (5,9,7) -> (5,10,7)
Ignored (5,8,7) because a block exists there.
Connected (5,9,7) -> (5,9,8)
Connected (5,9,7) -> (5,9,6)
====================
5,9,8 (5,9,8)
Connected (5,9,8) -> (6,9,8)
Connected (5,9,8) -> (4,9,8)
Connected (5,9,8) -> (5,10,8)
Connected (5,9,8) -> (5,8,8)
Connected (5,9,8) -> (5,9,9)
Connected (5,9,8) -> (5,9,7)
====================
5,9,9 (5,9,9)
Connected (5,9,9) -> (6,9,9)
Connected (5,9,9) -> (4,9,9)
Connected (5,9,9) -> (5,10,9)
Connected (5,9,9) -> (5,8,9)
Connected (5,9,9) -> (5,9,10)
Connected (5,9,9) -> (5,9,8)
====================
5,9,10 (5,9,10)
Connected (5,9,10) -> (6,9,10)
Ignored (4,9,10) because a block exists there.
Connected (5,9,10) -> (5,10,10)
Connected (5,9,10) -> (5,8,10)
Connected (5,9,10) -> (5,9,11)
Connected (5,9,10) -> (5,9,9)
====================
5,9,11 (5,9,11)
Connected (5,9,11) -> (6,9,11)
Ignored (4,9,11) because a block exists there.
Connected (5,9,11) -> (5,10,11)
Connected (5,9,11) -> (5,8,11)
Connected (5,9,11) -> (5,9,12)
Connected (5,9,11) -> (5,9,10)
====================
5,9,12 (5,9,12)
Connected (5,9,12) -> (6,9,12)
Ignored (4,9,12) because a block exists there.
Connected (5,9,12) -> (5,10,12)
Connected (5,9,12) -> (5,8,12)
Ignored (5,9,13) because a block exists there.
Connected (5,9,12) -> (5,9,11)
====================
5,9,14 (5,9,14)
Connected (5,9,14) -> (6,9,14)
Ignored (4,9,14) because a block exists there.
Ignored (5,10,14) because a block exists there.
Connected (5,9,14) -> (5,8,14)
Ignored (5,9,15) because a block exists there.
Ignored (5,9,13) because a block exists there.
====================
5,9,18 (5,9,18)
Ignored (6,9,18) because a block exists there.
Connected (5,9,18) -> (4,9,18)
Connected (5,9,18) -> (5,10,18)
Connected (5,9,18) -> (5,8,18)
Connected (5,9,18) -> (5,9,19)
Ignored (5,9,17) because a block exists there.
====================
5,9,19 (5,9,19)
Connected (5,9,19) -> (6,9,19)
Connected (5,9,19) -> (4,9,19)
Connected (5,9,19) -> (5,10,19)
Connected (5,9,19) -> (5,8,19)
Connected (5,9,19) -> (5,9,20)
Connected (5,9,19) -> (5,9,18)
====================
5,9,20 (5,9,20)
Connected (5,9,20) -> (6,9,20)
Connected (5,9,20) -> (4,9,20)
Connected (5,9,20) -> (5,10,20)
Connected (5,9,20) -> (5,8,20)
Ignored (5,9,21) because it's out of bounds.
Connected (5,9,20) -> (5,9,19)
====================
5,10,-1 (5,10,-1)
Connected (5,10,-1) -> (6,10,-1)
Connected (5,10,-1) -> (4,10,-1)
Connected (5,10,-1) -> (5,11,-1)
Connected (5,10,-1) -> (5,9,-1)
Connected (5,10,-1) -> (5,10,0)
Ignored (5,10,-2) because it's out of bounds.
====================
5,10,0 (5,10,0)
Connected (5,10,0) -> (6,10,0)
Connected (5,10,0) -> (4,10,0)
Connected (5,10,0) -> (5,11,0)
Connected (5,10,0) -> (5,9,0)
Connected (5,10,0) -> (5,10,1)
Connected (5,10,0) -> (5,10,-1)
====================
5,10,1 (5,10,1)
Connected (5,10,1) -> (6,10,1)
Connected (5,10,1) -> (4,10,1)
Connected (5,10,1) -> (5,11,1)
Connected (5,10,1) -> (5,9,1)
Connected (5,10,1) -> (5,10,2)
Connected (5,10,1) -> (5,10,0)
====================
5,10,2 (5,10,2)
Ignored (6,10,2) because a block exists there.
Connected (5,10,2) -> (4,10,2)
Connected (5,10,2) -> (5,11,2)
Ignored (5,9,2) because a block exists there.
Ignored (5,10,3) because a block exists there.
Connected (5,10,2) -> (5,10,1)
====================
5,10,6 (5,10,6)
Connected (5,10,6) -> (6,10,6)
Ignored (4,10,6) because a block exists there.
Connected (5,10,6) -> (5,11,6)
Connected (5,10,6) -> (5,9,6)
Connected (5,10,6) -> (5,10,7)
Ignored (5,10,5) because a block exists there.
====================
5,10,7 (5,10,7)
Connected (5,10,7) -> (6,10,7)
Connected (5,10,7) -> (4,10,7)
Connected (5,10,7) -> (5,11,7)
Connected (5,10,7) -> (5,9,7)
Connected (5,10,7) -> (5,10,8)
Connected (5,10,7) -> (5,10,6)
====================
5,10,8 (5,10,8)
Connected (5,10,8) -> (6,10,8)
Connected (5,10,8) -> (4,10,8)
Connected (5,10,8) -> (5,11,8)
Connected (5,10,8) -> (5,9,8)
Connected (5,10,8) -> (5,10,9)
Connected (5,10,8) -> (5,10,7)
====================
5,10,9 (5,10,9)
Connected (5,10,9) -> (6,10,9)
Connected (5,10,9) -> (4,10,9)
Ignored (5,11,9) because a block exists there.
Connected (5,10,9) -> (5,9,9)
Connected (5,10,9) -> (5,10,10)
Connected (5,10,9) -> (5,10,8)
====================
5,10,10 (5,10,10)
Connected (5,10,10) -> (6,10,10)
Connected (5,10,10) -> (4,10,10)
Connected (5,10,10) -> (5,11,10)
Connected (5,10,10) -> (5,9,10)
Connected (5,10,10) -> (5,10,11)
Connected (5,10,10) -> (5,10,9)
====================
5,10,11 (5,10,11)
Connected (5,10,11) -> (6,10,11)
Connected (5,10,11) -> (4,10,11)
Ignored (5,11,11) because a block exists there.
Connected (5,10,11) -> (5,9,11)
Connected (5,10,11) -> (5,10,12)
Connected (5,10,11) -> (5,10,10)
====================
5,10,12 (5,10,12)
Connected (5,10,12) -> (6,10,12)
Connected (5,10,12) -> (4,10,12)
Connected (5,10,12) -> (5,11,12)
Connected (5,10,12) -> (5,9,12)
Connected (5,10,12) -> (5,10,13)
Connected (5,10,12) -> (5,10,11)
====================
5,10,13 (5,10,13)
Connected (5,10,13) -> (6,10,13)
Ignored (4,10,13) because a block exists there.
Connected (5,10,13) -> (5,11,13)
Ignored (5,9,13) because a block exists there.
Ignored (5,10,14) because a block exists there.
Connected (5,10,13) -> (5,10,12)
====================
5,10,18 (5,10,18)
Connected (5,10,18) -> (6,10,18)
Connected (5,10,18) -> (4,10,18)
Connected (5,10,18) -> (5,11,18)
Connected (5,10,18) -> (5,9,18)
Connected (5,10,18) -> (5,10,19)
Ignored (5,10,17) because a block exists there.
====================
5,10,19 (5,10,19)
Connected (5,10,19) -> (6,10,19)
Connected (5,10,19) -> (4,10,19)
Connected (5,10,19) -> (5,11,19)
Connected (5,10,19) -> (5,9,19)
Connected (5,10,19) -> (5,10,20)
Connected (5,10,19) -> (5,10,18)
====================
5,10,20 (5,10,20)
Connected (5,10,20) -> (6,10,20)
Connected (5,10,20) -> (4,10,20)
Connected (5,10,20) -> (5,11,20)
Connected (5,10,20) -> (5,9,20)
Ignored (5,10,21) because it's out of bounds.
Connected (5,10,20) -> (5,10,19)
====================
5,11,-1 (5,11,-1)
Connected (5,11,-1) -> (6,11,-1)
Connected (5,11,-1) -> (4,11,-1)
Connected (5,11,-1) -> (5,12,-1)
Connected (5,11,-1) -> (5,10,-1)
Connected (5,11,-1) -> (5,11,0)
Ignored (5,11,-2) because it's out of bounds.
====================
5,11,0 (5,11,0)
Connected (5,11,0) -> (6,11,0)
Connected (5,11,0) -> (4,11,0)
Connected (5,11,0) -> (5,12,0)
Connected (5,11,0) -> (5,10,0)
Connected (5,11,0) -> (5,11,1)
Connected (5,11,0) -> (5,11,-1)
====================
5,11,1 (5,11,1)
Connected (5,11,1) -> (6,11,1)
Connected (5,11,1) -> (4,11,1)
Connected (5,11,1) -> (5,12,1)
Connected (5,11,1) -> (5,10,1)
Connected (5,11,1) -> (5,11,2)
Connected (5,11,1) -> (5,11,0)
====================
5,11,2 (5,11,2)
Ignored (6,11,2) because a block exists there.
Ignored (4,11,2) because a block exists there.
Ignored (5,12,2) because a block exists there.
Connected (5,11,2) -> (5,10,2)
Ignored (5,11,3) because a block exists there.
Connected (5,11,2) -> (5,11,1)
====================
5,11,6 (5,11,6)
Connected (5,11,6) -> (6,11,6)
Connected (5,11,6) -> (4,11,6)
Ignored (5,12,6) because a block exists there.
Connected (5,11,6) -> (5,10,6)
Connected (5,11,6) -> (5,11,7)
Ignored (5,11,5) because a block exists there.
====================
5,11,7 (5,11,7)
Connected (5,11,7) -> (6,11,7)
Ignored (4,11,7) because a block exists there.
Connected (5,11,7) -> (5,12,7)
Connected (5,11,7) -> (5,10,7)
Connected (5,11,7) -> (5,11,8)
Connected (5,11,7) -> (5,11,6)
====================
5,11,8 (5,11,8)
Connected (5,11,8) -> (6,11,8)
Connected (5,11,8) -> (4,11,8)
Ignored (5,12,8) because a block exists there.
Connected (5,11,8) -> (5,10,8)
Ignored (5,11,9) because a block exists there.
Connected (5,11,8) -> (5,11,7)
====================
5,11,10 (5,11,10)
Connected (5,11,10) -> (6,11,10)
Connected (5,11,10) -> (4,11,10)
Connected (5,11,10) -> (5,12,10)
Connected (5,11,10) -> (5,10,10)
Ignored (5,11,11) because a block exists there.
Ignored (5,11,9) because a block exists there.
====================
5,11,12 (5,11,12)
Connected (5,11,12) -> (6,11,12)
Ignored (4,11,12) because a block exists there.
Connected (5,11,12) -> (5,12,12)
Connected (5,11,12) -> (5,10,12)
Connected (5,11,12) -> (5,11,13)
Ignored (5,11,11) because a block exists there.
====================
5,11,13 (5,11,13)
Connected (5,11,13) -> (6,11,13)
Ignored (4,11,13) because a block exists there.
Connected (5,11,13) -> (5,12,13)
Connected (5,11,13) -> (5,10,13)
Connected (5,11,13) -> (5,11,14)
Connected (5,11,13) -> (5,11,12)
====================
5,11,14 (5,11,14)
Ignored (6,11,14) because a block exists there.
Ignored (4,11,14) because a block exists there.
Ignored (5,12,14) because a block exists there.
Ignored (5,10,14) because a block exists there.
Ignored (5,11,15) because a block exists there.
Connected (5,11,14) -> (5,11,13)
====================
5,11,18 (5,11,18)
Connected (5,11,18) -> (6,11,18)
Connected (5,11,18) -> (4,11,18)
Connected (5,11,18) -> (5,12,18)
Connected (5,11,18) -> (5,10,18)
Connected (5,11,18) -> (5,11,19)
Ignored (5,11,17) because a block exists there.
====================
5,11,19 (5,11,19)
Connected (5,11,19) -> (6,11,19)
Connected (5,11,19) -> (4,11,19)
Connected (5,11,19) -> (5,12,19)
Connected (5,11,19) -> (5,10,19)
Connected (5,11,19) -> (5,11,20)
Connected (5,11,19) -> (5,11,18)
====================
5,11,20 (5,11,20)
Connected (5,11,20) -> (6,11,20)
Connected (5,11,20) -> (4,11,20)
Connected (5,11,20) -> (5,12,20)
Connected (5,11,20) -> (5,10,20)
Ignored (5,11,21) because it's out of bounds.
Connected (5,11,20) -> (5,11,19)
====================
5,12,-1 (5,12,-1)
Connected (5,12,-1) -> (6,12,-1)
Connected (5,12,-1) -> (4,12,-1)
Connected (5,12,-1) -> (5,13,-1)
Connected (5,12,-1) -> (5,11,-1)
Connected (5,12,-1) -> (5,12,0)
Ignored (5,12,-2) because it's out of bounds.
====================
5,12,0 (5,12,0)
Connected (5,12,0) -> (6,12,0)
Connected (5,12,0) -> (4,12,0)
Connected (5,12,0) -> (5,13,0)
Connected (5,12,0) -> (5,11,0)
Connected (5,12,0) -> (5,12,1)
Connected (5,12,0) -> (5,12,-1)
====================
5,12,1 (5,12,1)
Connected (5,12,1) -> (6,12,1)
Connected (5,12,1) -> (4,12,1)
Connected (5,12,1) -> (5,13,1)
Connected (5,12,1) -> (5,11,1)
Ignored (5,12,2) because a block exists there.
Connected (5,12,1) -> (5,12,0)
====================
5,12,5 (5,12,5)
Connected (5,12,5) -> (6,12,5)
Ignored (4,12,5) because a block exists there.
Ignored (5,13,5) because a block exists there.
Ignored (5,11,5) because a block exists there.
Ignored (5,12,6) because a block exists there.
Ignored (5,12,4) because a block exists there.
====================
5,12,7 (5,12,7)
Connected (5,12,7) -> (6,12,7)
Ignored (4,12,7) because a block exists there.
Connected (5,12,7) -> (5,13,7)
Connected (5,12,7) -> (5,11,7)
Ignored (5,12,8) because a block exists there.
Ignored (5,12,6) because a block exists there.
====================
5,12,9 (5,12,9)
Connected (5,12,9) -> (6,12,9)
Connected (5,12,9) -> (4,12,9)
Ignored (5,13,9) because a block exists there.
Ignored (5,11,9) because a block exists there.
Connected (5,12,9) -> (5,12,10)
Ignored (5,12,8) because a block exists there.
====================
5,12,10 (5,12,10)
Connected (5,12,10) -> (6,12,10)
Ignored (4,12,10) because a block exists there.
Connected (5,12,10) -> (5,13,10)
Connected (5,12,10) -> (5,11,10)
Connected (5,12,10) -> (5,12,11)
Connected (5,12,10) -> (5,12,9)
====================
5,12,11 (5,12,11)
Connected (5,12,11) -> (6,12,11)
Connected (5,12,11) -> (4,12,11)
Connected (5,12,11) -> (5,13,11)
Ignored (5,11,11) because a block exists there.
Connected (5,12,11) -> (5,12,12)
Connected (5,12,11) -> (5,12,10)
====================
5,12,12 (5,12,12)
Connected (5,12,12) -> (6,12,12)
Ignored (4,12,12) because a block exists there.
Ignored (5,13,12) because a block exists there.
Connected (5,12,12) -> (5,11,12)
Connected (5,12,12) -> (5,12,13)
Connected (5,12,12) -> (5,12,11)
====================
5,12,13 (5,12,13)
Connected (5,12,13) -> (6,12,13)
Ignored (4,12,13) because a block exists there.
Connected (5,12,13) -> (5,13,13)
Connected (5,12,13) -> (5,11,13)
Ignored (5,12,14) because a block exists there.
Connected (5,12,13) -> (5,12,12)
====================
5,12,17 (5,12,17)
Ignored (6,12,17) because a block exists there.
Connected (5,12,17) -> (4,12,17)
Connected (5,12,17) -> (5,13,17)
Ignored (5,11,17) because a block exists there.
Connected (5,12,17) -> (5,12,18)
Ignored (5,12,16) because a block exists there.
====================
5,12,18 (5,12,18)
Ignored (6,12,18) because a block exists there.
Connected (5,12,18) -> (4,12,18)
Connected (5,12,18) -> (5,13,18)
Connected (5,12,18) -> (5,11,18)
Connected (5,12,18) -> (5,12,19)
Connected (5,12,18) -> (5,12,17)
====================
5,12,19 (5,12,19)
Connected (5,12,19) -> (6,12,19)
Connected (5,12,19) -> (4,12,19)
Connected (5,12,19) -> (5,13,19)
Connected (5,12,19) -> (5,11,19)
Connected (5,12,19) -> (5,12,20)
Connected (5,12,19) -> (5,12,18)
====================
5,12,20 (5,12,20)
Connected (5,12,20) -> (6,12,20)
Connected (5,12,20) -> (4,12,20)
Connected (5,12,20) -> (5,13,20)
Connected (5,12,20) -> (5,11,20)
Ignored (5,12,21) because it's out of bounds.
Connected (5,12,20) -> (5,12,19)
====================
5,13,-1 (5,13,-1)
Connected (5,13,-1) -> (6,13,-1)
Connected (5,13,-1) -> (4,13,-1)
Connected (5,13,-1) -> (5,14,-1)
Connected (5,13,-1) -> (5,12,-1)
Connected (5,13,-1) -> (5,13,0)
Ignored (5,13,-2) because it's out of bounds.
====================
5,13,0 (5,13,0)
Connected (5,13,0) -> (6,13,0)
Connected (5,13,0) -> (4,13,0)
Connected (5,13,0) -> (5,14,0)
Connected (5,13,0) -> (5,12,0)
Connected (5,13,0) -> (5,13,1)
Connected (5,13,0) -> (5,13,-1)
====================
5,13,1 (5,13,1)
Connected (5,13,1) -> (6,13,1)
Connected (5,13,1) -> (4,13,1)
Connected (5,13,1) -> (5,14,1)
Connected (5,13,1) -> (5,12,1)
Connected (5,13,1) -> (5,13,2)
Connected (5,13,1) -> (5,13,0)
====================
5,13,2 (5,13,2)
Ignored (6,13,2) because a block exists there.
Connected (5,13,2) -> (4,13,2)
Connected (5,13,2) -> (5,14,2)
Ignored (5,12,2) because a block exists there.
Ignored (5,13,3) because a block exists there.
Connected (5,13,2) -> (5,13,1)
====================
5,13,6 (5,13,6)
Connected (5,13,6) -> (6,13,6)
Ignored (4,13,6) because a block exists there.
Ignored (5,14,6) because a block exists there.
Ignored (5,12,6) because a block exists there.
Connected (5,13,6) -> (5,13,7)
Ignored (5,13,5) because a block exists there.
====================
5,13,7 (5,13,7)
Connected (5,13,7) -> (6,13,7)
Ignored (4,13,7) because a block exists there.
Ignored (5,14,7) because a block exists there.
Connected (5,13,7) -> (5,12,7)
Ignored (5,13,8) because a block exists there.
Connected (5,13,7) -> (5,13,6)
====================
5,13,10 (5,13,10)
Connected (5,13,10) -> (6,13,10)
Ignored (4,13,10) because a block exists there.
Ignored (5,14,10) because a block exists there.
Connected (5,13,10) -> (5,12,10)
Connected (5,13,10) -> (5,13,11)
Ignored (5,13,9) because a block exists there.
====================
5,13,11 (5,13,11)
Connected (5,13,11) -> (6,13,11)
Ignored (4,13,11) because a block exists there.
Ignored (5,14,11) because a block exists there.
Connected (5,13,11) -> (5,12,11)
Ignored (5,13,12) because a block exists there.
Connected (5,13,11) -> (5,13,10)
====================
5,13,13 (5,13,13)
Ignored (6,13,13) because a block exists there.
Ignored (4,13,13) because a block exists there.
Connected (5,13,13) -> (5,14,13)
Connected (5,13,13) -> (5,12,13)
Ignored (5,13,14) because a block exists there.
Ignored (5,13,12) because a block exists there.
====================
5,13,17 (5,13,17)
Ignored (6,13,17) because a block exists there.
Connected (5,13,17) -> (4,13,17)
Connected (5,13,17) -> (5,14,17)
Connected (5,13,17) -> (5,12,17)
Connected (5,13,17) -> (5,13,18)
Ignored (5,13,16) because a block exists there.
====================
5,13,18 (5,13,18)
Connected (5,13,18) -> (6,13,18)
Connected (5,13,18) -> (4,13,18)
Connected (5,13,18) -> (5,14,18)
Connected (5,13,18) -> (5,12,18)
Connected (5,13,18) -> (5,13,19)
Connected (5,13,18) -> (5,13,17)
====================
5,13,19 (5,13,19)
Connected (5,13,19) -> (6,13,19)
Connected (5,13,19) -> (4,13,19)
Connected (5,13,19) -> (5,14,19)
Connected (5,13,19) -> (5,12,19)
Connected (5,13,19) -> (5,13,20)
Connected (5,13,19) -> (5,13,18)
====================
5,13,20 (5,13,20)
Connected (5,13,20) -> (6,13,20)
Connected (5,13,20) -> (4,13,20)
Connected (5,13,20) -> (5,14,20)
Connected (5,13,20) -> (5,12,20)
Ignored (5,13,21) because it's out of bounds.
Connected (5,13,20) -> (5,13,19)
====================
5,14,-1 (5,14,-1)
Connected (5,14,-1) -> (6,14,-1)
Connected (5,14,-1) -> (4,14,-1)
Connected (5,14,-1) -> (5,15,-1)
Connected (5,14,-1) -> (5,13,-1)
Connected (5,14,-1) -> (5,14,0)
Ignored (5,14,-2) because it's out of bounds.
====================
5,14,0 (5,14,0)
Connected (5,14,0) -> (6,14,0)
Connected (5,14,0) -> (4,14,0)
Connected (5,14,0) -> (5,15,0)
Connected (5,14,0) -> (5,13,0)
Connected (5,14,0) -> (5,14,1)
Connected (5,14,0) -> (5,14,-1)
====================
5,14,1 (5,14,1)
Connected (5,14,1) -> (6,14,1)
Connected (5,14,1) -> (4,14,1)
Connected (5,14,1) -> (5,15,1)
Connected (5,14,1) -> (5,13,1)
Connected (5,14,1) -> (5,14,2)
Connected (5,14,1) -> (5,14,0)
====================
5,14,2 (5,14,2)
Connected (5,14,2) -> (6,14,2)
Connected (5,14,2) -> (4,14,2)
Connected (5,14,2) -> (5,15,2)
Connected (5,14,2) -> (5,13,2)
Ignored (5,14,3) because a block exists there.
Connected (5,14,2) -> (5,14,1)
====================
5,14,13 (5,14,13)
Ignored (6,14,13) because a block exists there.
Ignored (4,14,13) because a block exists there.
Ignored (5,15,13) because a block exists there.
Connected (5,14,13) -> (5,13,13)
Ignored (5,14,14) because a block exists there.
Ignored (5,14,12) because a block exists there.
====================
5,14,15 (5,14,15)
Ignored (6,14,15) because a block exists there.
Ignored (4,14,15) because a block exists there.
Connected (5,14,15) -> (5,15,15)
Ignored (5,13,15) because a block exists there.
Ignored (5,14,16) because a block exists there.
Ignored (5,14,14) because a block exists there.
====================
5,14,17 (5,14,17)
Ignored (6,14,17) because a block exists there.
Connected (5,14,17) -> (4,14,17)
Connected (5,14,17) -> (5,15,17)
Connected (5,14,17) -> (5,13,17)
Connected (5,14,17) -> (5,14,18)
Ignored (5,14,16) because a block exists there.
====================
5,14,18 (5,14,18)
Connected (5,14,18) -> (6,14,18)
Connected (5,14,18) -> (4,14,18)
Connected (5,14,18) -> (5,15,18)
Connected (5,14,18) -> (5,13,18)
Connected (5,14,18) -> (5,14,19)
Connected (5,14,18) -> (5,14,17)
====================
5,14,19 (5,14,19)
Connected (5,14,19) -> (6,14,19)
Connected (5,14,19) -> (4,14,19)
Connected (5,14,19) -> (5,15,19)
Connected (5,14,19) -> (5,13,19)
Connected (5,14,19) -> (5,14,20)
Connected (5,14,19) -> (5,14,18)
====================
5,14,20 (5,14,20)
Connected (5,14,20) -> (6,14,20)
Connected (5,14,20) -> (4,14,20)
Connected (5,14,20) -> (5,15,20)
Connected (5,14,20) -> (5,13,20)
Ignored (5,14,21) because it's out of bounds.
Connected (5,14,20) -> (5,14,19)
====================
5,15,-1 (5,15,-1)
Connected (5,15,-1) -> (6,15,-1)
Connected (5,15,-1) -> (4,15,-1)
Connected (5,15,-1) -> (5,16,-1)
Connected (5,15,-1) -> (5,14,-1)
Connected (5,15,-1) -> (5,15,0)
Ignored (5,15,-2) because it's out of bounds.
====================
5,15,0 (5,15,0)
Connected (5,15,0) -> (6,15,0)
Connected (5,15,0) -> (4,15,0)
Connected (5,15,0) -> (5,16,0)
Connected (5,15,0) -> (5,14,0)
Connected (5,15,0) -> (5,15,1)
Connected (5,15,0) -> (5,15,-1)
====================
5,15,1 (5,15,1)
Connected (5,15,1) -> (6,15,1)
Connected (5,15,1) -> (4,15,1)
Connected (5,15,1) -> (5,16,1)
Connected (5,15,1) -> (5,14,1)
Connected (5,15,1) -> (5,15,2)
Connected (5,15,1) -> (5,15,0)
====================
5,15,2 (5,15,2)
Connected (5,15,2) -> (6,15,2)
Connected (5,15,2) -> (4,15,2)
Connected (5,15,2) -> (5,16,2)
Connected (5,15,2) -> (5,14,2)
Connected (5,15,2) -> (5,15,3)
Connected (5,15,2) -> (5,15,1)
====================
5,15,3 (5,15,3)
Connected (5,15,3) -> (6,15,3)
Connected (5,15,3) -> (4,15,3)
Connected (5,15,3) -> (5,16,3)
Ignored (5,14,3) because a block exists there.
Connected (5,15,3) -> (5,15,4)
Connected (5,15,3) -> (5,15,2)
====================
5,15,4 (5,15,4)
Ignored (6,15,4) because a block exists there.
Connected (5,15,4) -> (4,15,4)
Connected (5,15,4) -> (5,16,4)
Ignored (5,14,4) because a block exists there.
Ignored (5,15,5) because a block exists there.
Connected (5,15,4) -> (5,15,3)
====================
5,15,10 (5,15,10)
Ignored (6,15,10) because a block exists there.
Ignored (4,15,10) because a block exists there.
Ignored (5,16,10) because a block exists there.
Ignored (5,14,10) because a block exists there.
Ignored (5,15,11) because a block exists there.
Ignored (5,15,9) because a block exists there.
====================
5,15,15 (5,15,15)
Ignored (6,15,15) because a block exists there.
Connected (5,15,15) -> (4,15,15)
Connected (5,15,15) -> (5,16,15)
Connected (5,15,15) -> (5,14,15)
Connected (5,15,15) -> (5,15,16)
Ignored (5,15,14) because a block exists there.
====================
5,15,16 (5,15,16)
Connected (5,15,16) -> (6,15,16)
Connected (5,15,16) -> (4,15,16)
Connected (5,15,16) -> (5,16,16)
Ignored (5,14,16) because a block exists there.
Connected (5,15,16) -> (5,15,17)
Connected (5,15,16) -> (5,15,15)
====================
5,15,17 (5,15,17)
Connected (5,15,17) -> (6,15,17)
Connected (5,15,17) -> (4,15,17)
Connected (5,15,17) -> (5,16,17)
Connected (5,15,17) -> (5,14,17)
Connected (5,15,17) -> (5,15,18)
Connected (5,15,17) -> (5,15,16)
====================
5,15,18 (5,15,18)
Connected (5,15,18) -> (6,15,18)
Connected (5,15,18) -> (4,15,18)
Connected (5,15,18) -> (5,16,18)
Connected (5,15,18) -> (5,14,18)
Connected (5,15,18) -> (5,15,19)
Connected (5,15,18) -> (5,15,17)
====================
5,15,19 (5,15,19)
Connected (5,15,19) -> (6,15,19)
Connected (5,15,19) -> (4,15,19)
Connected (5,15,19) -> (5,16,19)
Connected (5,15,19) -> (5,14,19)
Connected (5,15,19) -> (5,15,20)
Connected (5,15,19) -> (5,15,18)
====================
5,15,20 (5,15,20)
Connected (5,15,20) -> (6,15,20)
Connected (5,15,20) -> (4,15,20)
Connected (5,15,20) -> (5,16,20)
Connected (5,15,20) -> (5,14,20)
Ignored (5,15,21) because it's out of bounds.
Connected (5,15,20) -> (5,15,19)
====================
5,16,-1 (5,16,-1)
Connected (5,16,-1) -> (6,16,-1)
Connected (5,16,-1) -> (4,16,-1)
Connected (5,16,-1) -> (5,17,-1)
Connected (5,16,-1) -> (5,15,-1)
Connected (5,16,-1) -> (5,16,0)
Ignored (5,16,-2) because it's out of bounds.
====================
5,16,0 (5,16,0)
Connected (5,16,0) -> (6,16,0)
Connected (5,16,0) -> (4,16,0)
Connected (5,16,0) -> (5,17,0)
Connected (5,16,0) -> (5,15,0)
Connected (5,16,0) -> (5,16,1)
Connected (5,16,0) -> (5,16,-1)
====================
5,16,1 (5,16,1)
Connected (5,16,1) -> (6,16,1)
Connected (5,16,1) -> (4,16,1)
Connected (5,16,1) -> (5,17,1)
Connected (5,16,1) -> (5,15,1)
Connected (5,16,1) -> (5,16,2)
Connected (5,16,1) -> (5,16,0)
====================
5,16,2 (5,16,2)
Connected (5,16,2) -> (6,16,2)
Connected (5,16,2) -> (4,16,2)
Connected (5,16,2) -> (5,17,2)
Connected (5,16,2) -> (5,15,2)
Connected (5,16,2) -> (5,16,3)
Connected (5,16,2) -> (5,16,1)
====================
5,16,3 (5,16,3)
Connected (5,16,3) -> (6,16,3)
Connected (5,16,3) -> (4,16,3)
Connected (5,16,3) -> (5,17,3)
Connected (5,16,3) -> (5,15,3)
Connected (5,16,3) -> (5,16,4)
Connected (5,16,3) -> (5,16,2)
====================
5,16,4 (5,16,4)
Connected (5,16,4) -> (6,16,4)
Connected (5,16,4) -> (4,16,4)
Connected (5,16,4) -> (5,17,4)
Connected (5,16,4) -> (5,15,4)
Connected (5,16,4) -> (5,16,5)
Connected (5,16,4) -> (5,16,3)
====================
5,16,5 (5,16,5)
Connected (5,16,5) -> (6,16,5)
Ignored (4,16,5) because a block exists there.
Connected (5,16,5) -> (5,17,5)
Ignored (5,15,5) because a block exists there.
Ignored (5,16,6) because a block exists there.
Connected (5,16,5) -> (5,16,4)
====================
5,16,13 (5,16,13)
Ignored (6,16,13) because a block exists there.
Connected (5,16,13) -> (4,16,13)
Connected (5,16,13) -> (5,17,13)
Ignored (5,15,13) because a block exists there.
Ignored (5,16,14) because a block exists there.
Ignored (5,16,12) because a block exists there.
====================
5,16,15 (5,16,15)
Ignored (6,16,15) because a block exists there.
Connected (5,16,15) -> (4,16,15)
Connected (5,16,15) -> (5,17,15)
Connected (5,16,15) -> (5,15,15)
Connected (5,16,15) -> (5,16,16)
Ignored (5,16,14) because a block exists there.
====================
5,16,16 (5,16,16)
Connected (5,16,16) -> (6,16,16)
Connected (5,16,16) -> (4,16,16)
Connected (5,16,16) -> (5,17,16)
Connected (5,16,16) -> (5,15,16)
Connected (5,16,16) -> (5,16,17)
Connected (5,16,16) -> (5,16,15)
====================
5,16,17 (5,16,17)
Connected (5,16,17) -> (6,16,17)
Connected (5,16,17) -> (4,16,17)
Connected (5,16,17) -> (5,17,17)
Connected (5,16,17) -> (5,15,17)
Connected (5,16,17) -> (5,16,18)
Connected (5,16,17) -> (5,16,16)
====================
5,16,18 (5,16,18)
Connected (5,16,18) -> (6,16,18)
Connected (5,16,18) -> (4,16,18)
Connected (5,16,18) -> (5,17,18)
Connected (5,16,18) -> (5,15,18)
Connected (5,16,18) -> (5,16,19)
Connected (5,16,18) -> (5,16,17)
====================
5,16,19 (5,16,19)
Connected (5,16,19) -> (6,16,19)
Connected (5,16,19) -> (4,16,19)
Connected (5,16,19) -> (5,17,19)
Connected (5,16,19) -> (5,15,19)
Connected (5,16,19) -> (5,16,20)
Connected (5,16,19) -> (5,16,18)
====================
5,16,20 (5,16,20)
Connected (5,16,20) -> (6,16,20)
Connected (5,16,20) -> (4,16,20)
Connected (5,16,20) -> (5,17,20)
Connected (5,16,20) -> (5,15,20)
Ignored (5,16,21) because it's out of bounds.
Connected (5,16,20) -> (5,16,19)
====================
5,17,-1 (5,17,-1)
Connected (5,17,-1) -> (6,17,-1)
Connected (5,17,-1) -> (4,17,-1)
Connected (5,17,-1) -> (5,18,-1)
Connected (5,17,-1) -> (5,16,-1)
Connected (5,17,-1) -> (5,17,0)
Ignored (5,17,-2) because it's out of bounds.
====================
5,17,0 (5,17,0)
Connected (5,17,0) -> (6,17,0)
Connected (5,17,0) -> (4,17,0)
Connected (5,17,0) -> (5,18,0)
Connected (5,17,0) -> (5,16,0)
Connected (5,17,0) -> (5,17,1)
Connected (5,17,0) -> (5,17,-1)
====================
5,17,1 (5,17,1)
Connected (5,17,1) -> (6,17,1)
Connected (5,17,1) -> (4,17,1)
Connected (5,17,1) -> (5,18,1)
Connected (5,17,1) -> (5,16,1)
Connected (5,17,1) -> (5,17,2)
Connected (5,17,1) -> (5,17,0)
====================
5,17,2 (5,17,2)
Connected (5,17,2) -> (6,17,2)
Connected (5,17,2) -> (4,17,2)
Connected (5,17,2) -> (5,18,2)
Connected (5,17,2) -> (5,16,2)
Connected (5,17,2) -> (5,17,3)
Connected (5,17,2) -> (5,17,1)
====================
5,17,3 (5,17,3)
Connected (5,17,3) -> (6,17,3)
Connected (5,17,3) -> (4,17,3)
Connected (5,17,3) -> (5,18,3)
Connected (5,17,3) -> (5,16,3)
Connected (5,17,3) -> (5,17,4)
Connected (5,17,3) -> (5,17,2)
====================
5,17,4 (5,17,4)
Connected (5,17,4) -> (6,17,4)
Connected (5,17,4) -> (4,17,4)
Connected (5,17,4) -> (5,18,4)
Connected (5,17,4) -> (5,16,4)
Connected (5,17,4) -> (5,17,5)
Connected (5,17,4) -> (5,17,3)
====================
5,17,5 (5,17,5)
Connected (5,17,5) -> (6,17,5)
Connected (5,17,5) -> (4,17,5)
Connected (5,17,5) -> (5,18,5)
Connected (5,17,5) -> (5,16,5)
Connected (5,17,5) -> (5,17,6)
Connected (5,17,5) -> (5,17,4)
====================
5,17,6 (5,17,6)
Connected (5,17,6) -> (6,17,6)
Connected (5,17,6) -> (4,17,6)
Connected (5,17,6) -> (5,18,6)
Ignored (5,16,6) because a block exists there.
Connected (5,17,6) -> (5,17,7)
Connected (5,17,6) -> (5,17,5)
====================
5,17,7 (5,17,7)
Connected (5,17,7) -> (6,17,7)
Connected (5,17,7) -> (4,17,7)
Connected (5,17,7) -> (5,18,7)
Ignored (5,16,7) because a block exists there.
Connected (5,17,7) -> (5,17,8)
Connected (5,17,7) -> (5,17,6)
====================
5,17,8 (5,17,8)
Ignored (6,17,8) because a block exists there.
Connected (5,17,8) -> (4,17,8)
Connected (5,17,8) -> (5,18,8)
Ignored (5,16,8) because a block exists there.
Ignored (5,17,9) because a block exists there.
Connected (5,17,8) -> (5,17,7)
====================
5,17,12 (5,17,12)
Ignored (6,17,12) because a block exists there.
Connected (5,17,12) -> (4,17,12)
Connected (5,17,12) -> (5,18,12)
Ignored (5,16,12) because a block exists there.
Connected (5,17,12) -> (5,17,13)
Ignored (5,17,11) because a block exists there.
====================
5,17,13 (5,17,13)
Ignored (6,17,13) because a block exists there.
Ignored (4,17,13) because a block exists there.
Connected (5,17,13) -> (5,18,13)
Connected (5,17,13) -> (5,16,13)
Connected (5,17,13) -> (5,17,14)
Connected (5,17,13) -> (5,17,12)
====================
5,17,14 (5,17,14)
Connected (5,17,14) -> (6,17,14)
Connected (5,17,14) -> (4,17,14)
Connected (5,17,14) -> (5,18,14)
Ignored (5,16,14) because a block exists there.
Connected (5,17,14) -> (5,17,15)
Connected (5,17,14) -> (5,17,13)
====================
5,17,15 (5,17,15)
Connected (5,17,15) -> (6,17,15)
Connected (5,17,15) -> (4,17,15)
Connected (5,17,15) -> (5,18,15)
Connected (5,17,15) -> (5,16,15)
Connected (5,17,15) -> (5,17,16)
Connected (5,17,15) -> (5,17,14)
====================
5,17,16 (5,17,16)
Connected (5,17,16) -> (6,17,16)
Connected (5,17,16) -> (4,17,16)
Connected (5,17,16) -> (5,18,16)
Connected (5,17,16) -> (5,16,16)
Connected (5,17,16) -> (5,17,17)
Connected (5,17,16) -> (5,17,15)
====================
5,17,17 (5,17,17)
Connected (5,17,17) -> (6,17,17)
Connected (5,17,17) -> (4,17,17)
Connected (5,17,17) -> (5,18,17)
Connected (5,17,17) -> (5,16,17)
Connected (5,17,17) -> (5,17,18)
Connected (5,17,17) -> (5,17,16)
====================
5,17,18 (5,17,18)
Connected (5,17,18) -> (6,17,18)
Connected (5,17,18) -> (4,17,18)
Connected (5,17,18) -> (5,18,18)
Connected (5,17,18) -> (5,16,18)
Connected (5,17,18) -> (5,17,19)
Connected (5,17,18) -> (5,17,17)
====================
5,17,19 (5,17,19)
Connected (5,17,19) -> (6,17,19)
Connected (5,17,19) -> (4,17,19)
Connected (5,17,19) -> (5,18,19)
Connected (5,17,19) -> (5,16,19)
Connected (5,17,19) -> (5,17,20)
Connected (5,17,19) -> (5,17,18)
====================
5,17,20 (5,17,20)
Connected (5,17,20) -> (6,17,20)
Connected (5,17,20) -> (4,17,20)
Connected (5,17,20) -> (5,18,20)
Connected (5,17,20) -> (5,16,20)
Ignored (5,17,21) because it's out of bounds.
Connected (5,17,20) -> (5,17,19)
====================
5,18,-1 (5,18,-1)
Connected (5,18,-1) -> (6,18,-1)
Connected (5,18,-1) -> (4,18,-1)
Connected (5,18,-1) -> (5,19,-1)
Connected (5,18,-1) -> (5,17,-1)
Connected (5,18,-1) -> (5,18,0)
Ignored (5,18,-2) because it's out of bounds.
====================
5,18,0 (5,18,0)
Connected (5,18,0) -> (6,18,0)
Connected (5,18,0) -> (4,18,0)
Connected (5,18,0) -> (5,19,0)
Connected (5,18,0) -> (5,17,0)
Connected (5,18,0) -> (5,18,1)
Connected (5,18,0) -> (5,18,-1)
====================
5,18,1 (5,18,1)
Connected (5,18,1) -> (6,18,1)
Connected (5,18,1) -> (4,18,1)
Connected (5,18,1) -> (5,19,1)
Connected (5,18,1) -> (5,17,1)
Connected (5,18,1) -> (5,18,2)
Connected (5,18,1) -> (5,18,0)
====================
5,18,2 (5,18,2)
Connected (5,18,2) -> (6,18,2)
Connected (5,18,2) -> (4,18,2)
Connected (5,18,2) -> (5,19,2)
Connected (5,18,2) -> (5,17,2)
Connected (5,18,2) -> (5,18,3)
Connected (5,18,2) -> (5,18,1)
====================
5,18,3 (5,18,3)
Connected (5,18,3) -> (6,18,3)
Connected (5,18,3) -> (4,18,3)
Connected (5,18,3) -> (5,19,3)
Connected (5,18,3) -> (5,17,3)
Connected (5,18,3) -> (5,18,4)
Connected (5,18,3) -> (5,18,2)
====================
5,18,4 (5,18,4)
Connected (5,18,4) -> (6,18,4)
Connected (5,18,4) -> (4,18,4)
Connected (5,18,4) -> (5,19,4)
Connected (5,18,4) -> (5,17,4)
Connected (5,18,4) -> (5,18,5)
Connected (5,18,4) -> (5,18,3)
====================
5,18,5 (5,18,5)
Connected (5,18,5) -> (6,18,5)
Connected (5,18,5) -> (4,18,5)
Connected (5,18,5) -> (5,19,5)
Connected (5,18,5) -> (5,17,5)
Connected (5,18,5) -> (5,18,6)
Connected (5,18,5) -> (5,18,4)
====================
5,18,6 (5,18,6)
Connected (5,18,6) -> (6,18,6)
Connected (5,18,6) -> (4,18,6)
Connected (5,18,6) -> (5,19,6)
Connected (5,18,6) -> (5,17,6)
Connected (5,18,6) -> (5,18,7)
Connected (5,18,6) -> (5,18,5)
====================
5,18,7 (5,18,7)
Connected (5,18,7) -> (6,18,7)
Connected (5,18,7) -> (4,18,7)
Connected (5,18,7) -> (5,19,7)
Connected (5,18,7) -> (5,17,7)
Connected (5,18,7) -> (5,18,8)
Connected (5,18,7) -> (5,18,6)
====================
5,18,8 (5,18,8)
Connected (5,18,8) -> (6,18,8)
Connected (5,18,8) -> (4,18,8)
Connected (5,18,8) -> (5,19,8)
Connected (5,18,8) -> (5,17,8)
Connected (5,18,8) -> (5,18,9)
Connected (5,18,8) -> (5,18,7)
====================
5,18,9 (5,18,9)
Ignored (6,18,9) because a block exists there.
Connected (5,18,9) -> (4,18,9)
Connected (5,18,9) -> (5,19,9)
Ignored (5,17,9) because a block exists there.
Connected (5,18,9) -> (5,18,10)
Connected (5,18,9) -> (5,18,8)
====================
5,18,10 (5,18,10)
Ignored (6,18,10) because a block exists there.
Connected (5,18,10) -> (4,18,10)
Connected (5,18,10) -> (5,19,10)
Ignored (5,17,10) because a block exists there.
Connected (5,18,10) -> (5,18,11)
Connected (5,18,10) -> (5,18,9)
====================
5,18,11 (5,18,11)
Connected (5,18,11) -> (6,18,11)
Connected (5,18,11) -> (4,18,11)
Connected (5,18,11) -> (5,19,11)
Ignored (5,17,11) because a block exists there.
Connected (5,18,11) -> (5,18,12)
Connected (5,18,11) -> (5,18,10)
====================
5,18,12 (5,18,12)
Connected (5,18,12) -> (6,18,12)
Connected (5,18,12) -> (4,18,12)
Connected (5,18,12) -> (5,19,12)
Connected (5,18,12) -> (5,17,12)
Connected (5,18,12) -> (5,18,13)
Connected (5,18,12) -> (5,18,11)
====================
5,18,13 (5,18,13)
Connected (5,18,13) -> (6,18,13)
Connected (5,18,13) -> (4,18,13)
Connected (5,18,13) -> (5,19,13)
Connected (5,18,13) -> (5,17,13)
Connected (5,18,13) -> (5,18,14)
Connected (5,18,13) -> (5,18,12)
====================
5,18,14 (5,18,14)
Connected (5,18,14) -> (6,18,14)
Connected (5,18,14) -> (4,18,14)
Connected (5,18,14) -> (5,19,14)
Connected (5,18,14) -> (5,17,14)
Connected (5,18,14) -> (5,18,15)
Connected (5,18,14) -> (5,18,13)
====================
5,18,15 (5,18,15)
Connected (5,18,15) -> (6,18,15)
Connected (5,18,15) -> (4,18,15)
Connected (5,18,15) -> (5,19,15)
Connected (5,18,15) -> (5,17,15)
Connected (5,18,15) -> (5,18,16)
Connected (5,18,15) -> (5,18,14)
====================
5,18,16 (5,18,16)
Connected (5,18,16) -> (6,18,16)
Connected (5,18,16) -> (4,18,16)
Connected (5,18,16) -> (5,19,16)
Connected (5,18,16) -> (5,17,16)
Connected (5,18,16) -> (5,18,17)
Connected (5,18,16) -> (5,18,15)
====================
5,18,17 (5,18,17)
Connected (5,18,17) -> (6,18,17)
Connected (5,18,17) -> (4,18,17)
Connected (5,18,17) -> (5,19,17)
Connected (5,18,17) -> (5,17,17)
Connected (5,18,17) -> (5,18,18)
Connected (5,18,17) -> (5,18,16)
====================
5,18,18 (5,18,18)
Connected (5,18,18) -> (6,18,18)
Connected (5,18,18) -> (4,18,18)
Connected (5,18,18) -> (5,19,18)
Connected (5,18,18) -> (5,17,18)
Connected (5,18,18) -> (5,18,19)
Connected (5,18,18) -> (5,18,17)
====================
5,18,19 (5,18,19)
Connected (5,18,19) -> (6,18,19)
Connected (5,18,19) -> (4,18,19)
Connected (5,18,19) -> (5,19,19)
Connected (5,18,19) -> (5,17,19)
Connected (5,18,19) -> (5,18,20)
Connected (5,18,19) -> (5,18,18)
====================
5,18,20 (5,18,20)
Connected (5,18,20) -> (6,18,20)
Connected (5,18,20) -> (4,18,20)
Connected (5,18,20) -> (5,19,20)
Connected (5,18,20) -> (5,17,20)
Ignored (5,18,21) because it's out of bounds.
Connected (5,18,20) -> (5,18,19)
====================
5,19,-1 (5,19,-1)
Connected (5,19,-1) -> (6,19,-1)
Connected (5,19,-1) -> (4,19,-1)
Ignored (5,20,-1) because it's out of bounds.
Connected (5,19,-1) -> (5,18,-1)
Connected (5,19,-1) -> (5,19,0)
Ignored (5,19,-2) because it's out of bounds.
====================
5,19,0 (5,19,0)
Connected (5,19,0) -> (6,19,0)
Connected (5,19,0) -> (4,19,0)
Ignored (5,20,0) because it's out of bounds.
Connected (5,19,0) -> (5,18,0)
Connected (5,19,0) -> (5,19,1)
Connected (5,19,0) -> (5,19,-1)
====================
5,19,1 (5,19,1)
Connected (5,19,1) -> (6,19,1)
Connected (5,19,1) -> (4,19,1)
Ignored (5,20,1) because it's out of bounds.
Connected (5,19,1) -> (5,18,1)
Connected (5,19,1) -> (5,19,2)
Connected (5,19,1) -> (5,19,0)
====================
5,19,2 (5,19,2)
Connected (5,19,2) -> (6,19,2)
Connected (5,19,2) -> (4,19,2)
Ignored (5,20,2) because it's out of bounds.
Connected (5,19,2) -> (5,18,2)
Connected (5,19,2) -> (5,19,3)
Connected (5,19,2) -> (5,19,1)
====================
5,19,3 (5,19,3)
Connected (5,19,3) -> (6,19,3)
Connected (5,19,3) -> (4,19,3)
Ignored (5,20,3) because it's out of bounds.
Connected (5,19,3) -> (5,18,3)
Connected (5,19,3) -> (5,19,4)
Connected (5,19,3) -> (5,19,2)
====================
5,19,4 (5,19,4)
Connected (5,19,4) -> (6,19,4)
Connected (5,19,4) -> (4,19,4)
Ignored (5,20,4) because it's out of bounds.
Connected (5,19,4) -> (5,18,4)
Connected (5,19,4) -> (5,19,5)
Connected (5,19,4) -> (5,19,3)
====================
5,19,5 (5,19,5)
Connected (5,19,5) -> (6,19,5)
Connected (5,19,5) -> (4,19,5)
Ignored (5,20,5) because it's out of bounds.
Connected (5,19,5) -> (5,18,5)
Connected (5,19,5) -> (5,19,6)
Connected (5,19,5) -> (5,19,4)
====================
5,19,6 (5,19,6)
Connected (5,19,6) -> (6,19,6)
Connected (5,19,6) -> (4,19,6)
Ignored (5,20,6) because it's out of bounds.
Connected (5,19,6) -> (5,18,6)
Connected (5,19,6) -> (5,19,7)
Connected (5,19,6) -> (5,19,5)
====================
5,19,7 (5,19,7)
Connected (5,19,7) -> (6,19,7)
Connected (5,19,7) -> (4,19,7)
Ignored (5,20,7) because it's out of bounds.
Connected (5,19,7) -> (5,18,7)
Connected (5,19,7) -> (5,19,8)
Connected (5,19,7) -> (5,19,6)
====================
5,19,8 (5,19,8)
Connected (5,19,8) -> (6,19,8)
Connected (5,19,8) -> (4,19,8)
Ignored (5,20,8) because it's out of bounds.
Connected (5,19,8) -> (5,18,8)
Connected (5,19,8) -> (5,19,9)
Connected (5,19,8) -> (5,19,7)
====================
5,19,9 (5,19,9)
Connected (5,19,9) -> (6,19,9)
Connected (5,19,9) -> (4,19,9)
Ignored (5,20,9) because it's out of bounds.
Connected (5,19,9) -> (5,18,9)
Connected (5,19,9) -> (5,19,10)
Connected (5,19,9) -> (5,19,8)
====================
5,19,10 (5,19,10)
Connected (5,19,10) -> (6,19,10)
Connected (5,19,10) -> (4,19,10)
Ignored (5,20,10) because it's out of bounds.
Connected (5,19,10) -> (5,18,10)
Connected (5,19,10) -> (5,19,11)
Connected (5,19,10) -> (5,19,9)
====================
5,19,11 (5,19,11)
Connected (5,19,11) -> (6,19,11)
Connected (5,19,11) -> (4,19,11)
Ignored (5,20,11) because it's out of bounds.
Connected (5,19,11) -> (5,18,11)
Connected (5,19,11) -> (5,19,12)
Connected (5,19,11) -> (5,19,10)
====================
5,19,12 (5,19,12)
Connected (5,19,12) -> (6,19,12)
Connected (5,19,12) -> (4,19,12)
Ignored (5,20,12) because it's out of bounds.
Connected (5,19,12) -> (5,18,12)
Connected (5,19,12) -> (5,19,13)
Connected (5,19,12) -> (5,19,11)
====================
5,19,13 (5,19,13)
Connected (5,19,13) -> (6,19,13)
Connected (5,19,13) -> (4,19,13)
Ignored (5,20,13) because it's out of bounds.
Connected (5,19,13) -> (5,18,13)
Connected (5,19,13) -> (5,19,14)
Connected (5,19,13) -> (5,19,12)
====================
5,19,14 (5,19,14)
Connected (5,19,14) -> (6,19,14)
Connected (5,19,14) -> (4,19,14)
Ignored (5,20,14) because it's out of bounds.
Connected (5,19,14) -> (5,18,14)
Connected (5,19,14) -> (5,19,15)
Connected (5,19,14) -> (5,19,13)
====================
5,19,15 (5,19,15)
Connected (5,19,15) -> (6,19,15)
Connected (5,19,15) -> (4,19,15)
Ignored (5,20,15) because it's out of bounds.
Connected (5,19,15) -> (5,18,15)
Connected (5,19,15) -> (5,19,16)
Connected (5,19,15) -> (5,19,14)
====================
5,19,16 (5,19,16)
Connected (5,19,16) -> (6,19,16)
Connected (5,19,16) -> (4,19,16)
Ignored (5,20,16) because it's out of bounds.
Connected (5,19,16) -> (5,18,16)
Connected (5,19,16) -> (5,19,17)
Connected (5,19,16) -> (5,19,15)
====================
5,19,17 (5,19,17)
Connected (5,19,17) -> (6,19,17)
Connected (5,19,17) -> (4,19,17)
Ignored (5,20,17) because it's out of bounds.
Connected (5,19,17) -> (5,18,17)
Connected (5,19,17) -> (5,19,18)
Connected (5,19,17) -> (5,19,16)
====================
5,19,18 (5,19,18)
Connected (5,19,18) -> (6,19,18)
Connected (5,19,18) -> (4,19,18)
Ignored (5,20,18) because it's out of bounds.
Connected (5,19,18) -> (5,18,18)
Connected (5,19,18) -> (5,19,19)
Connected (5,19,18) -> (5,19,17)
====================
5,19,19 (5,19,19)
Connected (5,19,19) -> (6,19,19)
Connected (5,19,19) -> (4,19,19)
Ignored (5,20,19) because it's out of bounds.
Connected (5,19,19) -> (5,18,19)
Connected (5,19,19) -> (5,19,20)
Connected (5,19,19) -> (5,19,18)
====================
5,19,20 (5,19,20)
Connected (5,19,20) -> (6,19,20)
Connected (5,19,20) -> (4,19,20)
Ignored (5,20,20) because it's out of bounds.
Connected (5,19,20) -> (5,18,20)
Ignored (5,19,21) because it's out of bounds.
Connected (5,19,20) -> (5,19,19)
====================
6,-1,-1 (6,-1,-1)
Connected (6,-1,-1) -> (7,-1,-1)
Connected (6,-1,-1) -> (5,-1,-1)
Connected (6,-1,-1) -> (6,0,-1)
Ignored (6,-2,-1) because it's out of bounds.
Connected (6,-1,-1) -> (6,-1,0)
Ignored (6,-1,-2) because it's out of bounds.
====================
6,-1,0 (6,-1,0)
Connected (6,-1,0) -> (7,-1,0)
Connected (6,-1,0) -> (5,-1,0)
Connected (6,-1,0) -> (6,0,0)
Ignored (6,-2,0) because it's out of bounds.
Connected (6,-1,0) -> (6,-1,1)
Connected (6,-1,0) -> (6,-1,-1)
====================
6,-1,1 (6,-1,1)
Connected (6,-1,1) -> (7,-1,1)
Connected (6,-1,1) -> (5,-1,1)
Connected (6,-1,1) -> (6,0,1)
Ignored (6,-2,1) because it's out of bounds.
Connected (6,-1,1) -> (6,-1,2)
Connected (6,-1,1) -> (6,-1,0)
====================
6,-1,2 (6,-1,2)
Connected (6,-1,2) -> (7,-1,2)
Connected (6,-1,2) -> (5,-1,2)
Connected (6,-1,2) -> (6,0,2)
Ignored (6,-2,2) because it's out of bounds.
Connected (6,-1,2) -> (6,-1,3)
Connected (6,-1,2) -> (6,-1,1)
====================
6,-1,3 (6,-1,3)
Connected (6,-1,3) -> (7,-1,3)
Connected (6,-1,3) -> (5,-1,3)
Connected (6,-1,3) -> (6,0,3)
Ignored (6,-2,3) because it's out of bounds.
Connected (6,-1,3) -> (6,-1,4)
Connected (6,-1,3) -> (6,-1,2)
====================
6,-1,4 (6,-1,4)
Connected (6,-1,4) -> (7,-1,4)
Connected (6,-1,4) -> (5,-1,4)
Connected (6,-1,4) -> (6,0,4)
Ignored (6,-2,4) because it's out of bounds.
Connected (6,-1,4) -> (6,-1,5)
Connected (6,-1,4) -> (6,-1,3)
====================
6,-1,5 (6,-1,5)
Connected (6,-1,5) -> (7,-1,5)
Connected (6,-1,5) -> (5,-1,5)
Connected (6,-1,5) -> (6,0,5)
Ignored (6,-2,5) because it's out of bounds.
Connected (6,-1,5) -> (6,-1,6)
Connected (6,-1,5) -> (6,-1,4)
====================
6,-1,6 (6,-1,6)
Connected (6,-1,6) -> (7,-1,6)
Connected (6,-1,6) -> (5,-1,6)
Connected (6,-1,6) -> (6,0,6)
Ignored (6,-2,6) because it's out of bounds.
Connected (6,-1,6) -> (6,-1,7)
Connected (6,-1,6) -> (6,-1,5)
====================
6,-1,7 (6,-1,7)
Connected (6,-1,7) -> (7,-1,7)
Connected (6,-1,7) -> (5,-1,7)
Connected (6,-1,7) -> (6,0,7)
Ignored (6,-2,7) because it's out of bounds.
Connected (6,-1,7) -> (6,-1,8)
Connected (6,-1,7) -> (6,-1,6)
====================
6,-1,8 (6,-1,8)
Connected (6,-1,8) -> (7,-1,8)
Connected (6,-1,8) -> (5,-1,8)
Connected (6,-1,8) -> (6,0,8)
Ignored (6,-2,8) because it's out of bounds.
Connected (6,-1,8) -> (6,-1,9)
Connected (6,-1,8) -> (6,-1,7)
====================
6,-1,9 (6,-1,9)
Connected (6,-1,9) -> (7,-1,9)
Connected (6,-1,9) -> (5,-1,9)
Connected (6,-1,9) -> (6,0,9)
Ignored (6,-2,9) because it's out of bounds.
Connected (6,-1,9) -> (6,-1,10)
Connected (6,-1,9) -> (6,-1,8)
====================
6,-1,10 (6,-1,10)
Connected (6,-1,10) -> (7,-1,10)
Connected (6,-1,10) -> (5,-1,10)
Connected (6,-1,10) -> (6,0,10)
Ignored (6,-2,10) because it's out of bounds.
Connected (6,-1,10) -> (6,-1,11)
Connected (6,-1,10) -> (6,-1,9)
====================
6,-1,11 (6,-1,11)
Connected (6,-1,11) -> (7,-1,11)
Connected (6,-1,11) -> (5,-1,11)
Connected (6,-1,11) -> (6,0,11)
Ignored (6,-2,11) because it's out of bounds.
Connected (6,-1,11) -> (6,-1,12)
Connected (6,-1,11) -> (6,-1,10)
====================
6,-1,12 (6,-1,12)
Connected (6,-1,12) -> (7,-1,12)
Connected (6,-1,12) -> (5,-1,12)
Connected (6,-1,12) -> (6,0,12)
Ignored (6,-2,12) because it's out of bounds.
Connected (6,-1,12) -> (6,-1,13)
Connected (6,-1,12) -> (6,-1,11)
====================
6,-1,13 (6,-1,13)
Connected (6,-1,13) -> (7,-1,13)
Connected (6,-1,13) -> (5,-1,13)
Connected (6,-1,13) -> (6,0,13)
Ignored (6,-2,13) because it's out of bounds.
Connected (6,-1,13) -> (6,-1,14)
Connected (6,-1,13) -> (6,-1,12)
====================
6,-1,14 (6,-1,14)
Connected (6,-1,14) -> (7,-1,14)
Connected (6,-1,14) -> (5,-1,14)
Connected (6,-1,14) -> (6,0,14)
Ignored (6,-2,14) because it's out of bounds.
Connected (6,-1,14) -> (6,-1,15)
Connected (6,-1,14) -> (6,-1,13)
====================
6,-1,15 (6,-1,15)
Connected (6,-1,15) -> (7,-1,15)
Connected (6,-1,15) -> (5,-1,15)
Connected (6,-1,15) -> (6,0,15)
Ignored (6,-2,15) because it's out of bounds.
Connected (6,-1,15) -> (6,-1,16)
Connected (6,-1,15) -> (6,-1,14)
====================
6,-1,16 (6,-1,16)
Connected (6,-1,16) -> (7,-1,16)
Connected (6,-1,16) -> (5,-1,16)
Connected (6,-1,16) -> (6,0,16)
Ignored (6,-2,16) because it's out of bounds.
Connected (6,-1,16) -> (6,-1,17)
Connected (6,-1,16) -> (6,-1,15)
====================
6,-1,17 (6,-1,17)
Connected (6,-1,17) -> (7,-1,17)
Connected (6,-1,17) -> (5,-1,17)
Connected (6,-1,17) -> (6,0,17)
Ignored (6,-2,17) because it's out of bounds.
Connected (6,-1,17) -> (6,-1,18)
Connected (6,-1,17) -> (6,-1,16)
====================
6,-1,18 (6,-1,18)
Connected (6,-1,18) -> (7,-1,18)
Connected (6,-1,18) -> (5,-1,18)
Connected (6,-1,18) -> (6,0,18)
Ignored (6,-2,18) because it's out of bounds.
Connected (6,-1,18) -> (6,-1,19)
Connected (6,-1,18) -> (6,-1,17)
====================
6,-1,19 (6,-1,19)
Connected (6,-1,19) -> (7,-1,19)
Connected (6,-1,19) -> (5,-1,19)
Connected (6,-1,19) -> (6,0,19)
Ignored (6,-2,19) because it's out of bounds.
Connected (6,-1,19) -> (6,-1,20)
Connected (6,-1,19) -> (6,-1,18)
====================
6,-1,20 (6,-1,20)
Connected (6,-1,20) -> (7,-1,20)
Connected (6,-1,20) -> (5,-1,20)
Connected (6,-1,20) -> (6,0,20)
Ignored (6,-2,20) because it's out of bounds.
Ignored (6,-1,21) because it's out of bounds.
Connected (6,-1,20) -> (6,-1,19)
====================
6,0,-1 (6,0,-1)
Connected (6,0,-1) -> (7,0,-1)
Connected (6,0,-1) -> (5,0,-1)
Connected (6,0,-1) -> (6,1,-1)
Connected (6,0,-1) -> (6,-1,-1)
Connected (6,0,-1) -> (6,0,0)
Ignored (6,0,-2) because it's out of bounds.
====================
6,0,0 (6,0,0)
Connected (6,0,0) -> (7,0,0)
Connected (6,0,0) -> (5,0,0)
Connected (6,0,0) -> (6,1,0)
Connected (6,0,0) -> (6,-1,0)
Connected (6,0,0) -> (6,0,1)
Connected (6,0,0) -> (6,0,-1)
====================
6,0,1 (6,0,1)
Connected (6,0,1) -> (7,0,1)
Connected (6,0,1) -> (5,0,1)
Connected (6,0,1) -> (6,1,1)
Connected (6,0,1) -> (6,-1,1)
Connected (6,0,1) -> (6,0,2)
Connected (6,0,1) -> (6,0,0)
====================
6,0,2 (6,0,2)
Connected (6,0,2) -> (7,0,2)
Connected (6,0,2) -> (5,0,2)
Connected (6,0,2) -> (6,1,2)
Connected (6,0,2) -> (6,-1,2)
Connected (6,0,2) -> (6,0,3)
Connected (6,0,2) -> (6,0,1)
====================
6,0,3 (6,0,3)
Connected (6,0,3) -> (7,0,3)
Connected (6,0,3) -> (5,0,3)
Connected (6,0,3) -> (6,1,3)
Connected (6,0,3) -> (6,-1,3)
Connected (6,0,3) -> (6,0,4)
Connected (6,0,3) -> (6,0,2)
====================
6,0,4 (6,0,4)
Connected (6,0,4) -> (7,0,4)
Connected (6,0,4) -> (5,0,4)
Connected (6,0,4) -> (6,1,4)
Connected (6,0,4) -> (6,-1,4)
Connected (6,0,4) -> (6,0,5)
Connected (6,0,4) -> (6,0,3)
====================
6,0,5 (6,0,5)
Connected (6,0,5) -> (7,0,5)
Connected (6,0,5) -> (5,0,5)
Connected (6,0,5) -> (6,1,5)
Connected (6,0,5) -> (6,-1,5)
Connected (6,0,5) -> (6,0,6)
Connected (6,0,5) -> (6,0,4)
====================
6,0,6 (6,0,6)
Connected (6,0,6) -> (7,0,6)
Connected (6,0,6) -> (5,0,6)
Connected (6,0,6) -> (6,1,6)
Connected (6,0,6) -> (6,-1,6)
Connected (6,0,6) -> (6,0,7)
Connected (6,0,6) -> (6,0,5)
====================
6,0,7 (6,0,7)
Connected (6,0,7) -> (7,0,7)
Connected (6,0,7) -> (5,0,7)
Connected (6,0,7) -> (6,1,7)
Connected (6,0,7) -> (6,-1,7)
Connected (6,0,7) -> (6,0,8)
Connected (6,0,7) -> (6,0,6)
====================
6,0,8 (6,0,8)
Connected (6,0,8) -> (7,0,8)
Connected (6,0,8) -> (5,0,8)
Connected (6,0,8) -> (6,1,8)
Connected (6,0,8) -> (6,-1,8)
Connected (6,0,8) -> (6,0,9)
Connected (6,0,8) -> (6,0,7)
====================
6,0,9 (6,0,9)
Connected (6,0,9) -> (7,0,9)
Connected (6,0,9) -> (5,0,9)
Connected (6,0,9) -> (6,1,9)
Connected (6,0,9) -> (6,-1,9)
Connected (6,0,9) -> (6,0,10)
Connected (6,0,9) -> (6,0,8)
====================
6,0,10 (6,0,10)
Connected (6,0,10) -> (7,0,10)
Connected (6,0,10) -> (5,0,10)
Connected (6,0,10) -> (6,1,10)
Connected (6,0,10) -> (6,-1,10)
Connected (6,0,10) -> (6,0,11)
Connected (6,0,10) -> (6,0,9)
====================
6,0,11 (6,0,11)
Connected (6,0,11) -> (7,0,11)
Connected (6,0,11) -> (5,0,11)
Connected (6,0,11) -> (6,1,11)
Connected (6,0,11) -> (6,-1,11)
Connected (6,0,11) -> (6,0,12)
Connected (6,0,11) -> (6,0,10)
====================
6,0,12 (6,0,12)
Connected (6,0,12) -> (7,0,12)
Connected (6,0,12) -> (5,0,12)
Ignored (6,1,12) because a block exists there.
Connected (6,0,12) -> (6,-1,12)
Connected (6,0,12) -> (6,0,13)
Connected (6,0,12) -> (6,0,11)
====================
6,0,13 (6,0,13)
Connected (6,0,13) -> (7,0,13)
Connected (6,0,13) -> (5,0,13)
Connected (6,0,13) -> (6,1,13)
Connected (6,0,13) -> (6,-1,13)
Connected (6,0,13) -> (6,0,14)
Connected (6,0,13) -> (6,0,12)
====================
6,0,14 (6,0,14)
Connected (6,0,14) -> (7,0,14)
Connected (6,0,14) -> (5,0,14)
Connected (6,0,14) -> (6,1,14)
Connected (6,0,14) -> (6,-1,14)
Connected (6,0,14) -> (6,0,15)
Connected (6,0,14) -> (6,0,13)
====================
6,0,15 (6,0,15)
Connected (6,0,15) -> (7,0,15)
Connected (6,0,15) -> (5,0,15)
Connected (6,0,15) -> (6,1,15)
Connected (6,0,15) -> (6,-1,15)
Connected (6,0,15) -> (6,0,16)
Connected (6,0,15) -> (6,0,14)
====================
6,0,16 (6,0,16)
Connected (6,0,16) -> (7,0,16)
Connected (6,0,16) -> (5,0,16)
Connected (6,0,16) -> (6,1,16)
Connected (6,0,16) -> (6,-1,16)
Connected (6,0,16) -> (6,0,17)
Connected (6,0,16) -> (6,0,15)
====================
6,0,17 (6,0,17)
Connected (6,0,17) -> (7,0,17)
Connected (6,0,17) -> (5,0,17)
Connected (6,0,17) -> (6,1,17)
Connected (6,0,17) -> (6,-1,17)
Connected (6,0,17) -> (6,0,18)
Connected (6,0,17) -> (6,0,16)
====================
6,0,18 (6,0,18)
Connected (6,0,18) -> (7,0,18)
Connected (6,0,18) -> (5,0,18)
Connected (6,0,18) -> (6,1,18)
Connected (6,0,18) -> (6,-1,18)
Connected (6,0,18) -> (6,0,19)
Connected (6,0,18) -> (6,0,17)
====================
6,0,19 (6,0,19)
Connected (6,0,19) -> (7,0,19)
Connected (6,0,19) -> (5,0,19)
Connected (6,0,19) -> (6,1,19)
Connected (6,0,19) -> (6,-1,19)
Connected (6,0,19) -> (6,0,20)
Connected (6,0,19) -> (6,0,18)
====================
6,0,20 (6,0,20)
Connected (6,0,20) -> (7,0,20)
Connected (6,0,20) -> (5,0,20)
Connected (6,0,20) -> (6,1,20)
Connected (6,0,20) -> (6,-1,20)
Ignored (6,0,21) because it's out of bounds.
Connected (6,0,20) -> (6,0,19)
====================
6,1,-1 (6,1,-1)
Connected (6,1,-1) -> (7,1,-1)
Connected (6,1,-1) -> (5,1,-1)
Connected (6,1,-1) -> (6,2,-1)
Connected (6,1,-1) -> (6,0,-1)
Connected (6,1,-1) -> (6,1,0)
Ignored (6,1,-2) because it's out of bounds.
====================
6,1,0 (6,1,0)
Connected (6,1,0) -> (7,1,0)
Connected (6,1,0) -> (5,1,0)
Connected (6,1,0) -> (6,2,0)
Connected (6,1,0) -> (6,0,0)
Connected (6,1,0) -> (6,1,1)
Connected (6,1,0) -> (6,1,-1)
====================
6,1,1 (6,1,1)
Connected (6,1,1) -> (7,1,1)
Connected (6,1,1) -> (5,1,1)
Connected (6,1,1) -> (6,2,1)
Connected (6,1,1) -> (6,0,1)
Connected (6,1,1) -> (6,1,2)
Connected (6,1,1) -> (6,1,0)
====================
6,1,2 (6,1,2)
Connected (6,1,2) -> (7,1,2)
Connected (6,1,2) -> (5,1,2)
Connected (6,1,2) -> (6,2,2)
Connected (6,1,2) -> (6,0,2)
Connected (6,1,2) -> (6,1,3)
Connected (6,1,2) -> (6,1,1)
====================
6,1,3 (6,1,3)
Connected (6,1,3) -> (7,1,3)
Connected (6,1,3) -> (5,1,3)
Connected (6,1,3) -> (6,2,3)
Connected (6,1,3) -> (6,0,3)
Connected (6,1,3) -> (6,1,4)
Connected (6,1,3) -> (6,1,2)
====================
6,1,4 (6,1,4)
Connected (6,1,4) -> (7,1,4)
Connected (6,1,4) -> (5,1,4)
Connected (6,1,4) -> (6,2,4)
Connected (6,1,4) -> (6,0,4)
Connected (6,1,4) -> (6,1,5)
Connected (6,1,4) -> (6,1,3)
====================
6,1,5 (6,1,5)
Connected (6,1,5) -> (7,1,5)
Connected (6,1,5) -> (5,1,5)
Connected (6,1,5) -> (6,2,5)
Connected (6,1,5) -> (6,0,5)
Connected (6,1,5) -> (6,1,6)
Connected (6,1,5) -> (6,1,4)
====================
6,1,6 (6,1,6)
Connected (6,1,6) -> (7,1,6)
Connected (6,1,6) -> (5,1,6)
Ignored (6,2,6) because a block exists there.
Connected (6,1,6) -> (6,0,6)
Connected (6,1,6) -> (6,1,7)
Connected (6,1,6) -> (6,1,5)
====================
6,1,7 (6,1,7)
Ignored (7,1,7) because a block exists there.
Ignored (5,1,7) because a block exists there.
Ignored (6,2,7) because a block exists there.
Connected (6,1,7) -> (6,0,7)
Connected (6,1,7) -> (6,1,8)
Connected (6,1,7) -> (6,1,6)
====================
6,1,8 (6,1,8)
Connected (6,1,8) -> (7,1,8)
Connected (6,1,8) -> (5,1,8)
Ignored (6,2,8) because a block exists there.
Connected (6,1,8) -> (6,0,8)
Connected (6,1,8) -> (6,1,9)
Connected (6,1,8) -> (6,1,7)
====================
6,1,9 (6,1,9)
Ignored (7,1,9) because a block exists there.
Connected (6,1,9) -> (5,1,9)
Ignored (6,2,9) because a block exists there.
Connected (6,1,9) -> (6,0,9)
Connected (6,1,9) -> (6,1,10)
Connected (6,1,9) -> (6,1,8)
====================
6,1,10 (6,1,10)
Ignored (7,1,10) because a block exists there.
Connected (6,1,10) -> (5,1,10)
Ignored (6,2,10) because a block exists there.
Connected (6,1,10) -> (6,0,10)
Connected (6,1,10) -> (6,1,11)
Connected (6,1,10) -> (6,1,9)
====================
6,1,11 (6,1,11)
Connected (6,1,11) -> (7,1,11)
Connected (6,1,11) -> (5,1,11)
Ignored (6,2,11) because a block exists there.
Connected (6,1,11) -> (6,0,11)
Ignored (6,1,12) because a block exists there.
Connected (6,1,11) -> (6,1,10)
====================
6,1,13 (6,1,13)
Connected (6,1,13) -> (7,1,13)
Connected (6,1,13) -> (5,1,13)
Ignored (6,2,13) because a block exists there.
Connected (6,1,13) -> (6,0,13)
Connected (6,1,13) -> (6,1,14)
Ignored (6,1,12) because a block exists there.
====================
6,1,14 (6,1,14)
Connected (6,1,14) -> (7,1,14)
Connected (6,1,14) -> (5,1,14)
Connected (6,1,14) -> (6,2,14)
Connected (6,1,14) -> (6,0,14)
Connected (6,1,14) -> (6,1,15)
Connected (6,1,14) -> (6,1,13)
====================
6,1,15 (6,1,15)
Connected (6,1,15) -> (7,1,15)
Connected (6,1,15) -> (5,1,15)
Connected (6,1,15) -> (6,2,15)
Connected (6,1,15) -> (6,0,15)
Connected (6,1,15) -> (6,1,16)
Connected (6,1,15) -> (6,1,14)
====================
6,1,16 (6,1,16)
Connected (6,1,16) -> (7,1,16)
Connected (6,1,16) -> (5,1,16)
Connected (6,1,16) -> (6,2,16)
Connected (6,1,16) -> (6,0,16)
Connected (6,1,16) -> (6,1,17)
Connected (6,1,16) -> (6,1,15)
====================
6,1,17 (6,1,17)
Connected (6,1,17) -> (7,1,17)
Connected (6,1,17) -> (5,1,17)
Connected (6,1,17) -> (6,2,17)
Connected (6,1,17) -> (6,0,17)
Connected (6,1,17) -> (6,1,18)
Connected (6,1,17) -> (6,1,16)
====================
6,1,18 (6,1,18)
Connected (6,1,18) -> (7,1,18)
Connected (6,1,18) -> (5,1,18)
Connected (6,1,18) -> (6,2,18)
Connected (6,1,18) -> (6,0,18)
Connected (6,1,18) -> (6,1,19)
Connected (6,1,18) -> (6,1,17)
====================
6,1,19 (6,1,19)
Connected (6,1,19) -> (7,1,19)
Connected (6,1,19) -> (5,1,19)
Connected (6,1,19) -> (6,2,19)
Connected (6,1,19) -> (6,0,19)
Connected (6,1,19) -> (6,1,20)
Connected (6,1,19) -> (6,1,18)
====================
6,1,20 (6,1,20)
Connected (6,1,20) -> (7,1,20)
Connected (6,1,20) -> (5,1,20)
Connected (6,1,20) -> (6,2,20)
Connected (6,1,20) -> (6,0,20)
Ignored (6,1,21) because it's out of bounds.
Connected (6,1,20) -> (6,1,19)
====================
6,2,-1 (6,2,-1)
Connected (6,2,-1) -> (7,2,-1)
Connected (6,2,-1) -> (5,2,-1)
Connected (6,2,-1) -> (6,3,-1)
Connected (6,2,-1) -> (6,1,-1)
Connected (6,2,-1) -> (6,2,0)
Ignored (6,2,-2) because it's out of bounds.
====================
6,2,0 (6,2,0)
Connected (6,2,0) -> (7,2,0)
Connected (6,2,0) -> (5,2,0)
Connected (6,2,0) -> (6,3,0)
Connected (6,2,0) -> (6,1,0)
Connected (6,2,0) -> (6,2,1)
Connected (6,2,0) -> (6,2,-1)
====================
6,2,1 (6,2,1)
Connected (6,2,1) -> (7,2,1)
Connected (6,2,1) -> (5,2,1)
Connected (6,2,1) -> (6,3,1)
Connected (6,2,1) -> (6,1,1)
Connected (6,2,1) -> (6,2,2)
Connected (6,2,1) -> (6,2,0)
====================
6,2,2 (6,2,2)
Connected (6,2,2) -> (7,2,2)
Connected (6,2,2) -> (5,2,2)
Connected (6,2,2) -> (6,3,2)
Connected (6,2,2) -> (6,1,2)
Connected (6,2,2) -> (6,2,3)
Connected (6,2,2) -> (6,2,1)
====================
6,2,3 (6,2,3)
Connected (6,2,3) -> (7,2,3)
Connected (6,2,3) -> (5,2,3)
Connected (6,2,3) -> (6,3,3)
Connected (6,2,3) -> (6,1,3)
Connected (6,2,3) -> (6,2,4)
Connected (6,2,3) -> (6,2,2)
====================
6,2,4 (6,2,4)
Connected (6,2,4) -> (7,2,4)
Connected (6,2,4) -> (5,2,4)
Connected (6,2,4) -> (6,3,4)
Connected (6,2,4) -> (6,1,4)
Connected (6,2,4) -> (6,2,5)
Connected (6,2,4) -> (6,2,3)
====================
6,2,5 (6,2,5)
Ignored (7,2,5) because a block exists there.
Ignored (5,2,5) because a block exists there.
Ignored (6,3,5) because a block exists there.
Connected (6,2,5) -> (6,1,5)
Ignored (6,2,6) because a block exists there.
Connected (6,2,5) -> (6,2,4)
====================
6,2,14 (6,2,14)
Connected (6,2,14) -> (7,2,14)
Connected (6,2,14) -> (5,2,14)
Ignored (6,3,14) because a block exists there.
Connected (6,2,14) -> (6,1,14)
Connected (6,2,14) -> (6,2,15)
Ignored (6,2,13) because a block exists there.
====================
6,2,15 (6,2,15)
Ignored (7,2,15) because a block exists there.
Connected (6,2,15) -> (5,2,15)
Connected (6,2,15) -> (6,3,15)
Connected (6,2,15) -> (6,1,15)
Connected (6,2,15) -> (6,2,16)
Connected (6,2,15) -> (6,2,14)
====================
6,2,16 (6,2,16)
Connected (6,2,16) -> (7,2,16)
Connected (6,2,16) -> (5,2,16)
Connected (6,2,16) -> (6,3,16)
Connected (6,2,16) -> (6,1,16)
Connected (6,2,16) -> (6,2,17)
Connected (6,2,16) -> (6,2,15)
====================
6,2,17 (6,2,17)
Connected (6,2,17) -> (7,2,17)
Connected (6,2,17) -> (5,2,17)
Connected (6,2,17) -> (6,3,17)
Connected (6,2,17) -> (6,1,17)
Connected (6,2,17) -> (6,2,18)
Connected (6,2,17) -> (6,2,16)
====================
6,2,18 (6,2,18)
Connected (6,2,18) -> (7,2,18)
Connected (6,2,18) -> (5,2,18)
Connected (6,2,18) -> (6,3,18)
Connected (6,2,18) -> (6,1,18)
Connected (6,2,18) -> (6,2,19)
Connected (6,2,18) -> (6,2,17)
====================
6,2,19 (6,2,19)
Connected (6,2,19) -> (7,2,19)
Connected (6,2,19) -> (5,2,19)
Connected (6,2,19) -> (6,3,19)
Connected (6,2,19) -> (6,1,19)
Connected (6,2,19) -> (6,2,20)
Connected (6,2,19) -> (6,2,18)
====================
6,2,20 (6,2,20)
Connected (6,2,20) -> (7,2,20)
Connected (6,2,20) -> (5,2,20)
Connected (6,2,20) -> (6,3,20)
Connected (6,2,20) -> (6,1,20)
Ignored (6,2,21) because it's out of bounds.
Connected (6,2,20) -> (6,2,19)
====================
6,3,-1 (6,3,-1)
Connected (6,3,-1) -> (7,3,-1)
Connected (6,3,-1) -> (5,3,-1)
Connected (6,3,-1) -> (6,4,-1)
Connected (6,3,-1) -> (6,2,-1)
Connected (6,3,-1) -> (6,3,0)
Ignored (6,3,-2) because it's out of bounds.
====================
6,3,0 (6,3,0)
Connected (6,3,0) -> (7,3,0)
Connected (6,3,0) -> (5,3,0)
Connected (6,3,0) -> (6,4,0)
Connected (6,3,0) -> (6,2,0)
Connected (6,3,0) -> (6,3,1)
Connected (6,3,0) -> (6,3,-1)
====================
6,3,1 (6,3,1)
Connected (6,3,1) -> (7,3,1)
Connected (6,3,1) -> (5,3,1)
Connected (6,3,1) -> (6,4,1)
Connected (6,3,1) -> (6,2,1)
Connected (6,3,1) -> (6,3,2)
Connected (6,3,1) -> (6,3,0)
====================
6,3,2 (6,3,2)
Connected (6,3,2) -> (7,3,2)
Connected (6,3,2) -> (5,3,2)
Connected (6,3,2) -> (6,4,2)
Connected (6,3,2) -> (6,2,2)
Connected (6,3,2) -> (6,3,3)
Connected (6,3,2) -> (6,3,1)
====================
6,3,3 (6,3,3)
Connected (6,3,3) -> (7,3,3)
Connected (6,3,3) -> (5,3,3)
Connected (6,3,3) -> (6,4,3)
Connected (6,3,3) -> (6,2,3)
Connected (6,3,3) -> (6,3,4)
Connected (6,3,3) -> (6,3,2)
====================
6,3,4 (6,3,4)
Ignored (7,3,4) because a block exists there.
Connected (6,3,4) -> (5,3,4)
Ignored (6,4,4) because a block exists there.
Connected (6,3,4) -> (6,2,4)
Ignored (6,3,5) because a block exists there.
Connected (6,3,4) -> (6,3,3)
====================
6,3,15 (6,3,15)
Ignored (7,3,15) because a block exists there.
Connected (6,3,15) -> (5,3,15)
Ignored (6,4,15) because a block exists there.
Connected (6,3,15) -> (6,2,15)
Connected (6,3,15) -> (6,3,16)
Ignored (6,3,14) because a block exists there.
====================
6,3,16 (6,3,16)
Connected (6,3,16) -> (7,3,16)
Connected (6,3,16) -> (5,3,16)
Connected (6,3,16) -> (6,4,16)
Connected (6,3,16) -> (6,2,16)
Connected (6,3,16) -> (6,3,17)
Connected (6,3,16) -> (6,3,15)
====================
6,3,17 (6,3,17)
Connected (6,3,17) -> (7,3,17)
Connected (6,3,17) -> (5,3,17)
Connected (6,3,17) -> (6,4,17)
Connected (6,3,17) -> (6,2,17)
Connected (6,3,17) -> (6,3,18)
Connected (6,3,17) -> (6,3,16)
====================
6,3,18 (6,3,18)
Connected (6,3,18) -> (7,3,18)
Connected (6,3,18) -> (5,3,18)
Connected (6,3,18) -> (6,4,18)
Connected (6,3,18) -> (6,2,18)
Connected (6,3,18) -> (6,3,19)
Connected (6,3,18) -> (6,3,17)
====================
6,3,19 (6,3,19)
Connected (6,3,19) -> (7,3,19)
Connected (6,3,19) -> (5,3,19)
Connected (6,3,19) -> (6,4,19)
Connected (6,3,19) -> (6,2,19)
Connected (6,3,19) -> (6,3,20)
Connected (6,3,19) -> (6,3,18)
====================
6,3,20 (6,3,20)
Connected (6,3,20) -> (7,3,20)
Connected (6,3,20) -> (5,3,20)
Connected (6,3,20) -> (6,4,20)
Connected (6,3,20) -> (6,2,20)
Ignored (6,3,21) because it's out of bounds.
Connected (6,3,20) -> (6,3,19)
====================
6,4,-1 (6,4,-1)
Connected (6,4,-1) -> (7,4,-1)
Connected (6,4,-1) -> (5,4,-1)
Connected (6,4,-1) -> (6,5,-1)
Connected (6,4,-1) -> (6,3,-1)
Connected (6,4,-1) -> (6,4,0)
Ignored (6,4,-2) because it's out of bounds.
====================
6,4,0 (6,4,0)
Connected (6,4,0) -> (7,4,0)
Connected (6,4,0) -> (5,4,0)
Connected (6,4,0) -> (6,5,0)
Connected (6,4,0) -> (6,3,0)
Connected (6,4,0) -> (6,4,1)
Connected (6,4,0) -> (6,4,-1)
====================
6,4,1 (6,4,1)
Connected (6,4,1) -> (7,4,1)
Connected (6,4,1) -> (5,4,1)
Connected (6,4,1) -> (6,5,1)
Connected (6,4,1) -> (6,3,1)
Connected (6,4,1) -> (6,4,2)
Connected (6,4,1) -> (6,4,0)
====================
6,4,2 (6,4,2)
Connected (6,4,2) -> (7,4,2)
Connected (6,4,2) -> (5,4,2)
Connected (6,4,2) -> (6,5,2)
Connected (6,4,2) -> (6,3,2)
Connected (6,4,2) -> (6,4,3)
Connected (6,4,2) -> (6,4,1)
====================
6,4,3 (6,4,3)
Ignored (7,4,3) because a block exists there.
Connected (6,4,3) -> (5,4,3)
Ignored (6,5,3) because a block exists there.
Connected (6,4,3) -> (6,3,3)
Ignored (6,4,4) because a block exists there.
Connected (6,4,3) -> (6,4,2)
====================
6,4,7 (6,4,7)
Ignored (7,4,7) because a block exists there.
Ignored (5,4,7) because a block exists there.
Ignored (6,5,7) because a block exists there.
Ignored (6,3,7) because a block exists there.
Ignored (6,4,8) because a block exists there.
Ignored (6,4,6) because a block exists there.
====================
6,4,10 (6,4,10)
Ignored (7,4,10) because a block exists there.
Ignored (5,4,10) because a block exists there.
Connected (6,4,10) -> (6,5,10)
Ignored (6,3,10) because a block exists there.
Ignored (6,4,11) because a block exists there.
Ignored (6,4,9) because a block exists there.
====================
6,4,16 (6,4,16)
Connected (6,4,16) -> (7,4,16)
Connected (6,4,16) -> (5,4,16)
Ignored (6,5,16) because a block exists there.
Connected (6,4,16) -> (6,3,16)
Connected (6,4,16) -> (6,4,17)
Ignored (6,4,15) because a block exists there.
====================
6,4,17 (6,4,17)
Connected (6,4,17) -> (7,4,17)
Connected (6,4,17) -> (5,4,17)
Connected (6,4,17) -> (6,5,17)
Connected (6,4,17) -> (6,3,17)
Connected (6,4,17) -> (6,4,18)
Connected (6,4,17) -> (6,4,16)
====================
6,4,18 (6,4,18)
Connected (6,4,18) -> (7,4,18)
Connected (6,4,18) -> (5,4,18)
Connected (6,4,18) -> (6,5,18)
Connected (6,4,18) -> (6,3,18)
Connected (6,4,18) -> (6,4,19)
Connected (6,4,18) -> (6,4,17)
====================
6,4,19 (6,4,19)
Connected (6,4,19) -> (7,4,19)
Connected (6,4,19) -> (5,4,19)
Connected (6,4,19) -> (6,5,19)
Connected (6,4,19) -> (6,3,19)
Connected (6,4,19) -> (6,4,20)
Connected (6,4,19) -> (6,4,18)
====================
6,4,20 (6,4,20)
Connected (6,4,20) -> (7,4,20)
Connected (6,4,20) -> (5,4,20)
Connected (6,4,20) -> (6,5,20)
Connected (6,4,20) -> (6,3,20)
Ignored (6,4,21) because it's out of bounds.
Connected (6,4,20) -> (6,4,19)
====================
6,5,-1 (6,5,-1)
Connected (6,5,-1) -> (7,5,-1)
Connected (6,5,-1) -> (5,5,-1)
Connected (6,5,-1) -> (6,6,-1)
Connected (6,5,-1) -> (6,4,-1)
Connected (6,5,-1) -> (6,5,0)
Ignored (6,5,-2) because it's out of bounds.
====================
6,5,0 (6,5,0)
Connected (6,5,0) -> (7,5,0)
Connected (6,5,0) -> (5,5,0)
Connected (6,5,0) -> (6,6,0)
Connected (6,5,0) -> (6,4,0)
Connected (6,5,0) -> (6,5,1)
Connected (6,5,0) -> (6,5,-1)
====================
6,5,1 (6,5,1)
Connected (6,5,1) -> (7,5,1)
Connected (6,5,1) -> (5,5,1)
Connected (6,5,1) -> (6,6,1)
Connected (6,5,1) -> (6,4,1)
Connected (6,5,1) -> (6,5,2)
Connected (6,5,1) -> (6,5,0)
====================
6,5,2 (6,5,2)
Ignored (7,5,2) because a block exists there.
Connected (6,5,2) -> (5,5,2)
Connected (6,5,2) -> (6,6,2)
Connected (6,5,2) -> (6,4,2)
Ignored (6,5,3) because a block exists there.
Connected (6,5,2) -> (6,5,1)
====================
6,5,8 (6,5,8)
Connected (6,5,8) -> (7,5,8)
Connected (6,5,8) -> (5,5,8)
Connected (6,5,8) -> (6,6,8)
Ignored (6,4,8) because a block exists there.
Connected (6,5,8) -> (6,5,9)
Ignored (6,5,7) because a block exists there.
====================
6,5,9 (6,5,9)
Connected (6,5,9) -> (7,5,9)
Ignored (5,5,9) because a block exists there.
Connected (6,5,9) -> (6,6,9)
Ignored (6,4,9) because a block exists there.
Connected (6,5,9) -> (6,5,10)
Connected (6,5,9) -> (6,5,8)
====================
6,5,10 (6,5,10)
Connected (6,5,10) -> (7,5,10)
Connected (6,5,10) -> (5,5,10)
Ignored (6,6,10) because a block exists there.
Connected (6,5,10) -> (6,4,10)
Connected (6,5,10) -> (6,5,11)
Connected (6,5,10) -> (6,5,9)
====================
6,5,11 (6,5,11)
Connected (6,5,11) -> (7,5,11)
Connected (6,5,11) -> (5,5,11)
Connected (6,5,11) -> (6,6,11)
Ignored (6,4,11) because a block exists there.
Ignored (6,5,12) because a block exists there.
Connected (6,5,11) -> (6,5,10)
====================
6,5,17 (6,5,17)
Connected (6,5,17) -> (7,5,17)
Connected (6,5,17) -> (5,5,17)
Connected (6,5,17) -> (6,6,17)
Connected (6,5,17) -> (6,4,17)
Connected (6,5,17) -> (6,5,18)
Ignored (6,5,16) because a block exists there.
====================
6,5,18 (6,5,18)
Connected (6,5,18) -> (7,5,18)
Connected (6,5,18) -> (5,5,18)
Connected (6,5,18) -> (6,6,18)
Connected (6,5,18) -> (6,4,18)
Connected (6,5,18) -> (6,5,19)
Connected (6,5,18) -> (6,5,17)
====================
6,5,19 (6,5,19)
Connected (6,5,19) -> (7,5,19)
Connected (6,5,19) -> (5,5,19)
Connected (6,5,19) -> (6,6,19)
Connected (6,5,19) -> (6,4,19)
Connected (6,5,19) -> (6,5,20)
Connected (6,5,19) -> (6,5,18)
====================
6,5,20 (6,5,20)
Connected (6,5,20) -> (7,5,20)
Connected (6,5,20) -> (5,5,20)
Connected (6,5,20) -> (6,6,20)
Connected (6,5,20) -> (6,4,20)
Ignored (6,5,21) because it's out of bounds.
Connected (6,5,20) -> (6,5,19)
====================
6,6,-1 (6,6,-1)
Connected (6,6,-1) -> (7,6,-1)
Connected (6,6,-1) -> (5,6,-1)
Connected (6,6,-1) -> (6,7,-1)
Connected (6,6,-1) -> (6,5,-1)
Connected (6,6,-1) -> (6,6,0)
Ignored (6,6,-2) because it's out of bounds.
====================
6,6,0 (6,6,0)
Connected (6,6,0) -> (7,6,0)
Connected (6,6,0) -> (5,6,0)
Connected (6,6,0) -> (6,7,0)
Connected (6,6,0) -> (6,5,0)
Connected (6,6,0) -> (6,6,1)
Connected (6,6,0) -> (6,6,-1)
====================
6,6,1 (6,6,1)
Ignored (7,6,1) because a block exists there.
Connected (6,6,1) -> (5,6,1)
Connected (6,6,1) -> (6,7,1)
Connected (6,6,1) -> (6,5,1)
Connected (6,6,1) -> (6,6,2)
Connected (6,6,1) -> (6,6,0)
====================
6,6,2 (6,6,2)
Ignored (7,6,2) because a block exists there.
Connected (6,6,2) -> (5,6,2)
Ignored (6,7,2) because a block exists there.
Connected (6,6,2) -> (6,5,2)
Ignored (6,6,3) because a block exists there.
Connected (6,6,2) -> (6,6,1)
====================
6,6,5 (6,6,5)
Connected (6,6,5) -> (7,6,5)
Ignored (5,6,5) because a block exists there.
Ignored (6,7,5) because a block exists there.
Ignored (6,5,5) because a block exists there.
Connected (6,6,5) -> (6,6,6)
Ignored (6,6,4) because a block exists there.
====================
6,6,6 (6,6,6)
Ignored (7,6,6) because a block exists there.
Connected (6,6,6) -> (5,6,6)
Connected (6,6,6) -> (6,7,6)
Ignored (6,5,6) because a block exists there.
Connected (6,6,6) -> (6,6,7)
Connected (6,6,6) -> (6,6,5)
====================
6,6,7 (6,6,7)
Connected (6,6,7) -> (7,6,7)
Ignored (5,6,7) because a block exists there.
Connected (6,6,7) -> (6,7,7)
Ignored (6,5,7) because a block exists there.
Connected (6,6,7) -> (6,6,8)
Connected (6,6,7) -> (6,6,6)
====================
6,6,8 (6,6,8)
Connected (6,6,8) -> (7,6,8)
Connected (6,6,8) -> (5,6,8)
Connected (6,6,8) -> (6,7,8)
Connected (6,6,8) -> (6,5,8)
Connected (6,6,8) -> (6,6,9)
Connected (6,6,8) -> (6,6,7)
====================
6,6,9 (6,6,9)
Connected (6,6,9) -> (7,6,9)
Connected (6,6,9) -> (5,6,9)
Connected (6,6,9) -> (6,7,9)
Connected (6,6,9) -> (6,5,9)
Ignored (6,6,10) because a block exists there.
Connected (6,6,9) -> (6,6,8)
====================
6,6,11 (6,6,11)
Connected (6,6,11) -> (7,6,11)
Ignored (5,6,11) because a block exists there.
Connected (6,6,11) -> (6,7,11)
Connected (6,6,11) -> (6,5,11)
Connected (6,6,11) -> (6,6,12)
Ignored (6,6,10) because a block exists there.
====================
6,6,12 (6,6,12)
Connected (6,6,12) -> (7,6,12)
Connected (6,6,12) -> (5,6,12)
Connected (6,6,12) -> (6,7,12)
Ignored (6,5,12) because a block exists there.
Ignored (6,6,13) because a block exists there.
Connected (6,6,12) -> (6,6,11)
====================
6,6,17 (6,6,17)
Ignored (7,6,17) because a block exists there.
Connected (6,6,17) -> (5,6,17)
Ignored (6,7,17) because a block exists there.
Connected (6,6,17) -> (6,5,17)
Connected (6,6,17) -> (6,6,18)
Ignored (6,6,16) because a block exists there.
====================
6,6,18 (6,6,18)
Connected (6,6,18) -> (7,6,18)
Connected (6,6,18) -> (5,6,18)
Ignored (6,7,18) because a block exists there.
Connected (6,6,18) -> (6,5,18)
Connected (6,6,18) -> (6,6,19)
Connected (6,6,18) -> (6,6,17)
====================
6,6,19 (6,6,19)
Connected (6,6,19) -> (7,6,19)
Connected (6,6,19) -> (5,6,19)
Connected (6,6,19) -> (6,7,19)
Connected (6,6,19) -> (6,5,19)
Connected (6,6,19) -> (6,6,20)
Connected (6,6,19) -> (6,6,18)
====================
6,6,20 (6,6,20)
Connected (6,6,20) -> (7,6,20)
Connected (6,6,20) -> (5,6,20)
Connected (6,6,20) -> (6,7,20)
Connected (6,6,20) -> (6,5,20)
Ignored (6,6,21) because it's out of bounds.
Connected (6,6,20) -> (6,6,19)
====================
6,7,-1 (6,7,-1)
Connected (6,7,-1) -> (7,7,-1)
Connected (6,7,-1) -> (5,7,-1)
Connected (6,7,-1) -> (6,8,-1)
Connected (6,7,-1) -> (6,6,-1)
Connected (6,7,-1) -> (6,7,0)
Ignored (6,7,-2) because it's out of bounds.
====================
6,7,0 (6,7,0)
Connected (6,7,0) -> (7,7,0)
Connected (6,7,0) -> (5,7,0)
Connected (6,7,0) -> (6,8,0)
Connected (6,7,0) -> (6,6,0)
Connected (6,7,0) -> (6,7,1)
Connected (6,7,0) -> (6,7,-1)
====================
6,7,1 (6,7,1)
Connected (6,7,1) -> (7,7,1)
Connected (6,7,1) -> (5,7,1)
Ignored (6,8,1) because a block exists there.
Connected (6,7,1) -> (6,6,1)
Ignored (6,7,2) because a block exists there.
Connected (6,7,1) -> (6,7,0)
====================
6,7,6 (6,7,6)
Connected (6,7,6) -> (7,7,6)
Connected (6,7,6) -> (5,7,6)
Connected (6,7,6) -> (6,8,6)
Connected (6,7,6) -> (6,6,6)
Connected (6,7,6) -> (6,7,7)
Ignored (6,7,5) because a block exists there.
====================
6,7,7 (6,7,7)
Connected (6,7,7) -> (7,7,7)
Connected (6,7,7) -> (5,7,7)
Connected (6,7,7) -> (6,8,7)
Connected (6,7,7) -> (6,6,7)
Connected (6,7,7) -> (6,7,8)
Connected (6,7,7) -> (6,7,6)
====================
6,7,8 (6,7,8)
Connected (6,7,8) -> (7,7,8)
Ignored (5,7,8) because a block exists there.
Connected (6,7,8) -> (6,8,8)
Connected (6,7,8) -> (6,6,8)
Connected (6,7,8) -> (6,7,9)
Connected (6,7,8) -> (6,7,7)
====================
6,7,9 (6,7,9)
Connected (6,7,9) -> (7,7,9)
Connected (6,7,9) -> (5,7,9)
Connected (6,7,9) -> (6,8,9)
Connected (6,7,9) -> (6,6,9)
Connected (6,7,9) -> (6,7,10)
Connected (6,7,9) -> (6,7,8)
====================
6,7,10 (6,7,10)
Connected (6,7,10) -> (7,7,10)
Ignored (5,7,10) because a block exists there.
Connected (6,7,10) -> (6,8,10)
Ignored (6,6,10) because a block exists there.
Connected (6,7,10) -> (6,7,11)
Connected (6,7,10) -> (6,7,9)
====================
6,7,11 (6,7,11)
Connected (6,7,11) -> (7,7,11)
Connected (6,7,11) -> (5,7,11)
Connected (6,7,11) -> (6,8,11)
Connected (6,7,11) -> (6,6,11)
Connected (6,7,11) -> (6,7,12)
Connected (6,7,11) -> (6,7,10)
====================
6,7,12 (6,7,12)
Connected (6,7,12) -> (7,7,12)
Connected (6,7,12) -> (5,7,12)
Connected (6,7,12) -> (6,8,12)
Connected (6,7,12) -> (6,6,12)
Connected (6,7,12) -> (6,7,13)
Connected (6,7,12) -> (6,7,11)
====================
6,7,13 (6,7,13)
Connected (6,7,13) -> (7,7,13)
Connected (6,7,13) -> (5,7,13)
Connected (6,7,13) -> (6,8,13)
Ignored (6,6,13) because a block exists there.
Ignored (6,7,14) because a block exists there.
Connected (6,7,13) -> (6,7,12)
====================
6,7,19 (6,7,19)
Connected (6,7,19) -> (7,7,19)
Connected (6,7,19) -> (5,7,19)
Connected (6,7,19) -> (6,8,19)
Connected (6,7,19) -> (6,6,19)
Connected (6,7,19) -> (6,7,20)
Ignored (6,7,18) because a block exists there.
====================
6,7,20 (6,7,20)
Connected (6,7,20) -> (7,7,20)
Connected (6,7,20) -> (5,7,20)
Connected (6,7,20) -> (6,8,20)
Connected (6,7,20) -> (6,6,20)
Ignored (6,7,21) because it's out of bounds.
Connected (6,7,20) -> (6,7,19)
====================
6,8,-1 (6,8,-1)
Connected (6,8,-1) -> (7,8,-1)
Connected (6,8,-1) -> (5,8,-1)
Connected (6,8,-1) -> (6,9,-1)
Connected (6,8,-1) -> (6,7,-1)
Connected (6,8,-1) -> (6,8,0)
Ignored (6,8,-2) because it's out of bounds.
====================
6,8,0 (6,8,0)
Connected (6,8,0) -> (7,8,0)
Connected (6,8,0) -> (5,8,0)
Connected (6,8,0) -> (6,9,0)
Connected (6,8,0) -> (6,7,0)
Ignored (6,8,1) because a block exists there.
Connected (6,8,0) -> (6,8,-1)
====================
6,8,4 (6,8,4)
Connected (6,8,4) -> (7,8,4)
Ignored (5,8,4) because a block exists there.
Ignored (6,9,4) because a block exists there.
Ignored (6,7,4) because a block exists there.
Connected (6,8,4) -> (6,8,5)
Ignored (6,8,3) because a block exists there.
====================
6,8,5 (6,8,5)
Connected (6,8,5) -> (7,8,5)
Ignored (5,8,5) because a block exists there.
Connected (6,8,5) -> (6,9,5)
Ignored (6,7,5) because a block exists there.
Connected (6,8,5) -> (6,8,6)
Connected (6,8,5) -> (6,8,4)
====================
6,8,6 (6,8,6)
Connected (6,8,6) -> (7,8,6)
Connected (6,8,6) -> (5,8,6)
Connected (6,8,6) -> (6,9,6)
Connected (6,8,6) -> (6,7,6)
Connected (6,8,6) -> (6,8,7)
Connected (6,8,6) -> (6,8,5)
====================
6,8,7 (6,8,7)
Connected (6,8,7) -> (7,8,7)
Ignored (5,8,7) because a block exists there.
Connected (6,8,7) -> (6,9,7)
Connected (6,8,7) -> (6,7,7)
Connected (6,8,7) -> (6,8,8)
Connected (6,8,7) -> (6,8,6)
====================
6,8,8 (6,8,8)
Connected (6,8,8) -> (7,8,8)
Connected (6,8,8) -> (5,8,8)
Connected (6,8,8) -> (6,9,8)
Connected (6,8,8) -> (6,7,8)
Connected (6,8,8) -> (6,8,9)
Connected (6,8,8) -> (6,8,7)
====================
6,8,9 (6,8,9)
Connected (6,8,9) -> (7,8,9)
Connected (6,8,9) -> (5,8,9)
Connected (6,8,9) -> (6,9,9)
Connected (6,8,9) -> (6,7,9)
Connected (6,8,9) -> (6,8,10)
Connected (6,8,9) -> (6,8,8)
====================
6,8,10 (6,8,10)
Connected (6,8,10) -> (7,8,10)
Connected (6,8,10) -> (5,8,10)
Connected (6,8,10) -> (6,9,10)
Connected (6,8,10) -> (6,7,10)
Connected (6,8,10) -> (6,8,11)
Connected (6,8,10) -> (6,8,9)
====================
6,8,11 (6,8,11)
Connected (6,8,11) -> (7,8,11)
Connected (6,8,11) -> (5,8,11)
Connected (6,8,11) -> (6,9,11)
Connected (6,8,11) -> (6,7,11)
Connected (6,8,11) -> (6,8,12)
Connected (6,8,11) -> (6,8,10)
====================
6,8,12 (6,8,12)
Connected (6,8,12) -> (7,8,12)
Connected (6,8,12) -> (5,8,12)
Connected (6,8,12) -> (6,9,12)
Connected (6,8,12) -> (6,7,12)
Connected (6,8,12) -> (6,8,13)
Connected (6,8,12) -> (6,8,11)
====================
6,8,13 (6,8,13)
Connected (6,8,13) -> (7,8,13)
Ignored (5,8,13) because a block exists there.
Connected (6,8,13) -> (6,9,13)
Connected (6,8,13) -> (6,7,13)
Connected (6,8,13) -> (6,8,14)
Connected (6,8,13) -> (6,8,12)
====================
6,8,14 (6,8,14)
Connected (6,8,14) -> (7,8,14)
Connected (6,8,14) -> (5,8,14)
Connected (6,8,14) -> (6,9,14)
Ignored (6,7,14) because a block exists there.
Ignored (6,8,15) because a block exists there.
Connected (6,8,14) -> (6,8,13)
====================
6,8,18 (6,8,18)
Connected (6,8,18) -> (7,8,18)
Connected (6,8,18) -> (5,8,18)
Ignored (6,9,18) because a block exists there.
Ignored (6,7,18) because a block exists there.
Connected (6,8,18) -> (6,8,19)
Ignored (6,8,17) because a block exists there.
====================
6,8,19 (6,8,19)
Connected (6,8,19) -> (7,8,19)
Connected (6,8,19) -> (5,8,19)
Connected (6,8,19) -> (6,9,19)
Connected (6,8,19) -> (6,7,19)
Connected (6,8,19) -> (6,8,20)
Connected (6,8,19) -> (6,8,18)
====================
6,8,20 (6,8,20)
Connected (6,8,20) -> (7,8,20)
Connected (6,8,20) -> (5,8,20)
Connected (6,8,20) -> (6,9,20)
Connected (6,8,20) -> (6,7,20)
Ignored (6,8,21) because it's out of bounds.
Connected (6,8,20) -> (6,8,19)
====================
6,9,-1 (6,9,-1)
Connected (6,9,-1) -> (7,9,-1)
Connected (6,9,-1) -> (5,9,-1)
Connected (6,9,-1) -> (6,10,-1)
Connected (6,9,-1) -> (6,8,-1)
Connected (6,9,-1) -> (6,9,0)
Ignored (6,9,-2) because it's out of bounds.
====================
6,9,0 (6,9,0)
Connected (6,9,0) -> (7,9,0)
Connected (6,9,0) -> (5,9,0)
Connected (6,9,0) -> (6,10,0)
Connected (6,9,0) -> (6,8,0)
Ignored (6,9,1) because a block exists there.
Connected (6,9,0) -> (6,9,-1)
====================
6,9,5 (6,9,5)
Connected (6,9,5) -> (7,9,5)
Ignored (5,9,5) because a block exists there.
Connected (6,9,5) -> (6,10,5)
Connected (6,9,5) -> (6,8,5)
Connected (6,9,5) -> (6,9,6)
Ignored (6,9,4) because a block exists there.
====================
6,9,6 (6,9,6)
Connected (6,9,6) -> (7,9,6)
Connected (6,9,6) -> (5,9,6)
Connected (6,9,6) -> (6,10,6)
Connected (6,9,6) -> (6,8,6)
Connected (6,9,6) -> (6,9,7)
Connected (6,9,6) -> (6,9,5)
====================
6,9,7 (6,9,7)
Connected (6,9,7) -> (7,9,7)
Connected (6,9,7) -> (5,9,7)
Connected (6,9,7) -> (6,10,7)
Connected (6,9,7) -> (6,8,7)
Connected (6,9,7) -> (6,9,8)
Connected (6,9,7) -> (6,9,6)
====================
6,9,8 (6,9,8)
Connected (6,9,8) -> (7,9,8)
Connected (6,9,8) -> (5,9,8)
Connected (6,9,8) -> (6,10,8)
Connected (6,9,8) -> (6,8,8)
Connected (6,9,8) -> (6,9,9)
Connected (6,9,8) -> (6,9,7)
====================
6,9,9 (6,9,9)
Connected (6,9,9) -> (7,9,9)
Connected (6,9,9) -> (5,9,9)
Connected (6,9,9) -> (6,10,9)
Connected (6,9,9) -> (6,8,9)
Connected (6,9,9) -> (6,9,10)
Connected (6,9,9) -> (6,9,8)
====================
6,9,10 (6,9,10)
Connected (6,9,10) -> (7,9,10)
Connected (6,9,10) -> (5,9,10)
Connected (6,9,10) -> (6,10,10)
Connected (6,9,10) -> (6,8,10)
Connected (6,9,10) -> (6,9,11)
Connected (6,9,10) -> (6,9,9)
====================
6,9,11 (6,9,11)
Connected (6,9,11) -> (7,9,11)
Connected (6,9,11) -> (5,9,11)
Connected (6,9,11) -> (6,10,11)
Connected (6,9,11) -> (6,8,11)
Connected (6,9,11) -> (6,9,12)
Connected (6,9,11) -> (6,9,10)
====================
6,9,12 (6,9,12)
Connected (6,9,12) -> (7,9,12)
Connected (6,9,12) -> (5,9,12)
Connected (6,9,12) -> (6,10,12)
Connected (6,9,12) -> (6,8,12)
Connected (6,9,12) -> (6,9,13)
Connected (6,9,12) -> (6,9,11)
====================
6,9,13 (6,9,13)
Connected (6,9,13) -> (7,9,13)
Ignored (5,9,13) because a block exists there.
Connected (6,9,13) -> (6,10,13)
Connected (6,9,13) -> (6,8,13)
Connected (6,9,13) -> (6,9,14)
Connected (6,9,13) -> (6,9,12)
====================
6,9,14 (6,9,14)
Connected (6,9,14) -> (7,9,14)
Connected (6,9,14) -> (5,9,14)
Connected (6,9,14) -> (6,10,14)
Connected (6,9,14) -> (6,8,14)
Connected (6,9,14) -> (6,9,15)
Connected (6,9,14) -> (6,9,13)
====================
6,9,15 (6,9,15)
Ignored (7,9,15) because a block exists there.
Ignored (5,9,15) because a block exists there.
Ignored (6,10,15) because a block exists there.
Ignored (6,8,15) because a block exists there.
Ignored (6,9,16) because a block exists there.
Connected (6,9,15) -> (6,9,14)
====================
6,9,19 (6,9,19)
Connected (6,9,19) -> (7,9,19)
Connected (6,9,19) -> (5,9,19)
Connected (6,9,19) -> (6,10,19)
Connected (6,9,19) -> (6,8,19)
Connected (6,9,19) -> (6,9,20)
Ignored (6,9,18) because a block exists there.
====================
6,9,20 (6,9,20)
Connected (6,9,20) -> (7,9,20)
Connected (6,9,20) -> (5,9,20)
Connected (6,9,20) -> (6,10,20)
Connected (6,9,20) -> (6,8,20)
Ignored (6,9,21) because it's out of bounds.
Connected (6,9,20) -> (6,9,19)
====================
6,10,-1 (6,10,-1)
Connected (6,10,-1) -> (7,10,-1)
Connected (6,10,-1) -> (5,10,-1)
Connected (6,10,-1) -> (6,11,-1)
Connected (6,10,-1) -> (6,9,-1)
Connected (6,10,-1) -> (6,10,0)
Ignored (6,10,-2) because it's out of bounds.
====================
6,10,0 (6,10,0)
Connected (6,10,0) -> (7,10,0)
Connected (6,10,0) -> (5,10,0)
Connected (6,10,0) -> (6,11,0)
Connected (6,10,0) -> (6,9,0)
Connected (6,10,0) -> (6,10,1)
Connected (6,10,0) -> (6,10,-1)
====================
6,10,1 (6,10,1)
Ignored (7,10,1) because a block exists there.
Connected (6,10,1) -> (5,10,1)
Connected (6,10,1) -> (6,11,1)
Ignored (6,9,1) because a block exists there.
Ignored (6,10,2) because a block exists there.
Connected (6,10,1) -> (6,10,0)
====================
6,10,5 (6,10,5)
Connected (6,10,5) -> (7,10,5)
Ignored (5,10,5) because a block exists there.
Connected (6,10,5) -> (6,11,5)
Connected (6,10,5) -> (6,9,5)
Connected (6,10,5) -> (6,10,6)
Ignored (6,10,4) because a block exists there.
====================
6,10,6 (6,10,6)
Connected (6,10,6) -> (7,10,6)
Connected (6,10,6) -> (5,10,6)
Connected (6,10,6) -> (6,11,6)
Connected (6,10,6) -> (6,9,6)
Connected (6,10,6) -> (6,10,7)
Connected (6,10,6) -> (6,10,5)
====================
6,10,7 (6,10,7)
Connected (6,10,7) -> (7,10,7)
Connected (6,10,7) -> (5,10,7)
Connected (6,10,7) -> (6,11,7)
Connected (6,10,7) -> (6,9,7)
Connected (6,10,7) -> (6,10,8)
Connected (6,10,7) -> (6,10,6)
====================
6,10,8 (6,10,8)
Connected (6,10,8) -> (7,10,8)
Connected (6,10,8) -> (5,10,8)
Connected (6,10,8) -> (6,11,8)
Connected (6,10,8) -> (6,9,8)
Connected (6,10,8) -> (6,10,9)
Connected (6,10,8) -> (6,10,7)
====================
6,10,9 (6,10,9)
Connected (6,10,9) -> (7,10,9)
Connected (6,10,9) -> (5,10,9)
Connected (6,10,9) -> (6,11,9)
Connected (6,10,9) -> (6,9,9)
Connected (6,10,9) -> (6,10,10)
Connected (6,10,9) -> (6,10,8)
====================
6,10,10 (6,10,10)
Connected (6,10,10) -> (7,10,10)
Connected (6,10,10) -> (5,10,10)
Connected (6,10,10) -> (6,11,10)
Connected (6,10,10) -> (6,9,10)
Connected (6,10,10) -> (6,10,11)
Connected (6,10,10) -> (6,10,9)
====================
6,10,11 (6,10,11)
Connected (6,10,11) -> (7,10,11)
Connected (6,10,11) -> (5,10,11)
Connected (6,10,11) -> (6,11,11)
Connected (6,10,11) -> (6,9,11)
Connected (6,10,11) -> (6,10,12)
Connected (6,10,11) -> (6,10,10)
====================
6,10,12 (6,10,12)
Connected (6,10,12) -> (7,10,12)
Connected (6,10,12) -> (5,10,12)
Connected (6,10,12) -> (6,11,12)
Connected (6,10,12) -> (6,9,12)
Connected (6,10,12) -> (6,10,13)
Connected (6,10,12) -> (6,10,11)
====================
6,10,13 (6,10,13)
Connected (6,10,13) -> (7,10,13)
Connected (6,10,13) -> (5,10,13)
Connected (6,10,13) -> (6,11,13)
Connected (6,10,13) -> (6,9,13)
Connected (6,10,13) -> (6,10,14)
Connected (6,10,13) -> (6,10,12)
====================
6,10,14 (6,10,14)
Connected (6,10,14) -> (7,10,14)
Ignored (5,10,14) because a block exists there.
Ignored (6,11,14) because a block exists there.
Connected (6,10,14) -> (6,9,14)
Ignored (6,10,15) because a block exists there.
Connected (6,10,14) -> (6,10,13)
====================
6,10,18 (6,10,18)
Connected (6,10,18) -> (7,10,18)
Connected (6,10,18) -> (5,10,18)
Connected (6,10,18) -> (6,11,18)
Ignored (6,9,18) because a block exists there.
Connected (6,10,18) -> (6,10,19)
Ignored (6,10,17) because a block exists there.
====================
6,10,19 (6,10,19)
Ignored (7,10,19) because a block exists there.
Connected (6,10,19) -> (5,10,19)
Connected (6,10,19) -> (6,11,19)
Connected (6,10,19) -> (6,9,19)
Connected (6,10,19) -> (6,10,20)
Connected (6,10,19) -> (6,10,18)
====================
6,10,20 (6,10,20)
Connected (6,10,20) -> (7,10,20)
Connected (6,10,20) -> (5,10,20)
Connected (6,10,20) -> (6,11,20)
Connected (6,10,20) -> (6,9,20)
Ignored (6,10,21) because it's out of bounds.
Connected (6,10,20) -> (6,10,19)
====================
6,11,-1 (6,11,-1)
Connected (6,11,-1) -> (7,11,-1)
Connected (6,11,-1) -> (5,11,-1)
Connected (6,11,-1) -> (6,12,-1)
Connected (6,11,-1) -> (6,10,-1)
Connected (6,11,-1) -> (6,11,0)
Ignored (6,11,-2) because it's out of bounds.
====================
6,11,0 (6,11,0)
Connected (6,11,0) -> (7,11,0)
Connected (6,11,0) -> (5,11,0)
Connected (6,11,0) -> (6,12,0)
Connected (6,11,0) -> (6,10,0)
Connected (6,11,0) -> (6,11,1)
Connected (6,11,0) -> (6,11,-1)
====================
6,11,1 (6,11,1)
Connected (6,11,1) -> (7,11,1)
Connected (6,11,1) -> (5,11,1)
Connected (6,11,1) -> (6,12,1)
Connected (6,11,1) -> (6,10,1)
Ignored (6,11,2) because a block exists there.
Connected (6,11,1) -> (6,11,0)
====================
6,11,4 (6,11,4)
Connected (6,11,4) -> (7,11,4)
Ignored (5,11,4) because a block exists there.
Ignored (6,12,4) because a block exists there.
Ignored (6,10,4) because a block exists there.
Connected (6,11,4) -> (6,11,5)
Ignored (6,11,3) because a block exists there.
====================
6,11,5 (6,11,5)
Connected (6,11,5) -> (7,11,5)
Ignored (5,11,5) because a block exists there.
Connected (6,11,5) -> (6,12,5)
Connected (6,11,5) -> (6,10,5)
Connected (6,11,5) -> (6,11,6)
Connected (6,11,5) -> (6,11,4)
====================
6,11,6 (6,11,6)
Connected (6,11,6) -> (7,11,6)
Connected (6,11,6) -> (5,11,6)
Ignored (6,12,6) because a block exists there.
Connected (6,11,6) -> (6,10,6)
Connected (6,11,6) -> (6,11,7)
Connected (6,11,6) -> (6,11,5)
====================
6,11,7 (6,11,7)
Connected (6,11,7) -> (7,11,7)
Connected (6,11,7) -> (5,11,7)
Connected (6,11,7) -> (6,12,7)
Connected (6,11,7) -> (6,10,7)
Connected (6,11,7) -> (6,11,8)
Connected (6,11,7) -> (6,11,6)
====================
6,11,8 (6,11,8)
Connected (6,11,8) -> (7,11,8)
Connected (6,11,8) -> (5,11,8)
Connected (6,11,8) -> (6,12,8)
Connected (6,11,8) -> (6,10,8)
Connected (6,11,8) -> (6,11,9)
Connected (6,11,8) -> (6,11,7)
====================
6,11,9 (6,11,9)
Connected (6,11,9) -> (7,11,9)
Ignored (5,11,9) because a block exists there.
Connected (6,11,9) -> (6,12,9)
Connected (6,11,9) -> (6,10,9)
Connected (6,11,9) -> (6,11,10)
Connected (6,11,9) -> (6,11,8)
====================
6,11,10 (6,11,10)
Connected (6,11,10) -> (7,11,10)
Connected (6,11,10) -> (5,11,10)
Connected (6,11,10) -> (6,12,10)
Connected (6,11,10) -> (6,10,10)
Connected (6,11,10) -> (6,11,11)
Connected (6,11,10) -> (6,11,9)
====================
6,11,11 (6,11,11)
Connected (6,11,11) -> (7,11,11)
Ignored (5,11,11) because a block exists there.
Connected (6,11,11) -> (6,12,11)
Connected (6,11,11) -> (6,10,11)
Connected (6,11,11) -> (6,11,12)
Connected (6,11,11) -> (6,11,10)
====================
6,11,12 (6,11,12)
Connected (6,11,12) -> (7,11,12)
Connected (6,11,12) -> (5,11,12)
Connected (6,11,12) -> (6,12,12)
Connected (6,11,12) -> (6,10,12)
Connected (6,11,12) -> (6,11,13)
Connected (6,11,12) -> (6,11,11)
====================
6,11,13 (6,11,13)
Connected (6,11,13) -> (7,11,13)
Connected (6,11,13) -> (5,11,13)
Connected (6,11,13) -> (6,12,13)
Connected (6,11,13) -> (6,10,13)
Ignored (6,11,14) because a block exists there.
Connected (6,11,13) -> (6,11,12)
====================
6,11,15 (6,11,15)
Ignored (7,11,15) because a block exists there.
Ignored (5,11,15) because a block exists there.
Ignored (6,12,15) because a block exists there.
Ignored (6,10,15) because a block exists there.
Ignored (6,11,16) because a block exists there.
Ignored (6,11,14) because a block exists there.
====================
6,11,17 (6,11,17)
Ignored (7,11,17) because a block exists there.
Ignored (5,11,17) because a block exists there.
Ignored (6,12,17) because a block exists there.
Ignored (6,10,17) because a block exists there.
Connected (6,11,17) -> (6,11,18)
Ignored (6,11,16) because a block exists there.
====================
6,11,18 (6,11,18)
Ignored (7,11,18) because a block exists there.
Connected (6,11,18) -> (5,11,18)
Ignored (6,12,18) because a block exists there.
Connected (6,11,18) -> (6,10,18)
Connected (6,11,18) -> (6,11,19)
Connected (6,11,18) -> (6,11,17)
====================
6,11,19 (6,11,19)
Connected (6,11,19) -> (7,11,19)
Connected (6,11,19) -> (5,11,19)
Connected (6,11,19) -> (6,12,19)
Connected (6,11,19) -> (6,10,19)
Connected (6,11,19) -> (6,11,20)
Connected (6,11,19) -> (6,11,18)
====================
6,11,20 (6,11,20)
Connected (6,11,20) -> (7,11,20)
Connected (6,11,20) -> (5,11,20)
Connected (6,11,20) -> (6,12,20)
Connected (6,11,20) -> (6,10,20)
Ignored (6,11,21) because it's out of bounds.
Connected (6,11,20) -> (6,11,19)
====================
6,12,-1 (6,12,-1)
Connected (6,12,-1) -> (7,12,-1)
Connected (6,12,-1) -> (5,12,-1)
Connected (6,12,-1) -> (6,13,-1)
Connected (6,12,-1) -> (6,11,-1)
Connected (6,12,-1) -> (6,12,0)
Ignored (6,12,-2) because it's out of bounds.
====================
6,12,0 (6,12,0)
Connected (6,12,0) -> (7,12,0)
Connected (6,12,0) -> (5,12,0)
Connected (6,12,0) -> (6,13,0)
Connected (6,12,0) -> (6,11,0)
Connected (6,12,0) -> (6,12,1)
Connected (6,12,0) -> (6,12,-1)
====================
6,12,1 (6,12,1)
Connected (6,12,1) -> (7,12,1)
Connected (6,12,1) -> (5,12,1)
Connected (6,12,1) -> (6,13,1)
Connected (6,12,1) -> (6,11,1)
Ignored (6,12,2) because a block exists there.
Connected (6,12,1) -> (6,12,0)
====================
6,12,5 (6,12,5)
Connected (6,12,5) -> (7,12,5)
Connected (6,12,5) -> (5,12,5)
Connected (6,12,5) -> (6,13,5)
Connected (6,12,5) -> (6,11,5)
Ignored (6,12,6) because a block exists there.
Ignored (6,12,4) because a block exists there.
====================
6,12,7 (6,12,7)
Connected (6,12,7) -> (7,12,7)
Connected (6,12,7) -> (5,12,7)
Connected (6,12,7) -> (6,13,7)
Connected (6,12,7) -> (6,11,7)
Connected (6,12,7) -> (6,12,8)
Ignored (6,12,6) because a block exists there.
====================
6,12,8 (6,12,8)
Connected (6,12,8) -> (7,12,8)
Ignored (5,12,8) because a block exists there.
Connected (6,12,8) -> (6,13,8)
Connected (6,12,8) -> (6,11,8)
Connected (6,12,8) -> (6,12,9)
Connected (6,12,8) -> (6,12,7)
====================
6,12,9 (6,12,9)
Connected (6,12,9) -> (7,12,9)
Connected (6,12,9) -> (5,12,9)
Connected (6,12,9) -> (6,13,9)
Connected (6,12,9) -> (6,11,9)
Connected (6,12,9) -> (6,12,10)
Connected (6,12,9) -> (6,12,8)
====================
6,12,10 (6,12,10)
Connected (6,12,10) -> (7,12,10)
Connected (6,12,10) -> (5,12,10)
Connected (6,12,10) -> (6,13,10)
Connected (6,12,10) -> (6,11,10)
Connected (6,12,10) -> (6,12,11)
Connected (6,12,10) -> (6,12,9)
====================
6,12,11 (6,12,11)
Connected (6,12,11) -> (7,12,11)
Connected (6,12,11) -> (5,12,11)
Connected (6,12,11) -> (6,13,11)
Connected (6,12,11) -> (6,11,11)
Connected (6,12,11) -> (6,12,12)
Connected (6,12,11) -> (6,12,10)
====================
6,12,12 (6,12,12)
Connected (6,12,12) -> (7,12,12)
Connected (6,12,12) -> (5,12,12)
Ignored (6,13,12) because a block exists there.
Connected (6,12,12) -> (6,11,12)
Connected (6,12,12) -> (6,12,13)
Connected (6,12,12) -> (6,12,11)
====================
6,12,13 (6,12,13)
Connected (6,12,13) -> (7,12,13)
Connected (6,12,13) -> (5,12,13)
Ignored (6,13,13) because a block exists there.
Connected (6,12,13) -> (6,11,13)
Ignored (6,12,14) because a block exists there.
Connected (6,12,13) -> (6,12,12)
====================
6,12,19 (6,12,19)
Connected (6,12,19) -> (7,12,19)
Connected (6,12,19) -> (5,12,19)
Connected (6,12,19) -> (6,13,19)
Connected (6,12,19) -> (6,11,19)
Connected (6,12,19) -> (6,12,20)
Ignored (6,12,18) because a block exists there.
====================
6,12,20 (6,12,20)
Connected (6,12,20) -> (7,12,20)
Connected (6,12,20) -> (5,12,20)
Connected (6,12,20) -> (6,13,20)
Connected (6,12,20) -> (6,11,20)
Ignored (6,12,21) because it's out of bounds.
Connected (6,12,20) -> (6,12,19)
====================
6,13,-1 (6,13,-1)
Connected (6,13,-1) -> (7,13,-1)
Connected (6,13,-1) -> (5,13,-1)
Connected (6,13,-1) -> (6,14,-1)
Connected (6,13,-1) -> (6,12,-1)
Connected (6,13,-1) -> (6,13,0)
Ignored (6,13,-2) because it's out of bounds.
====================
6,13,0 (6,13,0)
Connected (6,13,0) -> (7,13,0)
Connected (6,13,0) -> (5,13,0)
Connected (6,13,0) -> (6,14,0)
Connected (6,13,0) -> (6,12,0)
Connected (6,13,0) -> (6,13,1)
Connected (6,13,0) -> (6,13,-1)
====================
6,13,1 (6,13,1)
Ignored (7,13,1) because a block exists there.
Connected (6,13,1) -> (5,13,1)
Connected (6,13,1) -> (6,14,1)
Connected (6,13,1) -> (6,12,1)
Ignored (6,13,2) because a block exists there.
Connected (6,13,1) -> (6,13,0)
====================
6,13,5 (6,13,5)
Connected (6,13,5) -> (7,13,5)
Ignored (5,13,5) because a block exists there.
Ignored (6,14,5) because a block exists there.
Connected (6,13,5) -> (6,12,5)
Connected (6,13,5) -> (6,13,6)
Ignored (6,13,4) because a block exists there.
====================
6,13,6 (6,13,6)
Connected (6,13,6) -> (7,13,6)
Connected (6,13,6) -> (5,13,6)
Ignored (6,14,6) because a block exists there.
Ignored (6,12,6) because a block exists there.
Connected (6,13,6) -> (6,13,7)
Connected (6,13,6) -> (6,13,5)
====================
6,13,7 (6,13,7)
Connected (6,13,7) -> (7,13,7)
Connected (6,13,7) -> (5,13,7)
Ignored (6,14,7) because a block exists there.
Connected (6,13,7) -> (6,12,7)
Connected (6,13,7) -> (6,13,8)
Connected (6,13,7) -> (6,13,6)
====================
6,13,8 (6,13,8)
Connected (6,13,8) -> (7,13,8)
Ignored (5,13,8) because a block exists there.
Connected (6,13,8) -> (6,14,8)
Connected (6,13,8) -> (6,12,8)
Connected (6,13,8) -> (6,13,9)
Connected (6,13,8) -> (6,13,7)
====================
6,13,9 (6,13,9)
Connected (6,13,9) -> (7,13,9)
Ignored (5,13,9) because a block exists there.
Ignored (6,14,9) because a block exists there.
Connected (6,13,9) -> (6,12,9)
Connected (6,13,9) -> (6,13,10)
Connected (6,13,9) -> (6,13,8)
====================
6,13,10 (6,13,10)
Connected (6,13,10) -> (7,13,10)
Connected (6,13,10) -> (5,13,10)
Connected (6,13,10) -> (6,14,10)
Connected (6,13,10) -> (6,12,10)
Connected (6,13,10) -> (6,13,11)
Connected (6,13,10) -> (6,13,9)
====================
6,13,11 (6,13,11)
Connected (6,13,11) -> (7,13,11)
Connected (6,13,11) -> (5,13,11)
Connected (6,13,11) -> (6,14,11)
Connected (6,13,11) -> (6,12,11)
Ignored (6,13,12) because a block exists there.
Connected (6,13,11) -> (6,13,10)
====================
6,13,14 (6,13,14)
Connected (6,13,14) -> (7,13,14)
Ignored (5,13,14) because a block exists there.
Ignored (6,14,14) because a block exists there.
Ignored (6,12,14) because a block exists there.
Ignored (6,13,15) because a block exists there.
Ignored (6,13,13) because a block exists there.
====================
6,13,18 (6,13,18)
Ignored (7,13,18) because a block exists there.
Connected (6,13,18) -> (5,13,18)
Connected (6,13,18) -> (6,14,18)
Ignored (6,12,18) because a block exists there.
Connected (6,13,18) -> (6,13,19)
Ignored (6,13,17) because a block exists there.
====================
6,13,19 (6,13,19)
Connected (6,13,19) -> (7,13,19)
Connected (6,13,19) -> (5,13,19)
Connected (6,13,19) -> (6,14,19)
Connected (6,13,19) -> (6,12,19)
Connected (6,13,19) -> (6,13,20)
Connected (6,13,19) -> (6,13,18)
====================
6,13,20 (6,13,20)
Connected (6,13,20) -> (7,13,20)
Connected (6,13,20) -> (5,13,20)
Connected (6,13,20) -> (6,14,20)
Connected (6,13,20) -> (6,12,20)
Ignored (6,13,21) because it's out of bounds.
Connected (6,13,20) -> (6,13,19)
====================
6,14,-1 (6,14,-1)
Connected (6,14,-1) -> (7,14,-1)
Connected (6,14,-1) -> (5,14,-1)
Connected (6,14,-1) -> (6,15,-1)
Connected (6,14,-1) -> (6,13,-1)
Connected (6,14,-1) -> (6,14,0)
Ignored (6,14,-2) because it's out of bounds.
====================
6,14,0 (6,14,0)
Connected (6,14,0) -> (7,14,0)
Connected (6,14,0) -> (5,14,0)
Connected (6,14,0) -> (6,15,0)
Connected (6,14,0) -> (6,13,0)
Connected (6,14,0) -> (6,14,1)
Connected (6,14,0) -> (6,14,-1)
====================
6,14,1 (6,14,1)
Connected (6,14,1) -> (7,14,1)
Connected (6,14,1) -> (5,14,1)
Connected (6,14,1) -> (6,15,1)
Connected (6,14,1) -> (6,13,1)
Connected (6,14,1) -> (6,14,2)
Connected (6,14,1) -> (6,14,0)
====================
6,14,2 (6,14,2)
Connected (6,14,2) -> (7,14,2)
Connected (6,14,2) -> (5,14,2)
Connected (6,14,2) -> (6,15,2)
Ignored (6,13,2) because a block exists there.
Ignored (6,14,3) because a block exists there.
Connected (6,14,2) -> (6,14,1)
====================
6,14,8 (6,14,8)
Connected (6,14,8) -> (7,14,8)
Ignored (5,14,8) because a block exists there.
Connected (6,14,8) -> (6,15,8)
Connected (6,14,8) -> (6,13,8)
Ignored (6,14,9) because a block exists there.
Ignored (6,14,7) because a block exists there.
====================
6,14,10 (6,14,10)
Connected (6,14,10) -> (7,14,10)
Ignored (5,14,10) because a block exists there.
Ignored (6,15,10) because a block exists there.
Connected (6,14,10) -> (6,13,10)
Connected (6,14,10) -> (6,14,11)
Ignored (6,14,9) because a block exists there.
====================
6,14,11 (6,14,11)
Connected (6,14,11) -> (7,14,11)
Ignored (5,14,11) because a block exists there.
Connected (6,14,11) -> (6,15,11)
Connected (6,14,11) -> (6,13,11)
Connected (6,14,11) -> (6,14,12)
Connected (6,14,11) -> (6,14,10)
====================
6,14,12 (6,14,12)
Connected (6,14,12) -> (7,14,12)
Ignored (5,14,12) because a block exists there.
Ignored (6,15,12) because a block exists there.
Ignored (6,13,12) because a block exists there.
Ignored (6,14,13) because a block exists there.
Connected (6,14,12) -> (6,14,11)
====================
6,14,18 (6,14,18)
Connected (6,14,18) -> (7,14,18)
Connected (6,14,18) -> (5,14,18)
Connected (6,14,18) -> (6,15,18)
Connected (6,14,18) -> (6,13,18)
Connected (6,14,18) -> (6,14,19)
Ignored (6,14,17) because a block exists there.
====================
6,14,19 (6,14,19)
Connected (6,14,19) -> (7,14,19)
Connected (6,14,19) -> (5,14,19)
Connected (6,14,19) -> (6,15,19)
Connected (6,14,19) -> (6,13,19)
Connected (6,14,19) -> (6,14,20)
Connected (6,14,19) -> (6,14,18)
====================
6,14,20 (6,14,20)
Connected (6,14,20) -> (7,14,20)
Connected (6,14,20) -> (5,14,20)
Connected (6,14,20) -> (6,15,20)
Connected (6,14,20) -> (6,13,20)
Ignored (6,14,21) because it's out of bounds.
Connected (6,14,20) -> (6,14,19)
====================
6,15,-1 (6,15,-1)
Connected (6,15,-1) -> (7,15,-1)
Connected (6,15,-1) -> (5,15,-1)
Connected (6,15,-1) -> (6,16,-1)
Connected (6,15,-1) -> (6,14,-1)
Connected (6,15,-1) -> (6,15,0)
Ignored (6,15,-2) because it's out of bounds.
====================
6,15,0 (6,15,0)
Connected (6,15,0) -> (7,15,0)
Connected (6,15,0) -> (5,15,0)
Connected (6,15,0) -> (6,16,0)
Connected (6,15,0) -> (6,14,0)
Connected (6,15,0) -> (6,15,1)
Connected (6,15,0) -> (6,15,-1)
====================
6,15,1 (6,15,1)
Connected (6,15,1) -> (7,15,1)
Connected (6,15,1) -> (5,15,1)
Connected (6,15,1) -> (6,16,1)
Connected (6,15,1) -> (6,14,1)
Connected (6,15,1) -> (6,15,2)
Connected (6,15,1) -> (6,15,0)
====================
6,15,2 (6,15,2)
Connected (6,15,2) -> (7,15,2)
Connected (6,15,2) -> (5,15,2)
Connected (6,15,2) -> (6,16,2)
Connected (6,15,2) -> (6,14,2)
Connected (6,15,2) -> (6,15,3)
Connected (6,15,2) -> (6,15,1)
====================
6,15,3 (6,15,3)
Ignored (7,15,3) because a block exists there.
Connected (6,15,3) -> (5,15,3)
Connected (6,15,3) -> (6,16,3)
Ignored (6,14,3) because a block exists there.
Ignored (6,15,4) because a block exists there.
Connected (6,15,3) -> (6,15,2)
====================
6,15,8 (6,15,8)
Ignored (7,15,8) because a block exists there.
Ignored (5,15,8) because a block exists there.
Ignored (6,16,8) because a block exists there.
Connected (6,15,8) -> (6,14,8)
Ignored (6,15,9) because a block exists there.
Ignored (6,15,7) because a block exists there.
====================
6,15,11 (6,15,11)
Ignored (7,15,11) because a block exists there.
Ignored (5,15,11) because a block exists there.
Ignored (6,16,11) because a block exists there.
Connected (6,15,11) -> (6,14,11)
Ignored (6,15,12) because a block exists there.
Ignored (6,15,10) because a block exists there.
====================
6,15,16 (6,15,16)
Ignored (7,15,16) because a block exists there.
Connected (6,15,16) -> (5,15,16)
Connected (6,15,16) -> (6,16,16)
Ignored (6,14,16) because a block exists there.
Connected (6,15,16) -> (6,15,17)
Ignored (6,15,15) because a block exists there.
====================
6,15,17 (6,15,17)
Connected (6,15,17) -> (7,15,17)
Connected (6,15,17) -> (5,15,17)
Connected (6,15,17) -> (6,16,17)
Ignored (6,14,17) because a block exists there.
Connected (6,15,17) -> (6,15,18)
Connected (6,15,17) -> (6,15,16)
====================
6,15,18 (6,15,18)
Connected (6,15,18) -> (7,15,18)
Connected (6,15,18) -> (5,15,18)
Connected (6,15,18) -> (6,16,18)
Connected (6,15,18) -> (6,14,18)
Connected (6,15,18) -> (6,15,19)
Connected (6,15,18) -> (6,15,17)
====================
6,15,19 (6,15,19)
Connected (6,15,19) -> (7,15,19)
Connected (6,15,19) -> (5,15,19)
Connected (6,15,19) -> (6,16,19)
Connected (6,15,19) -> (6,14,19)
Connected (6,15,19) -> (6,15,20)
Connected (6,15,19) -> (6,15,18)
====================
6,15,20 (6,15,20)
Connected (6,15,20) -> (7,15,20)
Connected (6,15,20) -> (5,15,20)
Connected (6,15,20) -> (6,16,20)
Connected (6,15,20) -> (6,14,20)
Ignored (6,15,21) because it's out of bounds.
Connected (6,15,20) -> (6,15,19)
====================
6,16,-1 (6,16,-1)
Connected (6,16,-1) -> (7,16,-1)
Connected (6,16,-1) -> (5,16,-1)
Connected (6,16,-1) -> (6,17,-1)
Connected (6,16,-1) -> (6,15,-1)
Connected (6,16,-1) -> (6,16,0)
Ignored (6,16,-2) because it's out of bounds.
====================
6,16,0 (6,16,0)
Connected (6,16,0) -> (7,16,0)
Connected (6,16,0) -> (5,16,0)
Connected (6,16,0) -> (6,17,0)
Connected (6,16,0) -> (6,15,0)
Connected (6,16,0) -> (6,16,1)
Connected (6,16,0) -> (6,16,-1)
====================
6,16,1 (6,16,1)
Connected (6,16,1) -> (7,16,1)
Connected (6,16,1) -> (5,16,1)
Connected (6,16,1) -> (6,17,1)
Connected (6,16,1) -> (6,15,1)
Connected (6,16,1) -> (6,16,2)
Connected (6,16,1) -> (6,16,0)
====================
6,16,2 (6,16,2)
Connected (6,16,2) -> (7,16,2)
Connected (6,16,2) -> (5,16,2)
Connected (6,16,2) -> (6,17,2)
Connected (6,16,2) -> (6,15,2)
Connected (6,16,2) -> (6,16,3)
Connected (6,16,2) -> (6,16,1)
====================
6,16,3 (6,16,3)
Connected (6,16,3) -> (7,16,3)
Connected (6,16,3) -> (5,16,3)
Connected (6,16,3) -> (6,17,3)
Connected (6,16,3) -> (6,15,3)
Connected (6,16,3) -> (6,16,4)
Connected (6,16,3) -> (6,16,2)
====================
6,16,4 (6,16,4)
Ignored (7,16,4) because a block exists there.
Connected (6,16,4) -> (5,16,4)
Connected (6,16,4) -> (6,17,4)
Ignored (6,15,4) because a block exists there.
Connected (6,16,4) -> (6,16,5)
Connected (6,16,4) -> (6,16,3)
====================
6,16,5 (6,16,5)
Ignored (7,16,5) because a block exists there.
Connected (6,16,5) -> (5,16,5)
Connected (6,16,5) -> (6,17,5)
Ignored (6,15,5) because a block exists there.
Ignored (6,16,6) because a block exists there.
Connected (6,16,5) -> (6,16,4)
====================
6,16,14 (6,16,14)
Ignored (7,16,14) because a block exists there.
Ignored (5,16,14) because a block exists there.
Connected (6,16,14) -> (6,17,14)
Ignored (6,15,14) because a block exists there.
Ignored (6,16,15) because a block exists there.
Ignored (6,16,13) because a block exists there.
====================
6,16,16 (6,16,16)
Connected (6,16,16) -> (7,16,16)
Connected (6,16,16) -> (5,16,16)
Connected (6,16,16) -> (6,17,16)
Connected (6,16,16) -> (6,15,16)
Connected (6,16,16) -> (6,16,17)
Ignored (6,16,15) because a block exists there.
====================
6,16,17 (6,16,17)
Connected (6,16,17) -> (7,16,17)
Connected (6,16,17) -> (5,16,17)
Connected (6,16,17) -> (6,17,17)
Connected (6,16,17) -> (6,15,17)
Connected (6,16,17) -> (6,16,18)
Connected (6,16,17) -> (6,16,16)
====================
6,16,18 (6,16,18)
Connected (6,16,18) -> (7,16,18)
Connected (6,16,18) -> (5,16,18)
Connected (6,16,18) -> (6,17,18)
Connected (6,16,18) -> (6,15,18)
Connected (6,16,18) -> (6,16,19)
Connected (6,16,18) -> (6,16,17)
====================
6,16,19 (6,16,19)
Connected (6,16,19) -> (7,16,19)
Connected (6,16,19) -> (5,16,19)
Connected (6,16,19) -> (6,17,19)
Connected (6,16,19) -> (6,15,19)
Connected (6,16,19) -> (6,16,20)
Connected (6,16,19) -> (6,16,18)
====================
6,16,20 (6,16,20)
Connected (6,16,20) -> (7,16,20)
Connected (6,16,20) -> (5,16,20)
Connected (6,16,20) -> (6,17,20)
Connected (6,16,20) -> (6,15,20)
Ignored (6,16,21) because it's out of bounds.
Connected (6,16,20) -> (6,16,19)
====================
6,17,-1 (6,17,-1)
Connected (6,17,-1) -> (7,17,-1)
Connected (6,17,-1) -> (5,17,-1)
Connected (6,17,-1) -> (6,18,-1)
Connected (6,17,-1) -> (6,16,-1)
Connected (6,17,-1) -> (6,17,0)
Ignored (6,17,-2) because it's out of bounds.
====================
6,17,0 (6,17,0)
Connected (6,17,0) -> (7,17,0)
Connected (6,17,0) -> (5,17,0)
Connected (6,17,0) -> (6,18,0)
Connected (6,17,0) -> (6,16,0)
Connected (6,17,0) -> (6,17,1)
Connected (6,17,0) -> (6,17,-1)
====================
6,17,1 (6,17,1)
Connected (6,17,1) -> (7,17,1)
Connected (6,17,1) -> (5,17,1)
Connected (6,17,1) -> (6,18,1)
Connected (6,17,1) -> (6,16,1)
Connected (6,17,1) -> (6,17,2)
Connected (6,17,1) -> (6,17,0)
====================
6,17,2 (6,17,2)
Connected (6,17,2) -> (7,17,2)
Connected (6,17,2) -> (5,17,2)
Connected (6,17,2) -> (6,18,2)
Connected (6,17,2) -> (6,16,2)
Connected (6,17,2) -> (6,17,3)
Connected (6,17,2) -> (6,17,1)
====================
6,17,3 (6,17,3)
Connected (6,17,3) -> (7,17,3)
Connected (6,17,3) -> (5,17,3)
Connected (6,17,3) -> (6,18,3)
Connected (6,17,3) -> (6,16,3)
Connected (6,17,3) -> (6,17,4)
Connected (6,17,3) -> (6,17,2)
====================
6,17,4 (6,17,4)
Connected (6,17,4) -> (7,17,4)
Connected (6,17,4) -> (5,17,4)
Connected (6,17,4) -> (6,18,4)
Connected (6,17,4) -> (6,16,4)
Connected (6,17,4) -> (6,17,5)
Connected (6,17,4) -> (6,17,3)
====================
6,17,5 (6,17,5)
Ignored (7,17,5) because a block exists there.
Connected (6,17,5) -> (5,17,5)
Connected (6,17,5) -> (6,18,5)
Connected (6,17,5) -> (6,16,5)
Connected (6,17,5) -> (6,17,6)
Connected (6,17,5) -> (6,17,4)
====================
6,17,6 (6,17,6)
Ignored (7,17,6) because a block exists there.
Connected (6,17,6) -> (5,17,6)
Connected (6,17,6) -> (6,18,6)
Ignored (6,16,6) because a block exists there.
Connected (6,17,6) -> (6,17,7)
Connected (6,17,6) -> (6,17,5)
====================
6,17,7 (6,17,7)
Ignored (7,17,7) because a block exists there.
Connected (6,17,7) -> (5,17,7)
Connected (6,17,7) -> (6,18,7)
Ignored (6,16,7) because a block exists there.
Ignored (6,17,8) because a block exists there.
Connected (6,17,7) -> (6,17,6)
====================
6,17,9 (6,17,9)
Ignored (7,17,9) because a block exists there.
Ignored (5,17,9) because a block exists there.
Ignored (6,18,9) because a block exists there.
Ignored (6,16,9) because a block exists there.
Ignored (6,17,10) because a block exists there.
Ignored (6,17,8) because a block exists there.
====================
6,17,14 (6,17,14)
Ignored (7,17,14) because a block exists there.
Connected (6,17,14) -> (5,17,14)
Connected (6,17,14) -> (6,18,14)
Connected (6,17,14) -> (6,16,14)
Connected (6,17,14) -> (6,17,15)
Ignored (6,17,13) because a block exists there.
====================
6,17,15 (6,17,15)
Connected (6,17,15) -> (7,17,15)
Connected (6,17,15) -> (5,17,15)
Connected (6,17,15) -> (6,18,15)
Ignored (6,16,15) because a block exists there.
Connected (6,17,15) -> (6,17,16)
Connected (6,17,15) -> (6,17,14)
====================
6,17,16 (6,17,16)
Connected (6,17,16) -> (7,17,16)
Connected (6,17,16) -> (5,17,16)
Connected (6,17,16) -> (6,18,16)
Connected (6,17,16) -> (6,16,16)
Connected (6,17,16) -> (6,17,17)
Connected (6,17,16) -> (6,17,15)
====================
6,17,17 (6,17,17)
Connected (6,17,17) -> (7,17,17)
Connected (6,17,17) -> (5,17,17)
Connected (6,17,17) -> (6,18,17)
Connected (6,17,17) -> (6,16,17)
Connected (6,17,17) -> (6,17,18)
Connected (6,17,17) -> (6,17,16)
====================
6,17,18 (6,17,18)
Connected (6,17,18) -> (7,17,18)
Connected (6,17,18) -> (5,17,18)
Connected (6,17,18) -> (6,18,18)
Connected (6,17,18) -> (6,16,18)
Connected (6,17,18) -> (6,17,19)
Connected (6,17,18) -> (6,17,17)
====================
6,17,19 (6,17,19)
Connected (6,17,19) -> (7,17,19)
Connected (6,17,19) -> (5,17,19)
Connected (6,17,19) -> (6,18,19)
Connected (6,17,19) -> (6,16,19)
Connected (6,17,19) -> (6,17,20)
Connected (6,17,19) -> (6,17,18)
====================
6,17,20 (6,17,20)
Connected (6,17,20) -> (7,17,20)
Connected (6,17,20) -> (5,17,20)
Connected (6,17,20) -> (6,18,20)
Connected (6,17,20) -> (6,16,20)
Ignored (6,17,21) because it's out of bounds.
Connected (6,17,20) -> (6,17,19)
====================
6,18,-1 (6,18,-1)
Connected (6,18,-1) -> (7,18,-1)
Connected (6,18,-1) -> (5,18,-1)
Connected (6,18,-1) -> (6,19,-1)
Connected (6,18,-1) -> (6,17,-1)
Connected (6,18,-1) -> (6,18,0)
Ignored (6,18,-2) because it's out of bounds.
====================
6,18,0 (6,18,0)
Connected (6,18,0) -> (7,18,0)
Connected (6,18,0) -> (5,18,0)
Connected (6,18,0) -> (6,19,0)
Connected (6,18,0) -> (6,17,0)
Connected (6,18,0) -> (6,18,1)
Connected (6,18,0) -> (6,18,-1)
====================
6,18,1 (6,18,1)
Connected (6,18,1) -> (7,18,1)
Connected (6,18,1) -> (5,18,1)
Connected (6,18,1) -> (6,19,1)
Connected (6,18,1) -> (6,17,1)
Connected (6,18,1) -> (6,18,2)
Connected (6,18,1) -> (6,18,0)
====================
6,18,2 (6,18,2)
Connected (6,18,2) -> (7,18,2)
Connected (6,18,2) -> (5,18,2)
Connected (6,18,2) -> (6,19,2)
Connected (6,18,2) -> (6,17,2)
Connected (6,18,2) -> (6,18,3)
Connected (6,18,2) -> (6,18,1)
====================
6,18,3 (6,18,3)
Connected (6,18,3) -> (7,18,3)
Connected (6,18,3) -> (5,18,3)
Connected (6,18,3) -> (6,19,3)
Connected (6,18,3) -> (6,17,3)
Connected (6,18,3) -> (6,18,4)
Connected (6,18,3) -> (6,18,2)
====================
6,18,4 (6,18,4)
Connected (6,18,4) -> (7,18,4)
Connected (6,18,4) -> (5,18,4)
Connected (6,18,4) -> (6,19,4)
Connected (6,18,4) -> (6,17,4)
Connected (6,18,4) -> (6,18,5)
Connected (6,18,4) -> (6,18,3)
====================
6,18,5 (6,18,5)
Connected (6,18,5) -> (7,18,5)
Connected (6,18,5) -> (5,18,5)
Connected (6,18,5) -> (6,19,5)
Connected (6,18,5) -> (6,17,5)
Connected (6,18,5) -> (6,18,6)
Connected (6,18,5) -> (6,18,4)
====================
6,18,6 (6,18,6)
Connected (6,18,6) -> (7,18,6)
Connected (6,18,6) -> (5,18,6)
Connected (6,18,6) -> (6,19,6)
Connected (6,18,6) -> (6,17,6)
Connected (6,18,6) -> (6,18,7)
Connected (6,18,6) -> (6,18,5)
====================
6,18,7 (6,18,7)
Ignored (7,18,7) because a block exists there.
Connected (6,18,7) -> (5,18,7)
Connected (6,18,7) -> (6,19,7)
Connected (6,18,7) -> (6,17,7)
Connected (6,18,7) -> (6,18,8)
Connected (6,18,7) -> (6,18,6)
====================
6,18,8 (6,18,8)
Connected (6,18,8) -> (7,18,8)
Connected (6,18,8) -> (5,18,8)
Connected (6,18,8) -> (6,19,8)
Ignored (6,17,8) because a block exists there.
Ignored (6,18,9) because a block exists there.
Connected (6,18,8) -> (6,18,7)
====================
6,18,11 (6,18,11)
Connected (6,18,11) -> (7,18,11)
Connected (6,18,11) -> (5,18,11)
Connected (6,18,11) -> (6,19,11)
Ignored (6,17,11) because a block exists there.
Connected (6,18,11) -> (6,18,12)
Ignored (6,18,10) because a block exists there.
====================
6,18,12 (6,18,12)
Ignored (7,18,12) because a block exists there.
Connected (6,18,12) -> (5,18,12)
Connected (6,18,12) -> (6,19,12)
Ignored (6,17,12) because a block exists there.
Connected (6,18,12) -> (6,18,13)
Connected (6,18,12) -> (6,18,11)
====================
6,18,13 (6,18,13)
Connected (6,18,13) -> (7,18,13)
Connected (6,18,13) -> (5,18,13)
Connected (6,18,13) -> (6,19,13)
Ignored (6,17,13) because a block exists there.
Connected (6,18,13) -> (6,18,14)
Connected (6,18,13) -> (6,18,12)
====================
6,18,14 (6,18,14)
Connected (6,18,14) -> (7,18,14)
Connected (6,18,14) -> (5,18,14)
Connected (6,18,14) -> (6,19,14)
Connected (6,18,14) -> (6,17,14)
Connected (6,18,14) -> (6,18,15)
Connected (6,18,14) -> (6,18,13)
====================
6,18,15 (6,18,15)
Connected (6,18,15) -> (7,18,15)
Connected (6,18,15) -> (5,18,15)
Connected (6,18,15) -> (6,19,15)
Connected (6,18,15) -> (6,17,15)
Connected (6,18,15) -> (6,18,16)
Connected (6,18,15) -> (6,18,14)
====================
6,18,16 (6,18,16)
Connected (6,18,16) -> (7,18,16)
Connected (6,18,16) -> (5,18,16)
Connected (6,18,16) -> (6,19,16)
Connected (6,18,16) -> (6,17,16)
Connected (6,18,16) -> (6,18,17)
Connected (6,18,16) -> (6,18,15)
====================
6,18,17 (6,18,17)
Connected (6,18,17) -> (7,18,17)
Connected (6,18,17) -> (5,18,17)
Connected (6,18,17) -> (6,19,17)
Connected (6,18,17) -> (6,17,17)
Connected (6,18,17) -> (6,18,18)
Connected (6,18,17) -> (6,18,16)
====================
6,18,18 (6,18,18)
Connected (6,18,18) -> (7,18,18)
Connected (6,18,18) -> (5,18,18)
Connected (6,18,18) -> (6,19,18)
Connected (6,18,18) -> (6,17,18)
Connected (6,18,18) -> (6,18,19)
Connected (6,18,18) -> (6,18,17)
====================
6,18,19 (6,18,19)
Connected (6,18,19) -> (7,18,19)
Connected (6,18,19) -> (5,18,19)
Connected (6,18,19) -> (6,19,19)
Connected (6,18,19) -> (6,17,19)
Connected (6,18,19) -> (6,18,20)
Connected (6,18,19) -> (6,18,18)
====================
6,18,20 (6,18,20)
Connected (6,18,20) -> (7,18,20)
Connected (6,18,20) -> (5,18,20)
Connected (6,18,20) -> (6,19,20)
Connected (6,18,20) -> (6,17,20)
Ignored (6,18,21) because it's out of bounds.
Connected (6,18,20) -> (6,18,19)
====================
6,19,-1 (6,19,-1)
Connected (6,19,-1) -> (7,19,-1)
Connected (6,19,-1) -> (5,19,-1)
Ignored (6,20,-1) because it's out of bounds.
Connected (6,19,-1) -> (6,18,-1)
Connected (6,19,-1) -> (6,19,0)
Ignored (6,19,-2) because it's out of bounds.
====================
6,19,0 (6,19,0)
Connected (6,19,0) -> (7,19,0)
Connected (6,19,0) -> (5,19,0)
Ignored (6,20,0) because it's out of bounds.
Connected (6,19,0) -> (6,18,0)
Connected (6,19,0) -> (6,19,1)
Connected (6,19,0) -> (6,19,-1)
====================
6,19,1 (6,19,1)
Connected (6,19,1) -> (7,19,1)
Connected (6,19,1) -> (5,19,1)
Ignored (6,20,1) because it's out of bounds.
Connected (6,19,1) -> (6,18,1)
Connected (6,19,1) -> (6,19,2)
Connected (6,19,1) -> (6,19,0)
====================
6,19,2 (6,19,2)
Connected (6,19,2) -> (7,19,2)
Connected (6,19,2) -> (5,19,2)
Ignored (6,20,2) because it's out of bounds.
Connected (6,19,2) -> (6,18,2)
Connected (6,19,2) -> (6,19,3)
Connected (6,19,2) -> (6,19,1)
====================
6,19,3 (6,19,3)
Connected (6,19,3) -> (7,19,3)
Connected (6,19,3) -> (5,19,3)
Ignored (6,20,3) because it's out of bounds.
Connected (6,19,3) -> (6,18,3)
Connected (6,19,3) -> (6,19,4)
Connected (6,19,3) -> (6,19,2)
====================
6,19,4 (6,19,4)
Connected (6,19,4) -> (7,19,4)
Connected (6,19,4) -> (5,19,4)
Ignored (6,20,4) because it's out of bounds.
Connected (6,19,4) -> (6,18,4)
Connected (6,19,4) -> (6,19,5)
Connected (6,19,4) -> (6,19,3)
====================
6,19,5 (6,19,5)
Connected (6,19,5) -> (7,19,5)
Connected (6,19,5) -> (5,19,5)
Ignored (6,20,5) because it's out of bounds.
Connected (6,19,5) -> (6,18,5)
Connected (6,19,5) -> (6,19,6)
Connected (6,19,5) -> (6,19,4)
====================
6,19,6 (6,19,6)
Connected (6,19,6) -> (7,19,6)
Connected (6,19,6) -> (5,19,6)
Ignored (6,20,6) because it's out of bounds.
Connected (6,19,6) -> (6,18,6)
Connected (6,19,6) -> (6,19,7)
Connected (6,19,6) -> (6,19,5)
====================
6,19,7 (6,19,7)
Connected (6,19,7) -> (7,19,7)
Connected (6,19,7) -> (5,19,7)
Ignored (6,20,7) because it's out of bounds.
Connected (6,19,7) -> (6,18,7)
Connected (6,19,7) -> (6,19,8)
Connected (6,19,7) -> (6,19,6)
====================
6,19,8 (6,19,8)
Connected (6,19,8) -> (7,19,8)
Connected (6,19,8) -> (5,19,8)
Ignored (6,20,8) because it's out of bounds.
Connected (6,19,8) -> (6,18,8)
Connected (6,19,8) -> (6,19,9)
Connected (6,19,8) -> (6,19,7)
====================
6,19,9 (6,19,9)
Connected (6,19,9) -> (7,19,9)
Connected (6,19,9) -> (5,19,9)
Ignored (6,20,9) because it's out of bounds.
Ignored (6,18,9) because a block exists there.
Connected (6,19,9) -> (6,19,10)
Connected (6,19,9) -> (6,19,8)
====================
6,19,10 (6,19,10)
Connected (6,19,10) -> (7,19,10)
Connected (6,19,10) -> (5,19,10)
Ignored (6,20,10) because it's out of bounds.
Ignored (6,18,10) because a block exists there.
Connected (6,19,10) -> (6,19,11)
Connected (6,19,10) -> (6,19,9)
====================
6,19,11 (6,19,11)
Connected (6,19,11) -> (7,19,11)
Connected (6,19,11) -> (5,19,11)
Ignored (6,20,11) because it's out of bounds.
Connected (6,19,11) -> (6,18,11)
Connected (6,19,11) -> (6,19,12)
Connected (6,19,11) -> (6,19,10)
====================
6,19,12 (6,19,12)
Connected (6,19,12) -> (7,19,12)
Connected (6,19,12) -> (5,19,12)
Ignored (6,20,12) because it's out of bounds.
Connected (6,19,12) -> (6,18,12)
Connected (6,19,12) -> (6,19,13)
Connected (6,19,12) -> (6,19,11)
====================
6,19,13 (6,19,13)
Connected (6,19,13) -> (7,19,13)
Connected (6,19,13) -> (5,19,13)
Ignored (6,20,13) because it's out of bounds.
Connected (6,19,13) -> (6,18,13)
Connected (6,19,13) -> (6,19,14)
Connected (6,19,13) -> (6,19,12)
====================
6,19,14 (6,19,14)
Connected (6,19,14) -> (7,19,14)
Connected (6,19,14) -> (5,19,14)
Ignored (6,20,14) because it's out of bounds.
Connected (6,19,14) -> (6,18,14)
Connected (6,19,14) -> (6,19,15)
Connected (6,19,14) -> (6,19,13)
====================
6,19,15 (6,19,15)
Connected (6,19,15) -> (7,19,15)
Connected (6,19,15) -> (5,19,15)
Ignored (6,20,15) because it's out of bounds.
Connected (6,19,15) -> (6,18,15)
Connected (6,19,15) -> (6,19,16)
Connected (6,19,15) -> (6,19,14)
====================
6,19,16 (6,19,16)
Connected (6,19,16) -> (7,19,16)
Connected (6,19,16) -> (5,19,16)
Ignored (6,20,16) because it's out of bounds.
Connected (6,19,16) -> (6,18,16)
Connected (6,19,16) -> (6,19,17)
Connected (6,19,16) -> (6,19,15)
====================
6,19,17 (6,19,17)
Connected (6,19,17) -> (7,19,17)
Connected (6,19,17) -> (5,19,17)
Ignored (6,20,17) because it's out of bounds.
Connected (6,19,17) -> (6,18,17)
Connected (6,19,17) -> (6,19,18)
Connected (6,19,17) -> (6,19,16)
====================
6,19,18 (6,19,18)
Connected (6,19,18) -> (7,19,18)
Connected (6,19,18) -> (5,19,18)
Ignored (6,20,18) because it's out of bounds.
Connected (6,19,18) -> (6,18,18)
Connected (6,19,18) -> (6,19,19)
Connected (6,19,18) -> (6,19,17)
====================
6,19,19 (6,19,19)
Connected (6,19,19) -> (7,19,19)
Connected (6,19,19) -> (5,19,19)
Ignored (6,20,19) because it's out of bounds.
Connected (6,19,19) -> (6,18,19)
Connected (6,19,19) -> (6,19,20)
Connected (6,19,19) -> (6,19,18)
====================
6,19,20 (6,19,20)
Connected (6,19,20) -> (7,19,20)
Connected (6,19,20) -> (5,19,20)
Ignored (6,20,20) because it's out of bounds.
Connected (6,19,20) -> (6,18,20)
Ignored (6,19,21) because it's out of bounds.
Connected (6,19,20) -> (6,19,19)
====================
7,-1,-1 (7,-1,-1)
Connected (7,-1,-1) -> (8,-1,-1)
Connected (7,-1,-1) -> (6,-1,-1)
Connected (7,-1,-1) -> (7,0,-1)
Ignored (7,-2,-1) because it's out of bounds.
Connected (7,-1,-1) -> (7,-1,0)
Ignored (7,-1,-2) because it's out of bounds.
====================
7,-1,0 (7,-1,0)
Connected (7,-1,0) -> (8,-1,0)
Connected (7,-1,0) -> (6,-1,0)
Connected (7,-1,0) -> (7,0,0)
Ignored (7,-2,0) because it's out of bounds.
Connected (7,-1,0) -> (7,-1,1)
Connected (7,-1,0) -> (7,-1,-1)
====================
7,-1,1 (7,-1,1)
Connected (7,-1,1) -> (8,-1,1)
Connected (7,-1,1) -> (6,-1,1)
Connected (7,-1,1) -> (7,0,1)
Ignored (7,-2,1) because it's out of bounds.
Connected (7,-1,1) -> (7,-1,2)
Connected (7,-1,1) -> (7,-1,0)
====================
7,-1,2 (7,-1,2)
Connected (7,-1,2) -> (8,-1,2)
Connected (7,-1,2) -> (6,-1,2)
Connected (7,-1,2) -> (7,0,2)
Ignored (7,-2,2) because it's out of bounds.
Connected (7,-1,2) -> (7,-1,3)
Connected (7,-1,2) -> (7,-1,1)
====================
7,-1,3 (7,-1,3)
Connected (7,-1,3) -> (8,-1,3)
Connected (7,-1,3) -> (6,-1,3)
Connected (7,-1,3) -> (7,0,3)
Ignored (7,-2,3) because it's out of bounds.
Connected (7,-1,3) -> (7,-1,4)
Connected (7,-1,3) -> (7,-1,2)
====================
7,-1,4 (7,-1,4)
Connected (7,-1,4) -> (8,-1,4)
Connected (7,-1,4) -> (6,-1,4)
Connected (7,-1,4) -> (7,0,4)
Ignored (7,-2,4) because it's out of bounds.
Connected (7,-1,4) -> (7,-1,5)
Connected (7,-1,4) -> (7,-1,3)
====================
7,-1,5 (7,-1,5)
Connected (7,-1,5) -> (8,-1,5)
Connected (7,-1,5) -> (6,-1,5)
Connected (7,-1,5) -> (7,0,5)
Ignored (7,-2,5) because it's out of bounds.
Connected (7,-1,5) -> (7,-1,6)
Connected (7,-1,5) -> (7,-1,4)
====================
7,-1,6 (7,-1,6)
Connected (7,-1,6) -> (8,-1,6)
Connected (7,-1,6) -> (6,-1,6)
Connected (7,-1,6) -> (7,0,6)
Ignored (7,-2,6) because it's out of bounds.
Connected (7,-1,6) -> (7,-1,7)
Connected (7,-1,6) -> (7,-1,5)
====================
7,-1,7 (7,-1,7)
Connected (7,-1,7) -> (8,-1,7)
Connected (7,-1,7) -> (6,-1,7)
Connected (7,-1,7) -> (7,0,7)
Ignored (7,-2,7) because it's out of bounds.
Connected (7,-1,7) -> (7,-1,8)
Connected (7,-1,7) -> (7,-1,6)
====================
7,-1,8 (7,-1,8)
Connected (7,-1,8) -> (8,-1,8)
Connected (7,-1,8) -> (6,-1,8)
Connected (7,-1,8) -> (7,0,8)
Ignored (7,-2,8) because it's out of bounds.
Connected (7,-1,8) -> (7,-1,9)
Connected (7,-1,8) -> (7,-1,7)
====================
7,-1,9 (7,-1,9)
Connected (7,-1,9) -> (8,-1,9)
Connected (7,-1,9) -> (6,-1,9)
Connected (7,-1,9) -> (7,0,9)
Ignored (7,-2,9) because it's out of bounds.
Connected (7,-1,9) -> (7,-1,10)
Connected (7,-1,9) -> (7,-1,8)
====================
7,-1,10 (7,-1,10)
Connected (7,-1,10) -> (8,-1,10)
Connected (7,-1,10) -> (6,-1,10)
Connected (7,-1,10) -> (7,0,10)
Ignored (7,-2,10) because it's out of bounds.
Connected (7,-1,10) -> (7,-1,11)
Connected (7,-1,10) -> (7,-1,9)
====================
7,-1,11 (7,-1,11)
Connected (7,-1,11) -> (8,-1,11)
Connected (7,-1,11) -> (6,-1,11)
Connected (7,-1,11) -> (7,0,11)
Ignored (7,-2,11) because it's out of bounds.
Connected (7,-1,11) -> (7,-1,12)
Connected (7,-1,11) -> (7,-1,10)
====================
7,-1,12 (7,-1,12)
Connected (7,-1,12) -> (8,-1,12)
Connected (7,-1,12) -> (6,-1,12)
Connected (7,-1,12) -> (7,0,12)
Ignored (7,-2,12) because it's out of bounds.
Connected (7,-1,12) -> (7,-1,13)
Connected (7,-1,12) -> (7,-1,11)
====================
7,-1,13 (7,-1,13)
Connected (7,-1,13) -> (8,-1,13)
Connected (7,-1,13) -> (6,-1,13)
Connected (7,-1,13) -> (7,0,13)
Ignored (7,-2,13) because it's out of bounds.
Connected (7,-1,13) -> (7,-1,14)
Connected (7,-1,13) -> (7,-1,12)
====================
7,-1,14 (7,-1,14)
Connected (7,-1,14) -> (8,-1,14)
Connected (7,-1,14) -> (6,-1,14)
Connected (7,-1,14) -> (7,0,14)
Ignored (7,-2,14) because it's out of bounds.
Connected (7,-1,14) -> (7,-1,15)
Connected (7,-1,14) -> (7,-1,13)
====================
7,-1,15 (7,-1,15)
Connected (7,-1,15) -> (8,-1,15)
Connected (7,-1,15) -> (6,-1,15)
Connected (7,-1,15) -> (7,0,15)
Ignored (7,-2,15) because it's out of bounds.
Connected (7,-1,15) -> (7,-1,16)
Connected (7,-1,15) -> (7,-1,14)
====================
7,-1,16 (7,-1,16)
Connected (7,-1,16) -> (8,-1,16)
Connected (7,-1,16) -> (6,-1,16)
Connected (7,-1,16) -> (7,0,16)
Ignored (7,-2,16) because it's out of bounds.
Connected (7,-1,16) -> (7,-1,17)
Connected (7,-1,16) -> (7,-1,15)
====================
7,-1,17 (7,-1,17)
Connected (7,-1,17) -> (8,-1,17)
Connected (7,-1,17) -> (6,-1,17)
Connected (7,-1,17) -> (7,0,17)
Ignored (7,-2,17) because it's out of bounds.
Connected (7,-1,17) -> (7,-1,18)
Connected (7,-1,17) -> (7,-1,16)
====================
7,-1,18 (7,-1,18)
Connected (7,-1,18) -> (8,-1,18)
Connected (7,-1,18) -> (6,-1,18)
Connected (7,-1,18) -> (7,0,18)
Ignored (7,-2,18) because it's out of bounds.
Connected (7,-1,18) -> (7,-1,19)
Connected (7,-1,18) -> (7,-1,17)
====================
7,-1,19 (7,-1,19)
Connected (7,-1,19) -> (8,-1,19)
Connected (7,-1,19) -> (6,-1,19)
Connected (7,-1,19) -> (7,0,19)
Ignored (7,-2,19) because it's out of bounds.
Connected (7,-1,19) -> (7,-1,20)
Connected (7,-1,19) -> (7,-1,18)
====================
7,-1,20 (7,-1,20)
Connected (7,-1,20) -> (8,-1,20)
Connected (7,-1,20) -> (6,-1,20)
Connected (7,-1,20) -> (7,0,20)
Ignored (7,-2,20) because it's out of bounds.
Ignored (7,-1,21) because it's out of bounds.
Connected (7,-1,20) -> (7,-1,19)
====================
7,0,-1 (7,0,-1)
Connected (7,0,-1) -> (8,0,-1)
Connected (7,0,-1) -> (6,0,-1)
Connected (7,0,-1) -> (7,1,-1)
Connected (7,0,-1) -> (7,-1,-1)
Connected (7,0,-1) -> (7,0,0)
Ignored (7,0,-2) because it's out of bounds.
====================
7,0,0 (7,0,0)
Connected (7,0,0) -> (8,0,0)
Connected (7,0,0) -> (6,0,0)
Connected (7,0,0) -> (7,1,0)
Connected (7,0,0) -> (7,-1,0)
Connected (7,0,0) -> (7,0,1)
Connected (7,0,0) -> (7,0,-1)
====================
7,0,1 (7,0,1)
Connected (7,0,1) -> (8,0,1)
Connected (7,0,1) -> (6,0,1)
Connected (7,0,1) -> (7,1,1)
Connected (7,0,1) -> (7,-1,1)
Connected (7,0,1) -> (7,0,2)
Connected (7,0,1) -> (7,0,0)
====================
7,0,2 (7,0,2)
Connected (7,0,2) -> (8,0,2)
Connected (7,0,2) -> (6,0,2)
Connected (7,0,2) -> (7,1,2)
Connected (7,0,2) -> (7,-1,2)
Connected (7,0,2) -> (7,0,3)
Connected (7,0,2) -> (7,0,1)
====================
7,0,3 (7,0,3)
Connected (7,0,3) -> (8,0,3)
Connected (7,0,3) -> (6,0,3)
Connected (7,0,3) -> (7,1,3)
Connected (7,0,3) -> (7,-1,3)
Connected (7,0,3) -> (7,0,4)
Connected (7,0,3) -> (7,0,2)
====================
7,0,4 (7,0,4)
Connected (7,0,4) -> (8,0,4)
Connected (7,0,4) -> (6,0,4)
Connected (7,0,4) -> (7,1,4)
Connected (7,0,4) -> (7,-1,4)
Connected (7,0,4) -> (7,0,5)
Connected (7,0,4) -> (7,0,3)
====================
7,0,5 (7,0,5)
Connected (7,0,5) -> (8,0,5)
Connected (7,0,5) -> (6,0,5)
Connected (7,0,5) -> (7,1,5)
Connected (7,0,5) -> (7,-1,5)
Connected (7,0,5) -> (7,0,6)
Connected (7,0,5) -> (7,0,4)
====================
7,0,6 (7,0,6)
Connected (7,0,6) -> (8,0,6)
Connected (7,0,6) -> (6,0,6)
Connected (7,0,6) -> (7,1,6)
Connected (7,0,6) -> (7,-1,6)
Connected (7,0,6) -> (7,0,7)
Connected (7,0,6) -> (7,0,5)
====================
7,0,7 (7,0,7)
Connected (7,0,7) -> (8,0,7)
Connected (7,0,7) -> (6,0,7)
Ignored (7,1,7) because a block exists there.
Connected (7,0,7) -> (7,-1,7)
Connected (7,0,7) -> (7,0,8)
Connected (7,0,7) -> (7,0,6)
====================
7,0,8 (7,0,8)
Connected (7,0,8) -> (8,0,8)
Connected (7,0,8) -> (6,0,8)
Connected (7,0,8) -> (7,1,8)
Connected (7,0,8) -> (7,-1,8)
Connected (7,0,8) -> (7,0,9)
Connected (7,0,8) -> (7,0,7)
====================
7,0,9 (7,0,9)
Connected (7,0,9) -> (8,0,9)
Connected (7,0,9) -> (6,0,9)
Ignored (7,1,9) because a block exists there.
Connected (7,0,9) -> (7,-1,9)
Connected (7,0,9) -> (7,0,10)
Connected (7,0,9) -> (7,0,8)
====================
7,0,10 (7,0,10)
Connected (7,0,10) -> (8,0,10)
Connected (7,0,10) -> (6,0,10)
Ignored (7,1,10) because a block exists there.
Connected (7,0,10) -> (7,-1,10)
Connected (7,0,10) -> (7,0,11)
Connected (7,0,10) -> (7,0,9)
====================
7,0,11 (7,0,11)
Ignored (8,0,11) because a block exists there.
Connected (7,0,11) -> (6,0,11)
Connected (7,0,11) -> (7,1,11)
Connected (7,0,11) -> (7,-1,11)
Connected (7,0,11) -> (7,0,12)
Connected (7,0,11) -> (7,0,10)
====================
7,0,12 (7,0,12)
Connected (7,0,12) -> (8,0,12)
Connected (7,0,12) -> (6,0,12)
Ignored (7,1,12) because a block exists there.
Connected (7,0,12) -> (7,-1,12)
Connected (7,0,12) -> (7,0,13)
Connected (7,0,12) -> (7,0,11)
====================
7,0,13 (7,0,13)
Connected (7,0,13) -> (8,0,13)
Connected (7,0,13) -> (6,0,13)
Connected (7,0,13) -> (7,1,13)
Connected (7,0,13) -> (7,-1,13)
Connected (7,0,13) -> (7,0,14)
Connected (7,0,13) -> (7,0,12)
====================
7,0,14 (7,0,14)
Connected (7,0,14) -> (8,0,14)
Connected (7,0,14) -> (6,0,14)
Connected (7,0,14) -> (7,1,14)
Connected (7,0,14) -> (7,-1,14)
Connected (7,0,14) -> (7,0,15)
Connected (7,0,14) -> (7,0,13)
====================
7,0,15 (7,0,15)
Connected (7,0,15) -> (8,0,15)
Connected (7,0,15) -> (6,0,15)
Connected (7,0,15) -> (7,1,15)
Connected (7,0,15) -> (7,-1,15)
Connected (7,0,15) -> (7,0,16)
Connected (7,0,15) -> (7,0,14)
====================
7,0,16 (7,0,16)
Connected (7,0,16) -> (8,0,16)
Connected (7,0,16) -> (6,0,16)
Connected (7,0,16) -> (7,1,16)
Connected (7,0,16) -> (7,-1,16)
Connected (7,0,16) -> (7,0,17)
Connected (7,0,16) -> (7,0,15)
====================
7,0,17 (7,0,17)
Connected (7,0,17) -> (8,0,17)
Connected (7,0,17) -> (6,0,17)
Connected (7,0,17) -> (7,1,17)
Connected (7,0,17) -> (7,-1,17)
Connected (7,0,17) -> (7,0,18)
Connected (7,0,17) -> (7,0,16)
====================
7,0,18 (7,0,18)
Connected (7,0,18) -> (8,0,18)
Connected (7,0,18) -> (6,0,18)
Connected (7,0,18) -> (7,1,18)
Connected (7,0,18) -> (7,-1,18)
Connected (7,0,18) -> (7,0,19)
Connected (7,0,18) -> (7,0,17)
====================
7,0,19 (7,0,19)
Connected (7,0,19) -> (8,0,19)
Connected (7,0,19) -> (6,0,19)
Connected (7,0,19) -> (7,1,19)
Connected (7,0,19) -> (7,-1,19)
Connected (7,0,19) -> (7,0,20)
Connected (7,0,19) -> (7,0,18)
====================
7,0,20 (7,0,20)
Connected (7,0,20) -> (8,0,20)
Connected (7,0,20) -> (6,0,20)
Connected (7,0,20) -> (7,1,20)
Connected (7,0,20) -> (7,-1,20)
Ignored (7,0,21) because it's out of bounds.
Connected (7,0,20) -> (7,0,19)
====================
7,1,-1 (7,1,-1)
Connected (7,1,-1) -> (8,1,-1)
Connected (7,1,-1) -> (6,1,-1)
Connected (7,1,-1) -> (7,2,-1)
Connected (7,1,-1) -> (7,0,-1)
Connected (7,1,-1) -> (7,1,0)
Ignored (7,1,-2) because it's out of bounds.
====================
7,1,0 (7,1,0)
Connected (7,1,0) -> (8,1,0)
Connected (7,1,0) -> (6,1,0)
Connected (7,1,0) -> (7,2,0)
Connected (7,1,0) -> (7,0,0)
Connected (7,1,0) -> (7,1,1)
Connected (7,1,0) -> (7,1,-1)
====================
7,1,1 (7,1,1)
Connected (7,1,1) -> (8,1,1)
Connected (7,1,1) -> (6,1,1)
Connected (7,1,1) -> (7,2,1)
Connected (7,1,1) -> (7,0,1)
Connected (7,1,1) -> (7,1,2)
Connected (7,1,1) -> (7,1,0)
====================
7,1,2 (7,1,2)
Connected (7,1,2) -> (8,1,2)
Connected (7,1,2) -> (6,1,2)
Connected (7,1,2) -> (7,2,2)
Connected (7,1,2) -> (7,0,2)
Connected (7,1,2) -> (7,1,3)
Connected (7,1,2) -> (7,1,1)
====================
7,1,3 (7,1,3)
Connected (7,1,3) -> (8,1,3)
Connected (7,1,3) -> (6,1,3)
Connected (7,1,3) -> (7,2,3)
Connected (7,1,3) -> (7,0,3)
Connected (7,1,3) -> (7,1,4)
Connected (7,1,3) -> (7,1,2)
====================
7,1,4 (7,1,4)
Connected (7,1,4) -> (8,1,4)
Connected (7,1,4) -> (6,1,4)
Connected (7,1,4) -> (7,2,4)
Connected (7,1,4) -> (7,0,4)
Connected (7,1,4) -> (7,1,5)
Connected (7,1,4) -> (7,1,3)
====================
7,1,5 (7,1,5)
Connected (7,1,5) -> (8,1,5)
Connected (7,1,5) -> (6,1,5)
Ignored (7,2,5) because a block exists there.
Connected (7,1,5) -> (7,0,5)
Connected (7,1,5) -> (7,1,6)
Connected (7,1,5) -> (7,1,4)
====================
7,1,6 (7,1,6)
Connected (7,1,6) -> (8,1,6)
Connected (7,1,6) -> (6,1,6)
Ignored (7,2,6) because a block exists there.
Connected (7,1,6) -> (7,0,6)
Ignored (7,1,7) because a block exists there.
Connected (7,1,6) -> (7,1,5)
====================
7,1,8 (7,1,8)
Ignored (8,1,8) because a block exists there.
Connected (7,1,8) -> (6,1,8)
Ignored (7,2,8) because a block exists there.
Connected (7,1,8) -> (7,0,8)
Ignored (7,1,9) because a block exists there.
Ignored (7,1,7) because a block exists there.
====================
7,1,11 (7,1,11)
Ignored (8,1,11) because a block exists there.
Connected (7,1,11) -> (6,1,11)
Ignored (7,2,11) because a block exists there.
Connected (7,1,11) -> (7,0,11)
Ignored (7,1,12) because a block exists there.
Ignored (7,1,10) because a block exists there.
====================
7,1,13 (7,1,13)
Ignored (8,1,13) because a block exists there.
Connected (7,1,13) -> (6,1,13)
Ignored (7,2,13) because a block exists there.
Connected (7,1,13) -> (7,0,13)
Connected (7,1,13) -> (7,1,14)
Ignored (7,1,12) because a block exists there.
====================
7,1,14 (7,1,14)
Connected (7,1,14) -> (8,1,14)
Connected (7,1,14) -> (6,1,14)
Connected (7,1,14) -> (7,2,14)
Connected (7,1,14) -> (7,0,14)
Connected (7,1,14) -> (7,1,15)
Connected (7,1,14) -> (7,1,13)
====================
7,1,15 (7,1,15)
Connected (7,1,15) -> (8,1,15)
Connected (7,1,15) -> (6,1,15)
Ignored (7,2,15) because a block exists there.
Connected (7,1,15) -> (7,0,15)
Connected (7,1,15) -> (7,1,16)
Connected (7,1,15) -> (7,1,14)
====================
7,1,16 (7,1,16)
Connected (7,1,16) -> (8,1,16)
Connected (7,1,16) -> (6,1,16)
Connected (7,1,16) -> (7,2,16)
Connected (7,1,16) -> (7,0,16)
Connected (7,1,16) -> (7,1,17)
Connected (7,1,16) -> (7,1,15)
====================
7,1,17 (7,1,17)
Connected (7,1,17) -> (8,1,17)
Connected (7,1,17) -> (6,1,17)
Connected (7,1,17) -> (7,2,17)
Connected (7,1,17) -> (7,0,17)
Connected (7,1,17) -> (7,1,18)
Connected (7,1,17) -> (7,1,16)
====================
7,1,18 (7,1,18)
Connected (7,1,18) -> (8,1,18)
Connected (7,1,18) -> (6,1,18)
Connected (7,1,18) -> (7,2,18)
Connected (7,1,18) -> (7,0,18)
Connected (7,1,18) -> (7,1,19)
Connected (7,1,18) -> (7,1,17)
====================
7,1,19 (7,1,19)
Connected (7,1,19) -> (8,1,19)
Connected (7,1,19) -> (6,1,19)
Connected (7,1,19) -> (7,2,19)
Connected (7,1,19) -> (7,0,19)
Connected (7,1,19) -> (7,1,20)
Connected (7,1,19) -> (7,1,18)
====================
7,1,20 (7,1,20)
Connected (7,1,20) -> (8,1,20)
Connected (7,1,20) -> (6,1,20)
Connected (7,1,20) -> (7,2,20)
Connected (7,1,20) -> (7,0,20)
Ignored (7,1,21) because it's out of bounds.
Connected (7,1,20) -> (7,1,19)
====================
7,2,-1 (7,2,-1)
Connected (7,2,-1) -> (8,2,-1)
Connected (7,2,-1) -> (6,2,-1)
Connected (7,2,-1) -> (7,3,-1)
Connected (7,2,-1) -> (7,1,-1)
Connected (7,2,-1) -> (7,2,0)
Ignored (7,2,-2) because it's out of bounds.
====================
7,2,0 (7,2,0)
Connected (7,2,0) -> (8,2,0)
Connected (7,2,0) -> (6,2,0)
Connected (7,2,0) -> (7,3,0)
Connected (7,2,0) -> (7,1,0)
Connected (7,2,0) -> (7,2,1)
Connected (7,2,0) -> (7,2,-1)
====================
7,2,1 (7,2,1)
Connected (7,2,1) -> (8,2,1)
Connected (7,2,1) -> (6,2,1)
Connected (7,2,1) -> (7,3,1)
Connected (7,2,1) -> (7,1,1)
Connected (7,2,1) -> (7,2,2)
Connected (7,2,1) -> (7,2,0)
====================
7,2,2 (7,2,2)
Connected (7,2,2) -> (8,2,2)
Connected (7,2,2) -> (6,2,2)
Connected (7,2,2) -> (7,3,2)
Connected (7,2,2) -> (7,1,2)
Connected (7,2,2) -> (7,2,3)
Connected (7,2,2) -> (7,2,1)
====================
7,2,3 (7,2,3)
Connected (7,2,3) -> (8,2,3)
Connected (7,2,3) -> (6,2,3)
Connected (7,2,3) -> (7,3,3)
Connected (7,2,3) -> (7,1,3)
Connected (7,2,3) -> (7,2,4)
Connected (7,2,3) -> (7,2,2)
====================
7,2,4 (7,2,4)
Connected (7,2,4) -> (8,2,4)
Connected (7,2,4) -> (6,2,4)
Ignored (7,3,4) because a block exists there.
Connected (7,2,4) -> (7,1,4)
Ignored (7,2,5) because a block exists there.
Connected (7,2,4) -> (7,2,3)
====================
7,2,14 (7,2,14)
Ignored (8,2,14) because a block exists there.
Connected (7,2,14) -> (6,2,14)
Ignored (7,3,14) because a block exists there.
Connected (7,2,14) -> (7,1,14)
Ignored (7,2,15) because a block exists there.
Ignored (7,2,13) because a block exists there.
====================
7,2,16 (7,2,16)
Connected (7,2,16) -> (8,2,16)
Connected (7,2,16) -> (6,2,16)
Connected (7,2,16) -> (7,3,16)
Connected (7,2,16) -> (7,1,16)
Connected (7,2,16) -> (7,2,17)
Ignored (7,2,15) because a block exists there.
====================
7,2,17 (7,2,17)
Connected (7,2,17) -> (8,2,17)
Connected (7,2,17) -> (6,2,17)
Connected (7,2,17) -> (7,3,17)
Connected (7,2,17) -> (7,1,17)
Connected (7,2,17) -> (7,2,18)
Connected (7,2,17) -> (7,2,16)
====================
7,2,18 (7,2,18)
Connected (7,2,18) -> (8,2,18)
Connected (7,2,18) -> (6,2,18)
Connected (7,2,18) -> (7,3,18)
Connected (7,2,18) -> (7,1,18)
Connected (7,2,18) -> (7,2,19)
Connected (7,2,18) -> (7,2,17)
====================
7,2,19 (7,2,19)
Connected (7,2,19) -> (8,2,19)
Connected (7,2,19) -> (6,2,19)
Connected (7,2,19) -> (7,3,19)
Connected (7,2,19) -> (7,1,19)
Connected (7,2,19) -> (7,2,20)
Connected (7,2,19) -> (7,2,18)
====================
7,2,20 (7,2,20)
Connected (7,2,20) -> (8,2,20)
Connected (7,2,20) -> (6,2,20)
Connected (7,2,20) -> (7,3,20)
Connected (7,2,20) -> (7,1,20)
Ignored (7,2,21) because it's out of bounds.
Connected (7,2,20) -> (7,2,19)
====================
7,3,-1 (7,3,-1)
Connected (7,3,-1) -> (8,3,-1)
Connected (7,3,-1) -> (6,3,-1)
Connected (7,3,-1) -> (7,4,-1)
Connected (7,3,-1) -> (7,2,-1)
Connected (7,3,-1) -> (7,3,0)
Ignored (7,3,-2) because it's out of bounds.
====================
7,3,0 (7,3,0)
Connected (7,3,0) -> (8,3,0)
Connected (7,3,0) -> (6,3,0)
Connected (7,3,0) -> (7,4,0)
Connected (7,3,0) -> (7,2,0)
Connected (7,3,0) -> (7,3,1)
Connected (7,3,0) -> (7,3,-1)
====================
7,3,1 (7,3,1)
Connected (7,3,1) -> (8,3,1)
Connected (7,3,1) -> (6,3,1)
Connected (7,3,1) -> (7,4,1)
Connected (7,3,1) -> (7,2,1)
Connected (7,3,1) -> (7,3,2)
Connected (7,3,1) -> (7,3,0)
====================
7,3,2 (7,3,2)
Connected (7,3,2) -> (8,3,2)
Connected (7,3,2) -> (6,3,2)
Connected (7,3,2) -> (7,4,2)
Connected (7,3,2) -> (7,2,2)
Connected (7,3,2) -> (7,3,3)
Connected (7,3,2) -> (7,3,1)
====================
7,3,3 (7,3,3)
Connected (7,3,3) -> (8,3,3)
Connected (7,3,3) -> (6,3,3)
Ignored (7,4,3) because a block exists there.
Connected (7,3,3) -> (7,2,3)
Ignored (7,3,4) because a block exists there.
Connected (7,3,3) -> (7,3,2)
====================
7,3,9 (7,3,9)
Ignored (8,3,9) because a block exists there.
Ignored (6,3,9) because a block exists there.
Ignored (7,4,9) because a block exists there.
Ignored (7,2,9) because a block exists there.
Ignored (7,3,10) because a block exists there.
Ignored (7,3,8) because a block exists there.
====================
7,3,11 (7,3,11)
Ignored (8,3,11) because a block exists there.
Ignored (6,3,11) because a block exists there.
Ignored (7,4,11) because a block exists there.
Ignored (7,2,11) because a block exists there.
Ignored (7,3,12) because a block exists there.
Ignored (7,3,10) because a block exists there.
====================
7,3,16 (7,3,16)
Connected (7,3,16) -> (8,3,16)
Connected (7,3,16) -> (6,3,16)
Connected (7,3,16) -> (7,4,16)
Connected (7,3,16) -> (7,2,16)
Connected (7,3,16) -> (7,3,17)
Ignored (7,3,15) because a block exists there.
====================
7,3,17 (7,3,17)
Connected (7,3,17) -> (8,3,17)
Connected (7,3,17) -> (6,3,17)
Connected (7,3,17) -> (7,4,17)
Connected (7,3,17) -> (7,2,17)
Connected (7,3,17) -> (7,3,18)
Connected (7,3,17) -> (7,3,16)
====================
7,3,18 (7,3,18)
Connected (7,3,18) -> (8,3,18)
Connected (7,3,18) -> (6,3,18)
Connected (7,3,18) -> (7,4,18)
Connected (7,3,18) -> (7,2,18)
Connected (7,3,18) -> (7,3,19)
Connected (7,3,18) -> (7,3,17)
====================
7,3,19 (7,3,19)
Connected (7,3,19) -> (8,3,19)
Connected (7,3,19) -> (6,3,19)
Connected (7,3,19) -> (7,4,19)
Connected (7,3,19) -> (7,2,19)
Connected (7,3,19) -> (7,3,20)
Connected (7,3,19) -> (7,3,18)
====================
7,3,20 (7,3,20)
Connected (7,3,20) -> (8,3,20)
Connected (7,3,20) -> (6,3,20)
Connected (7,3,20) -> (7,4,20)
Connected (7,3,20) -> (7,2,20)
Ignored (7,3,21) because it's out of bounds.
Connected (7,3,20) -> (7,3,19)
====================
7,4,-1 (7,4,-1)
Connected (7,4,-1) -> (8,4,-1)
Connected (7,4,-1) -> (6,4,-1)
Connected (7,4,-1) -> (7,5,-1)
Connected (7,4,-1) -> (7,3,-1)
Connected (7,4,-1) -> (7,4,0)
Ignored (7,4,-2) because it's out of bounds.
====================
7,4,0 (7,4,0)
Connected (7,4,0) -> (8,4,0)
Connected (7,4,0) -> (6,4,0)
Connected (7,4,0) -> (7,5,0)
Connected (7,4,0) -> (7,3,0)
Connected (7,4,0) -> (7,4,1)
Connected (7,4,0) -> (7,4,-1)
====================
7,4,1 (7,4,1)
Connected (7,4,1) -> (8,4,1)
Connected (7,4,1) -> (6,4,1)
Connected (7,4,1) -> (7,5,1)
Connected (7,4,1) -> (7,3,1)
Connected (7,4,1) -> (7,4,2)
Connected (7,4,1) -> (7,4,0)
====================
7,4,2 (7,4,2)
Ignored (8,4,2) because a block exists there.
Connected (7,4,2) -> (6,4,2)
Ignored (7,5,2) because a block exists there.
Connected (7,4,2) -> (7,3,2)
Ignored (7,4,3) because a block exists there.
Connected (7,4,2) -> (7,4,1)
====================
7,4,16 (7,4,16)
Ignored (8,4,16) because a block exists there.
Connected (7,4,16) -> (6,4,16)
Ignored (7,5,16) because a block exists there.
Connected (7,4,16) -> (7,3,16)
Connected (7,4,16) -> (7,4,17)
Ignored (7,4,15) because a block exists there.
====================
7,4,17 (7,4,17)
Connected (7,4,17) -> (8,4,17)
Connected (7,4,17) -> (6,4,17)
Connected (7,4,17) -> (7,5,17)
Connected (7,4,17) -> (7,3,17)
Connected (7,4,17) -> (7,4,18)
Connected (7,4,17) -> (7,4,16)
====================
7,4,18 (7,4,18)
Connected (7,4,18) -> (8,4,18)
Connected (7,4,18) -> (6,4,18)
Connected (7,4,18) -> (7,5,18)
Connected (7,4,18) -> (7,3,18)
Connected (7,4,18) -> (7,4,19)
Connected (7,4,18) -> (7,4,17)
====================
7,4,19 (7,4,19)
Connected (7,4,19) -> (8,4,19)
Connected (7,4,19) -> (6,4,19)
Connected (7,4,19) -> (7,5,19)
Connected (7,4,19) -> (7,3,19)
Connected (7,4,19) -> (7,4,20)
Connected (7,4,19) -> (7,4,18)
====================
7,4,20 (7,4,20)
Connected (7,4,20) -> (8,4,20)
Connected (7,4,20) -> (6,4,20)
Connected (7,4,20) -> (7,5,20)
Connected (7,4,20) -> (7,3,20)
Ignored (7,4,21) because it's out of bounds.
Connected (7,4,20) -> (7,4,19)
====================
7,5,-1 (7,5,-1)
Connected (7,5,-1) -> (8,5,-1)
Connected (7,5,-1) -> (6,5,-1)
Connected (7,5,-1) -> (7,6,-1)
Connected (7,5,-1) -> (7,4,-1)
Connected (7,5,-1) -> (7,5,0)
Ignored (7,5,-2) because it's out of bounds.
====================
7,5,0 (7,5,0)
Connected (7,5,0) -> (8,5,0)
Connected (7,5,0) -> (6,5,0)
Connected (7,5,0) -> (7,6,0)
Connected (7,5,0) -> (7,4,0)
Connected (7,5,0) -> (7,5,1)
Connected (7,5,0) -> (7,5,-1)
====================
7,5,1 (7,5,1)
Connected (7,5,1) -> (8,5,1)
Connected (7,5,1) -> (6,5,1)
Ignored (7,6,1) because a block exists there.
Connected (7,5,1) -> (7,4,1)
Ignored (7,5,2) because a block exists there.
Connected (7,5,1) -> (7,5,0)
====================
7,5,5 (7,5,5)
Ignored (8,5,5) because a block exists there.
Ignored (6,5,5) because a block exists there.
Connected (7,5,5) -> (7,6,5)
Ignored (7,4,5) because a block exists there.
Ignored (7,5,6) because a block exists there.
Ignored (7,5,4) because a block exists there.
====================
7,5,8 (7,5,8)
Connected (7,5,8) -> (8,5,8)
Connected (7,5,8) -> (6,5,8)
Connected (7,5,8) -> (7,6,8)
Ignored (7,4,8) because a block exists there.
Connected (7,5,8) -> (7,5,9)
Ignored (7,5,7) because a block exists there.
====================
7,5,9 (7,5,9)
Connected (7,5,9) -> (8,5,9)
Connected (7,5,9) -> (6,5,9)
Connected (7,5,9) -> (7,6,9)
Ignored (7,4,9) because a block exists there.
Connected (7,5,9) -> (7,5,10)
Connected (7,5,9) -> (7,5,8)
====================
7,5,10 (7,5,10)
Connected (7,5,10) -> (8,5,10)
Connected (7,5,10) -> (6,5,10)
Connected (7,5,10) -> (7,6,10)
Ignored (7,4,10) because a block exists there.
Connected (7,5,10) -> (7,5,11)
Connected (7,5,10) -> (7,5,9)
====================
7,5,11 (7,5,11)
Connected (7,5,11) -> (8,5,11)
Connected (7,5,11) -> (6,5,11)
Connected (7,5,11) -> (7,6,11)
Ignored (7,4,11) because a block exists there.
Ignored (7,5,12) because a block exists there.
Connected (7,5,11) -> (7,5,10)
====================
7,5,17 (7,5,17)
Ignored (8,5,17) because a block exists there.
Connected (7,5,17) -> (6,5,17)
Ignored (7,6,17) because a block exists there.
Connected (7,5,17) -> (7,4,17)
Connected (7,5,17) -> (7,5,18)
Ignored (7,5,16) because a block exists there.
====================
7,5,18 (7,5,18)
Connected (7,5,18) -> (8,5,18)
Connected (7,5,18) -> (6,5,18)
Connected (7,5,18) -> (7,6,18)
Connected (7,5,18) -> (7,4,18)
Connected (7,5,18) -> (7,5,19)
Connected (7,5,18) -> (7,5,17)
====================
7,5,19 (7,5,19)
Connected (7,5,19) -> (8,5,19)
Connected (7,5,19) -> (6,5,19)
Connected (7,5,19) -> (7,6,19)
Connected (7,5,19) -> (7,4,19)
Connected (7,5,19) -> (7,5,20)
Connected (7,5,19) -> (7,5,18)
====================
7,5,20 (7,5,20)
Connected (7,5,20) -> (8,5,20)
Connected (7,5,20) -> (6,5,20)
Connected (7,5,20) -> (7,6,20)
Connected (7,5,20) -> (7,4,20)
Ignored (7,5,21) because it's out of bounds.
Connected (7,5,20) -> (7,5,19)
====================
7,6,-1 (7,6,-1)
Connected (7,6,-1) -> (8,6,-1)
Connected (7,6,-1) -> (6,6,-1)
Connected (7,6,-1) -> (7,7,-1)
Connected (7,6,-1) -> (7,5,-1)
Connected (7,6,-1) -> (7,6,0)
Ignored (7,6,-2) because it's out of bounds.
====================
7,6,0 (7,6,0)
Connected (7,6,0) -> (8,6,0)
Connected (7,6,0) -> (6,6,0)
Connected (7,6,0) -> (7,7,0)
Connected (7,6,0) -> (7,5,0)
Ignored (7,6,1) because a block exists there.
Connected (7,6,0) -> (7,6,-1)
====================
7,6,5 (7,6,5)
Connected (7,6,5) -> (8,6,5)
Connected (7,6,5) -> (6,6,5)
Connected (7,6,5) -> (7,7,5)
Connected (7,6,5) -> (7,5,5)
Ignored (7,6,6) because a block exists there.
Ignored (7,6,4) because a block exists there.
====================
7,6,7 (7,6,7)
Connected (7,6,7) -> (8,6,7)
Connected (7,6,7) -> (6,6,7)
Connected (7,6,7) -> (7,7,7)
Ignored (7,5,7) because a block exists there.
Connected (7,6,7) -> (7,6,8)
Ignored (7,6,6) because a block exists there.
====================
7,6,8 (7,6,8)
Connected (7,6,8) -> (8,6,8)
Connected (7,6,8) -> (6,6,8)
Connected (7,6,8) -> (7,7,8)
Connected (7,6,8) -> (7,5,8)
Connected (7,6,8) -> (7,6,9)
Connected (7,6,8) -> (7,6,7)
====================
7,6,9 (7,6,9)
Connected (7,6,9) -> (8,6,9)
Connected (7,6,9) -> (6,6,9)
Connected (7,6,9) -> (7,7,9)
Connected (7,6,9) -> (7,5,9)
Connected (7,6,9) -> (7,6,10)
Connected (7,6,9) -> (7,6,8)
====================
7,6,10 (7,6,10)
Connected (7,6,10) -> (8,6,10)
Ignored (6,6,10) because a block exists there.
Connected (7,6,10) -> (7,7,10)
Connected (7,6,10) -> (7,5,10)
Connected (7,6,10) -> (7,6,11)
Connected (7,6,10) -> (7,6,9)
====================
7,6,11 (7,6,11)
Connected (7,6,11) -> (8,6,11)
Connected (7,6,11) -> (6,6,11)
Connected (7,6,11) -> (7,7,11)
Connected (7,6,11) -> (7,5,11)
Connected (7,6,11) -> (7,6,12)
Connected (7,6,11) -> (7,6,10)
====================
7,6,12 (7,6,12)
Connected (7,6,12) -> (8,6,12)
Connected (7,6,12) -> (6,6,12)
Connected (7,6,12) -> (7,7,12)
Ignored (7,5,12) because a block exists there.
Ignored (7,6,13) because a block exists there.
Connected (7,6,12) -> (7,6,11)
====================
7,6,14 (7,6,14)
Connected (7,6,14) -> (8,6,14)
Ignored (6,6,14) because a block exists there.
Connected (7,6,14) -> (7,7,14)
Ignored (7,5,14) because a block exists there.
Ignored (7,6,15) because a block exists there.
Ignored (7,6,13) because a block exists there.
====================
7,6,18 (7,6,18)
Connected (7,6,18) -> (8,6,18)
Connected (7,6,18) -> (6,6,18)
Connected (7,6,18) -> (7,7,18)
Connected (7,6,18) -> (7,5,18)
Connected (7,6,18) -> (7,6,19)
Ignored (7,6,17) because a block exists there.
====================
7,6,19 (7,6,19)
Connected (7,6,19) -> (8,6,19)
Connected (7,6,19) -> (6,6,19)
Connected (7,6,19) -> (7,7,19)
Connected (7,6,19) -> (7,5,19)
Connected (7,6,19) -> (7,6,20)
Connected (7,6,19) -> (7,6,18)
====================
7,6,20 (7,6,20)
Connected (7,6,20) -> (8,6,20)
Connected (7,6,20) -> (6,6,20)
Connected (7,6,20) -> (7,7,20)
Connected (7,6,20) -> (7,5,20)
Ignored (7,6,21) because it's out of bounds.
Connected (7,6,20) -> (7,6,19)
====================
7,7,-1 (7,7,-1)
Connected (7,7,-1) -> (8,7,-1)
Connected (7,7,-1) -> (6,7,-1)
Connected (7,7,-1) -> (7,8,-1)
Connected (7,7,-1) -> (7,6,-1)
Connected (7,7,-1) -> (7,7,0)
Ignored (7,7,-2) because it's out of bounds.
====================
7,7,0 (7,7,0)
Connected (7,7,0) -> (8,7,0)
Connected (7,7,0) -> (6,7,0)
Connected (7,7,0) -> (7,8,0)
Connected (7,7,0) -> (7,6,0)
Connected (7,7,0) -> (7,7,1)
Connected (7,7,0) -> (7,7,-1)
====================
7,7,1 (7,7,1)
Connected (7,7,1) -> (8,7,1)
Connected (7,7,1) -> (6,7,1)
Ignored (7,8,1) because a block exists there.
Ignored (7,6,1) because a block exists there.
Ignored (7,7,2) because a block exists there.
Connected (7,7,1) -> (7,7,0)
====================
7,7,5 (7,7,5)
Connected (7,7,5) -> (8,7,5)
Ignored (6,7,5) because a block exists there.
Connected (7,7,5) -> (7,8,5)
Connected (7,7,5) -> (7,6,5)
Connected (7,7,5) -> (7,7,6)
Ignored (7,7,4) because a block exists there.
====================
7,7,6 (7,7,6)
Connected (7,7,6) -> (8,7,6)
Connected (7,7,6) -> (6,7,6)
Connected (7,7,6) -> (7,8,6)
Ignored (7,6,6) because a block exists there.
Connected (7,7,6) -> (7,7,7)
Connected (7,7,6) -> (7,7,5)
====================
7,7,7 (7,7,7)
Connected (7,7,7) -> (8,7,7)
Connected (7,7,7) -> (6,7,7)
Connected (7,7,7) -> (7,8,7)
Connected (7,7,7) -> (7,6,7)
Connected (7,7,7) -> (7,7,8)
Connected (7,7,7) -> (7,7,6)
====================
7,7,8 (7,7,8)
Connected (7,7,8) -> (8,7,8)
Connected (7,7,8) -> (6,7,8)
Connected (7,7,8) -> (7,8,8)
Connected (7,7,8) -> (7,6,8)
Connected (7,7,8) -> (7,7,9)
Connected (7,7,8) -> (7,7,7)
====================
7,7,9 (7,7,9)
Connected (7,7,9) -> (8,7,9)
Connected (7,7,9) -> (6,7,9)
Connected (7,7,9) -> (7,8,9)
Connected (7,7,9) -> (7,6,9)
Connected (7,7,9) -> (7,7,10)
Connected (7,7,9) -> (7,7,8)
====================
7,7,10 (7,7,10)
Connected (7,7,10) -> (8,7,10)
Connected (7,7,10) -> (6,7,10)
Connected (7,7,10) -> (7,8,10)
Connected (7,7,10) -> (7,6,10)
Connected (7,7,10) -> (7,7,11)
Connected (7,7,10) -> (7,7,9)
====================
7,7,11 (7,7,11)
Connected (7,7,11) -> (8,7,11)
Connected (7,7,11) -> (6,7,11)
Connected (7,7,11) -> (7,8,11)
Connected (7,7,11) -> (7,6,11)
Connected (7,7,11) -> (7,7,12)
Connected (7,7,11) -> (7,7,10)
====================
7,7,12 (7,7,12)
Connected (7,7,12) -> (8,7,12)
Connected (7,7,12) -> (6,7,12)
Connected (7,7,12) -> (7,8,12)
Connected (7,7,12) -> (7,6,12)
Connected (7,7,12) -> (7,7,13)
Connected (7,7,12) -> (7,7,11)
====================
7,7,13 (7,7,13)
Connected (7,7,13) -> (8,7,13)
Connected (7,7,13) -> (6,7,13)
Connected (7,7,13) -> (7,8,13)
Ignored (7,6,13) because a block exists there.
Connected (7,7,13) -> (7,7,14)
Connected (7,7,13) -> (7,7,12)
====================
7,7,14 (7,7,14)
Connected (7,7,14) -> (8,7,14)
Ignored (6,7,14) because a block exists there.
Connected (7,7,14) -> (7,8,14)
Connected (7,7,14) -> (7,6,14)
Ignored (7,7,15) because a block exists there.
Connected (7,7,14) -> (7,7,13)
====================
7,7,18 (7,7,18)
Ignored (8,7,18) because a block exists there.
Ignored (6,7,18) because a block exists there.
Connected (7,7,18) -> (7,8,18)
Connected (7,7,18) -> (7,6,18)
Connected (7,7,18) -> (7,7,19)
Ignored (7,7,17) because a block exists there.
====================
7,7,19 (7,7,19)
Connected (7,7,19) -> (8,7,19)
Connected (7,7,19) -> (6,7,19)
Connected (7,7,19) -> (7,8,19)
Connected (7,7,19) -> (7,6,19)
Connected (7,7,19) -> (7,7,20)
Connected (7,7,19) -> (7,7,18)
====================
7,7,20 (7,7,20)
Connected (7,7,20) -> (8,7,20)
Connected (7,7,20) -> (6,7,20)
Connected (7,7,20) -> (7,8,20)
Connected (7,7,20) -> (7,6,20)
Ignored (7,7,21) because it's out of bounds.
Connected (7,7,20) -> (7,7,19)
====================
7,8,-1 (7,8,-1)
Connected (7,8,-1) -> (8,8,-1)
Connected (7,8,-1) -> (6,8,-1)
Connected (7,8,-1) -> (7,9,-1)
Connected (7,8,-1) -> (7,7,-1)
Connected (7,8,-1) -> (7,8,0)
Ignored (7,8,-2) because it's out of bounds.
====================
7,8,0 (7,8,0)
Connected (7,8,0) -> (8,8,0)
Connected (7,8,0) -> (6,8,0)
Connected (7,8,0) -> (7,9,0)
Connected (7,8,0) -> (7,7,0)
Ignored (7,8,1) because a block exists there.
Connected (7,8,0) -> (7,8,-1)
====================
7,8,4 (7,8,4)
Ignored (8,8,4) because a block exists there.
Connected (7,8,4) -> (6,8,4)
Connected (7,8,4) -> (7,9,4)
Ignored (7,7,4) because a block exists there.
Connected (7,8,4) -> (7,8,5)
Ignored (7,8,3) because a block exists there.
====================
7,8,5 (7,8,5)
Connected (7,8,5) -> (8,8,5)
Connected (7,8,5) -> (6,8,5)
Connected (7,8,5) -> (7,9,5)
Connected (7,8,5) -> (7,7,5)
Connected (7,8,5) -> (7,8,6)
Connected (7,8,5) -> (7,8,4)
====================
7,8,6 (7,8,6)
Connected (7,8,6) -> (8,8,6)
Connected (7,8,6) -> (6,8,6)
Connected (7,8,6) -> (7,9,6)
Connected (7,8,6) -> (7,7,6)
Connected (7,8,6) -> (7,8,7)
Connected (7,8,6) -> (7,8,5)
====================
7,8,7 (7,8,7)
Connected (7,8,7) -> (8,8,7)
Connected (7,8,7) -> (6,8,7)
Connected (7,8,7) -> (7,9,7)
Connected (7,8,7) -> (7,7,7)
Connected (7,8,7) -> (7,8,8)
Connected (7,8,7) -> (7,8,6)
====================
7,8,8 (7,8,8)
Connected (7,8,8) -> (8,8,8)
Connected (7,8,8) -> (6,8,8)
Connected (7,8,8) -> (7,9,8)
Connected (7,8,8) -> (7,7,8)
Connected (7,8,8) -> (7,8,9)
Connected (7,8,8) -> (7,8,7)
====================
7,8,9 (7,8,9)
Connected (7,8,9) -> (8,8,9)
Connected (7,8,9) -> (6,8,9)
Connected (7,8,9) -> (7,9,9)
Connected (7,8,9) -> (7,7,9)
Connected (7,8,9) -> (7,8,10)
Connected (7,8,9) -> (7,8,8)
====================
7,8,10 (7,8,10)
Connected (7,8,10) -> (8,8,10)
Connected (7,8,10) -> (6,8,10)
Connected (7,8,10) -> (7,9,10)
Connected (7,8,10) -> (7,7,10)
Connected (7,8,10) -> (7,8,11)
Connected (7,8,10) -> (7,8,9)
====================
7,8,11 (7,8,11)
Connected (7,8,11) -> (8,8,11)
Connected (7,8,11) -> (6,8,11)
Connected (7,8,11) -> (7,9,11)
Connected (7,8,11) -> (7,7,11)
Connected (7,8,11) -> (7,8,12)
Connected (7,8,11) -> (7,8,10)
====================
7,8,12 (7,8,12)
Connected (7,8,12) -> (8,8,12)
Connected (7,8,12) -> (6,8,12)
Connected (7,8,12) -> (7,9,12)
Connected (7,8,12) -> (7,7,12)
Connected (7,8,12) -> (7,8,13)
Connected (7,8,12) -> (7,8,11)
====================
7,8,13 (7,8,13)
Connected (7,8,13) -> (8,8,13)
Connected (7,8,13) -> (6,8,13)
Connected (7,8,13) -> (7,9,13)
Connected (7,8,13) -> (7,7,13)
Connected (7,8,13) -> (7,8,14)
Connected (7,8,13) -> (7,8,12)
====================
7,8,14 (7,8,14)
Connected (7,8,14) -> (8,8,14)
Connected (7,8,14) -> (6,8,14)
Connected (7,8,14) -> (7,9,14)
Connected (7,8,14) -> (7,7,14)
Connected (7,8,14) -> (7,8,15)
Connected (7,8,14) -> (7,8,13)
====================
7,8,15 (7,8,15)
Ignored (8,8,15) because a block exists there.
Ignored (6,8,15) because a block exists there.
Ignored (7,9,15) because a block exists there.
Ignored (7,7,15) because a block exists there.
Ignored (7,8,16) because a block exists there.
Connected (7,8,15) -> (7,8,14)
====================
7,8,18 (7,8,18)
Ignored (8,8,18) because a block exists there.
Connected (7,8,18) -> (6,8,18)
Ignored (7,9,18) because a block exists there.
Connected (7,8,18) -> (7,7,18)
Connected (7,8,18) -> (7,8,19)
Ignored (7,8,17) because a block exists there.
====================
7,8,19 (7,8,19)
Connected (7,8,19) -> (8,8,19)
Connected (7,8,19) -> (6,8,19)
Connected (7,8,19) -> (7,9,19)
Connected (7,8,19) -> (7,7,19)
Connected (7,8,19) -> (7,8,20)
Connected (7,8,19) -> (7,8,18)
====================
7,8,20 (7,8,20)
Connected (7,8,20) -> (8,8,20)
Connected (7,8,20) -> (6,8,20)
Connected (7,8,20) -> (7,9,20)
Connected (7,8,20) -> (7,7,20)
Ignored (7,8,21) because it's out of bounds.
Connected (7,8,20) -> (7,8,19)
====================
7,9,-1 (7,9,-1)
Connected (7,9,-1) -> (8,9,-1)
Connected (7,9,-1) -> (6,9,-1)
Connected (7,9,-1) -> (7,10,-1)
Connected (7,9,-1) -> (7,8,-1)
Connected (7,9,-1) -> (7,9,0)
Ignored (7,9,-2) because it's out of bounds.
====================
7,9,0 (7,9,0)
Connected (7,9,0) -> (8,9,0)
Connected (7,9,0) -> (6,9,0)
Connected (7,9,0) -> (7,10,0)
Connected (7,9,0) -> (7,8,0)
Ignored (7,9,1) because a block exists there.
Connected (7,9,0) -> (7,9,-1)
====================
7,9,4 (7,9,4)
Ignored (8,9,4) because a block exists there.
Ignored (6,9,4) because a block exists there.
Connected (7,9,4) -> (7,10,4)
Connected (7,9,4) -> (7,8,4)
Connected (7,9,4) -> (7,9,5)
Ignored (7,9,3) because a block exists there.
====================
7,9,5 (7,9,5)
Connected (7,9,5) -> (8,9,5)
Connected (7,9,5) -> (6,9,5)
Connected (7,9,5) -> (7,10,5)
Connected (7,9,5) -> (7,8,5)
Connected (7,9,5) -> (7,9,6)
Connected (7,9,5) -> (7,9,4)
====================
7,9,6 (7,9,6)
Connected (7,9,6) -> (8,9,6)
Connected (7,9,6) -> (6,9,6)
Connected (7,9,6) -> (7,10,6)
Connected (7,9,6) -> (7,8,6)
Connected (7,9,6) -> (7,9,7)
Connected (7,9,6) -> (7,9,5)
====================
7,9,7 (7,9,7)
Connected (7,9,7) -> (8,9,7)
Connected (7,9,7) -> (6,9,7)
Connected (7,9,7) -> (7,10,7)
Connected (7,9,7) -> (7,8,7)
Connected (7,9,7) -> (7,9,8)
Connected (7,9,7) -> (7,9,6)
====================
7,9,8 (7,9,8)
Connected (7,9,8) -> (8,9,8)
Connected (7,9,8) -> (6,9,8)
Connected (7,9,8) -> (7,10,8)
Connected (7,9,8) -> (7,8,8)
Connected (7,9,8) -> (7,9,9)
Connected (7,9,8) -> (7,9,7)
====================
7,9,9 (7,9,9)
Connected (7,9,9) -> (8,9,9)
Connected (7,9,9) -> (6,9,9)
Connected (7,9,9) -> (7,10,9)
Connected (7,9,9) -> (7,8,9)
Connected (7,9,9) -> (7,9,10)
Connected (7,9,9) -> (7,9,8)
====================
7,9,10 (7,9,10)
Connected (7,9,10) -> (8,9,10)
Connected (7,9,10) -> (6,9,10)
Connected (7,9,10) -> (7,10,10)
Connected (7,9,10) -> (7,8,10)
Connected (7,9,10) -> (7,9,11)
Connected (7,9,10) -> (7,9,9)
====================
7,9,11 (7,9,11)
Connected (7,9,11) -> (8,9,11)
Connected (7,9,11) -> (6,9,11)
Connected (7,9,11) -> (7,10,11)
Connected (7,9,11) -> (7,8,11)
Connected (7,9,11) -> (7,9,12)
Connected (7,9,11) -> (7,9,10)
====================
7,9,12 (7,9,12)
Connected (7,9,12) -> (8,9,12)
Connected (7,9,12) -> (6,9,12)
Connected (7,9,12) -> (7,10,12)
Connected (7,9,12) -> (7,8,12)
Connected (7,9,12) -> (7,9,13)
Connected (7,9,12) -> (7,9,11)
====================
7,9,13 (7,9,13)
Connected (7,9,13) -> (8,9,13)
Connected (7,9,13) -> (6,9,13)
Connected (7,9,13) -> (7,10,13)
Connected (7,9,13) -> (7,8,13)
Connected (7,9,13) -> (7,9,14)
Connected (7,9,13) -> (7,9,12)
====================
7,9,14 (7,9,14)
Connected (7,9,14) -> (8,9,14)
Connected (7,9,14) -> (6,9,14)
Connected (7,9,14) -> (7,10,14)
Connected (7,9,14) -> (7,8,14)
Ignored (7,9,15) because a block exists there.
Connected (7,9,14) -> (7,9,13)
====================
7,9,19 (7,9,19)
Connected (7,9,19) -> (8,9,19)
Connected (7,9,19) -> (6,9,19)
Ignored (7,10,19) because a block exists there.
Connected (7,9,19) -> (7,8,19)
Connected (7,9,19) -> (7,9,20)
Ignored (7,9,18) because a block exists there.
====================
7,9,20 (7,9,20)
Connected (7,9,20) -> (8,9,20)
Connected (7,9,20) -> (6,9,20)
Connected (7,9,20) -> (7,10,20)
Connected (7,9,20) -> (7,8,20)
Ignored (7,9,21) because it's out of bounds.
Connected (7,9,20) -> (7,9,19)
====================
7,10,-1 (7,10,-1)
Connected (7,10,-1) -> (8,10,-1)
Connected (7,10,-1) -> (6,10,-1)
Connected (7,10,-1) -> (7,11,-1)
Connected (7,10,-1) -> (7,9,-1)
Connected (7,10,-1) -> (7,10,0)
Ignored (7,10,-2) because it's out of bounds.
====================
7,10,0 (7,10,0)
Connected (7,10,0) -> (8,10,0)
Connected (7,10,0) -> (6,10,0)
Connected (7,10,0) -> (7,11,0)
Connected (7,10,0) -> (7,9,0)
Ignored (7,10,1) because a block exists there.
Connected (7,10,0) -> (7,10,-1)
====================
7,10,4 (7,10,4)
Connected (7,10,4) -> (8,10,4)
Ignored (6,10,4) because a block exists there.
Connected (7,10,4) -> (7,11,4)
Connected (7,10,4) -> (7,9,4)
Connected (7,10,4) -> (7,10,5)
Ignored (7,10,3) because a block exists there.
====================
7,10,5 (7,10,5)
Connected (7,10,5) -> (8,10,5)
Connected (7,10,5) -> (6,10,5)
Connected (7,10,5) -> (7,11,5)
Connected (7,10,5) -> (7,9,5)
Connected (7,10,5) -> (7,10,6)
Connected (7,10,5) -> (7,10,4)
====================
7,10,6 (7,10,6)
Connected (7,10,6) -> (8,10,6)
Connected (7,10,6) -> (6,10,6)
Connected (7,10,6) -> (7,11,6)
Connected (7,10,6) -> (7,9,6)
Connected (7,10,6) -> (7,10,7)
Connected (7,10,6) -> (7,10,5)
====================
7,10,7 (7,10,7)
Connected (7,10,7) -> (8,10,7)
Connected (7,10,7) -> (6,10,7)
Connected (7,10,7) -> (7,11,7)
Connected (7,10,7) -> (7,9,7)
Connected (7,10,7) -> (7,10,8)
Connected (7,10,7) -> (7,10,6)
====================
7,10,8 (7,10,8)
Connected (7,10,8) -> (8,10,8)
Connected (7,10,8) -> (6,10,8)
Connected (7,10,8) -> (7,11,8)
Connected (7,10,8) -> (7,9,8)
Connected (7,10,8) -> (7,10,9)
Connected (7,10,8) -> (7,10,7)
====================
7,10,9 (7,10,9)
Connected (7,10,9) -> (8,10,9)
Connected (7,10,9) -> (6,10,9)
Connected (7,10,9) -> (7,11,9)
Connected (7,10,9) -> (7,9,9)
Connected (7,10,9) -> (7,10,10)
Connected (7,10,9) -> (7,10,8)
====================
7,10,10 (7,10,10)
Connected (7,10,10) -> (8,10,10)
Connected (7,10,10) -> (6,10,10)
Connected (7,10,10) -> (7,11,10)
Connected (7,10,10) -> (7,9,10)
Connected (7,10,10) -> (7,10,11)
Connected (7,10,10) -> (7,10,9)
====================
7,10,11 (7,10,11)
Connected (7,10,11) -> (8,10,11)
Connected (7,10,11) -> (6,10,11)
Connected (7,10,11) -> (7,11,11)
Connected (7,10,11) -> (7,9,11)
Connected (7,10,11) -> (7,10,12)
Connected (7,10,11) -> (7,10,10)
====================
7,10,12 (7,10,12)
Connected (7,10,12) -> (8,10,12)
Connected (7,10,12) -> (6,10,12)
Connected (7,10,12) -> (7,11,12)
Connected (7,10,12) -> (7,9,12)
Connected (7,10,12) -> (7,10,13)
Connected (7,10,12) -> (7,10,11)
====================
7,10,13 (7,10,13)
Connected (7,10,13) -> (8,10,13)
Connected (7,10,13) -> (6,10,13)
Connected (7,10,13) -> (7,11,13)
Connected (7,10,13) -> (7,9,13)
Connected (7,10,13) -> (7,10,14)
Connected (7,10,13) -> (7,10,12)
====================
7,10,14 (7,10,14)
Connected (7,10,14) -> (8,10,14)
Connected (7,10,14) -> (6,10,14)
Connected (7,10,14) -> (7,11,14)
Connected (7,10,14) -> (7,9,14)
Connected (7,10,14) -> (7,10,15)
Connected (7,10,14) -> (7,10,13)
====================
7,10,15 (7,10,15)
Connected (7,10,15) -> (8,10,15)
Ignored (6,10,15) because a block exists there.
Ignored (7,11,15) because a block exists there.
Ignored (7,9,15) because a block exists there.
Ignored (7,10,16) because a block exists there.
Connected (7,10,15) -> (7,10,14)
====================
7,10,18 (7,10,18)
Ignored (8,10,18) because a block exists there.
Connected (7,10,18) -> (6,10,18)
Ignored (7,11,18) because a block exists there.
Ignored (7,9,18) because a block exists there.
Ignored (7,10,19) because a block exists there.
Ignored (7,10,17) because a block exists there.
====================
7,10,20 (7,10,20)
Connected (7,10,20) -> (8,10,20)
Connected (7,10,20) -> (6,10,20)
Connected (7,10,20) -> (7,11,20)
Connected (7,10,20) -> (7,9,20)
Ignored (7,10,21) because it's out of bounds.
Ignored (7,10,19) because a block exists there.
====================
7,11,-1 (7,11,-1)
Connected (7,11,-1) -> (8,11,-1)
Connected (7,11,-1) -> (6,11,-1)
Connected (7,11,-1) -> (7,12,-1)
Connected (7,11,-1) -> (7,10,-1)
Connected (7,11,-1) -> (7,11,0)
Ignored (7,11,-2) because it's out of bounds.
====================
7,11,0 (7,11,0)
Connected (7,11,0) -> (8,11,0)
Connected (7,11,0) -> (6,11,0)
Connected (7,11,0) -> (7,12,0)
Connected (7,11,0) -> (7,10,0)
Connected (7,11,0) -> (7,11,1)
Connected (7,11,0) -> (7,11,-1)
====================
7,11,1 (7,11,1)
Ignored (8,11,1) because a block exists there.
Connected (7,11,1) -> (6,11,1)
Connected (7,11,1) -> (7,12,1)
Ignored (7,10,1) because a block exists there.
Ignored (7,11,2) because a block exists there.
Connected (7,11,1) -> (7,11,0)
====================
7,11,4 (7,11,4)
Ignored (8,11,4) because a block exists there.
Connected (7,11,4) -> (6,11,4)
Connected (7,11,4) -> (7,12,4)
Connected (7,11,4) -> (7,10,4)
Connected (7,11,4) -> (7,11,5)
Ignored (7,11,3) because a block exists there.
====================
7,11,5 (7,11,5)
Connected (7,11,5) -> (8,11,5)
Connected (7,11,5) -> (6,11,5)
Connected (7,11,5) -> (7,12,5)
Connected (7,11,5) -> (7,10,5)
Connected (7,11,5) -> (7,11,6)
Connected (7,11,5) -> (7,11,4)
====================
7,11,6 (7,11,6)
Connected (7,11,6) -> (8,11,6)
Connected (7,11,6) -> (6,11,6)
Connected (7,11,6) -> (7,12,6)
Connected (7,11,6) -> (7,10,6)
Connected (7,11,6) -> (7,11,7)
Connected (7,11,6) -> (7,11,5)
====================
7,11,7 (7,11,7)
Connected (7,11,7) -> (8,11,7)
Connected (7,11,7) -> (6,11,7)
Connected (7,11,7) -> (7,12,7)
Connected (7,11,7) -> (7,10,7)
Connected (7,11,7) -> (7,11,8)
Connected (7,11,7) -> (7,11,6)
====================
7,11,8 (7,11,8)
Connected (7,11,8) -> (8,11,8)
Connected (7,11,8) -> (6,11,8)
Connected (7,11,8) -> (7,12,8)
Connected (7,11,8) -> (7,10,8)
Connected (7,11,8) -> (7,11,9)
Connected (7,11,8) -> (7,11,7)
====================
7,11,9 (7,11,9)
Connected (7,11,9) -> (8,11,9)
Connected (7,11,9) -> (6,11,9)
Connected (7,11,9) -> (7,12,9)
Connected (7,11,9) -> (7,10,9)
Connected (7,11,9) -> (7,11,10)
Connected (7,11,9) -> (7,11,8)
====================
7,11,10 (7,11,10)
Connected (7,11,10) -> (8,11,10)
Connected (7,11,10) -> (6,11,10)
Connected (7,11,10) -> (7,12,10)
Connected (7,11,10) -> (7,10,10)
Connected (7,11,10) -> (7,11,11)
Connected (7,11,10) -> (7,11,9)
====================
7,11,11 (7,11,11)
Connected (7,11,11) -> (8,11,11)
Connected (7,11,11) -> (6,11,11)
Connected (7,11,11) -> (7,12,11)
Connected (7,11,11) -> (7,10,11)
Connected (7,11,11) -> (7,11,12)
Connected (7,11,11) -> (7,11,10)
====================
7,11,12 (7,11,12)
Connected (7,11,12) -> (8,11,12)
Connected (7,11,12) -> (6,11,12)
Connected (7,11,12) -> (7,12,12)
Connected (7,11,12) -> (7,10,12)
Connected (7,11,12) -> (7,11,13)
Connected (7,11,12) -> (7,11,11)
====================
7,11,13 (7,11,13)
Connected (7,11,13) -> (8,11,13)
Connected (7,11,13) -> (6,11,13)
Connected (7,11,13) -> (7,12,13)
Connected (7,11,13) -> (7,10,13)
Connected (7,11,13) -> (7,11,14)
Connected (7,11,13) -> (7,11,12)
====================
7,11,14 (7,11,14)
Connected (7,11,14) -> (8,11,14)
Ignored (6,11,14) because a block exists there.
Ignored (7,12,14) because a block exists there.
Connected (7,11,14) -> (7,10,14)
Ignored (7,11,15) because a block exists there.
Connected (7,11,14) -> (7,11,13)
====================
7,11,19 (7,11,19)
Connected (7,11,19) -> (8,11,19)
Connected (7,11,19) -> (6,11,19)
Connected (7,11,19) -> (7,12,19)
Ignored (7,10,19) because a block exists there.
Connected (7,11,19) -> (7,11,20)
Ignored (7,11,18) because a block exists there.
====================
7,11,20 (7,11,20)
Connected (7,11,20) -> (8,11,20)
Connected (7,11,20) -> (6,11,20)
Connected (7,11,20) -> (7,12,20)
Connected (7,11,20) -> (7,10,20)
Ignored (7,11,21) because it's out of bounds.
Connected (7,11,20) -> (7,11,19)
====================
7,12,-1 (7,12,-1)
Connected (7,12,-1) -> (8,12,-1)
Connected (7,12,-1) -> (6,12,-1)
Connected (7,12,-1) -> (7,13,-1)
Connected (7,12,-1) -> (7,11,-1)
Connected (7,12,-1) -> (7,12,0)
Ignored (7,12,-2) because it's out of bounds.
====================
7,12,0 (7,12,0)
Connected (7,12,0) -> (8,12,0)
Connected (7,12,0) -> (6,12,0)
Connected (7,12,0) -> (7,13,0)
Connected (7,12,0) -> (7,11,0)
Connected (7,12,0) -> (7,12,1)
Connected (7,12,0) -> (7,12,-1)
====================
7,12,1 (7,12,1)
Connected (7,12,1) -> (8,12,1)
Connected (7,12,1) -> (6,12,1)
Ignored (7,13,1) because a block exists there.
Connected (7,12,1) -> (7,11,1)
Connected (7,12,1) -> (7,12,2)
Connected (7,12,1) -> (7,12,0)
====================
7,12,2 (7,12,2)
Ignored (8,12,2) because a block exists there.
Ignored (6,12,2) because a block exists there.
Ignored (7,13,2) because a block exists there.
Ignored (7,11,2) because a block exists there.
Ignored (7,12,3) because a block exists there.
Connected (7,12,2) -> (7,12,1)
====================
7,12,4 (7,12,4)
Connected (7,12,4) -> (8,12,4)
Ignored (6,12,4) because a block exists there.
Ignored (7,13,4) because a block exists there.
Connected (7,12,4) -> (7,11,4)
Connected (7,12,4) -> (7,12,5)
Ignored (7,12,3) because a block exists there.
====================
7,12,5 (7,12,5)
Connected (7,12,5) -> (8,12,5)
Connected (7,12,5) -> (6,12,5)
Connected (7,12,5) -> (7,13,5)
Connected (7,12,5) -> (7,11,5)
Connected (7,12,5) -> (7,12,6)
Connected (7,12,5) -> (7,12,4)
====================
7,12,6 (7,12,6)
Connected (7,12,6) -> (8,12,6)
Ignored (6,12,6) because a block exists there.
Connected (7,12,6) -> (7,13,6)
Connected (7,12,6) -> (7,11,6)
Connected (7,12,6) -> (7,12,7)
Connected (7,12,6) -> (7,12,5)
====================
7,12,7 (7,12,7)
Connected (7,12,7) -> (8,12,7)
Connected (7,12,7) -> (6,12,7)
Connected (7,12,7) -> (7,13,7)
Connected (7,12,7) -> (7,11,7)
Connected (7,12,7) -> (7,12,8)
Connected (7,12,7) -> (7,12,6)
====================
7,12,8 (7,12,8)
Connected (7,12,8) -> (8,12,8)
Connected (7,12,8) -> (6,12,8)
Connected (7,12,8) -> (7,13,8)
Connected (7,12,8) -> (7,11,8)
Connected (7,12,8) -> (7,12,9)
Connected (7,12,8) -> (7,12,7)
====================
7,12,9 (7,12,9)
Connected (7,12,9) -> (8,12,9)
Connected (7,12,9) -> (6,12,9)
Connected (7,12,9) -> (7,13,9)
Connected (7,12,9) -> (7,11,9)
Connected (7,12,9) -> (7,12,10)
Connected (7,12,9) -> (7,12,8)
====================
7,12,10 (7,12,10)
Connected (7,12,10) -> (8,12,10)
Connected (7,12,10) -> (6,12,10)
Connected (7,12,10) -> (7,13,10)
Connected (7,12,10) -> (7,11,10)
Connected (7,12,10) -> (7,12,11)
Connected (7,12,10) -> (7,12,9)
====================
7,12,11 (7,12,11)
Connected (7,12,11) -> (8,12,11)
Connected (7,12,11) -> (6,12,11)
Connected (7,12,11) -> (7,13,11)
Connected (7,12,11) -> (7,11,11)
Connected (7,12,11) -> (7,12,12)
Connected (7,12,11) -> (7,12,10)
====================
7,12,12 (7,12,12)
Connected (7,12,12) -> (8,12,12)
Connected (7,12,12) -> (6,12,12)
Connected (7,12,12) -> (7,13,12)
Connected (7,12,12) -> (7,11,12)
Connected (7,12,12) -> (7,12,13)
Connected (7,12,12) -> (7,12,11)
====================
7,12,13 (7,12,13)
Connected (7,12,13) -> (8,12,13)
Connected (7,12,13) -> (6,12,13)
Connected (7,12,13) -> (7,13,13)
Connected (7,12,13) -> (7,11,13)
Ignored (7,12,14) because a block exists there.
Connected (7,12,13) -> (7,12,12)
====================
7,12,18 (7,12,18)
Ignored (8,12,18) because a block exists there.
Ignored (6,12,18) because a block exists there.
Ignored (7,13,18) because a block exists there.
Ignored (7,11,18) because a block exists there.
Connected (7,12,18) -> (7,12,19)
Ignored (7,12,17) because a block exists there.
====================
7,12,19 (7,12,19)
Connected (7,12,19) -> (8,12,19)
Connected (7,12,19) -> (6,12,19)
Connected (7,12,19) -> (7,13,19)
Connected (7,12,19) -> (7,11,19)
Connected (7,12,19) -> (7,12,20)
Connected (7,12,19) -> (7,12,18)
====================
7,12,20 (7,12,20)
Connected (7,12,20) -> (8,12,20)
Connected (7,12,20) -> (6,12,20)
Connected (7,12,20) -> (7,13,20)
Connected (7,12,20) -> (7,11,20)
Ignored (7,12,21) because it's out of bounds.
Connected (7,12,20) -> (7,12,19)
====================
7,13,-1 (7,13,-1)
Connected (7,13,-1) -> (8,13,-1)
Connected (7,13,-1) -> (6,13,-1)
Connected (7,13,-1) -> (7,14,-1)
Connected (7,13,-1) -> (7,12,-1)
Connected (7,13,-1) -> (7,13,0)
Ignored (7,13,-2) because it's out of bounds.
====================
7,13,0 (7,13,0)
Connected (7,13,0) -> (8,13,0)
Connected (7,13,0) -> (6,13,0)
Connected (7,13,0) -> (7,14,0)
Connected (7,13,0) -> (7,12,0)
Ignored (7,13,1) because a block exists there.
Connected (7,13,0) -> (7,13,-1)
====================
7,13,5 (7,13,5)
Connected (7,13,5) -> (8,13,5)
Connected (7,13,5) -> (6,13,5)
Connected (7,13,5) -> (7,14,5)
Connected (7,13,5) -> (7,12,5)
Connected (7,13,5) -> (7,13,6)
Ignored (7,13,4) because a block exists there.
====================
7,13,6 (7,13,6)
Connected (7,13,6) -> (8,13,6)
Connected (7,13,6) -> (6,13,6)
Ignored (7,14,6) because a block exists there.
Connected (7,13,6) -> (7,12,6)
Connected (7,13,6) -> (7,13,7)
Connected (7,13,6) -> (7,13,5)
====================
7,13,7 (7,13,7)
Connected (7,13,7) -> (8,13,7)
Connected (7,13,7) -> (6,13,7)
Ignored (7,14,7) because a block exists there.
Connected (7,13,7) -> (7,12,7)
Connected (7,13,7) -> (7,13,8)
Connected (7,13,7) -> (7,13,6)
====================
7,13,8 (7,13,8)
Connected (7,13,8) -> (8,13,8)
Connected (7,13,8) -> (6,13,8)
Connected (7,13,8) -> (7,14,8)
Connected (7,13,8) -> (7,12,8)
Connected (7,13,8) -> (7,13,9)
Connected (7,13,8) -> (7,13,7)
====================
7,13,9 (7,13,9)
Connected (7,13,9) -> (8,13,9)
Connected (7,13,9) -> (6,13,9)
Connected (7,13,9) -> (7,14,9)
Connected (7,13,9) -> (7,12,9)
Connected (7,13,9) -> (7,13,10)
Connected (7,13,9) -> (7,13,8)
====================
7,13,10 (7,13,10)
Connected (7,13,10) -> (8,13,10)
Connected (7,13,10) -> (6,13,10)
Connected (7,13,10) -> (7,14,10)
Connected (7,13,10) -> (7,12,10)
Connected (7,13,10) -> (7,13,11)
Connected (7,13,10) -> (7,13,9)
====================
7,13,11 (7,13,11)
Connected (7,13,11) -> (8,13,11)
Connected (7,13,11) -> (6,13,11)
Connected (7,13,11) -> (7,14,11)
Connected (7,13,11) -> (7,12,11)
Connected (7,13,11) -> (7,13,12)
Connected (7,13,11) -> (7,13,10)
====================
7,13,12 (7,13,12)
Connected (7,13,12) -> (8,13,12)
Ignored (6,13,12) because a block exists there.
Connected (7,13,12) -> (7,14,12)
Connected (7,13,12) -> (7,12,12)
Connected (7,13,12) -> (7,13,13)
Connected (7,13,12) -> (7,13,11)
====================
7,13,13 (7,13,13)
Ignored (8,13,13) because a block exists there.
Ignored (6,13,13) because a block exists there.
Ignored (7,14,13) because a block exists there.
Connected (7,13,13) -> (7,12,13)
Connected (7,13,13) -> (7,13,14)
Connected (7,13,13) -> (7,13,12)
====================
7,13,14 (7,13,14)
Connected (7,13,14) -> (8,13,14)
Connected (7,13,14) -> (6,13,14)
Ignored (7,14,14) because a block exists there.
Ignored (7,12,14) because a block exists there.
Ignored (7,13,15) because a block exists there.
Connected (7,13,14) -> (7,13,13)
====================
7,13,19 (7,13,19)
Connected (7,13,19) -> (8,13,19)
Connected (7,13,19) -> (6,13,19)
Connected (7,13,19) -> (7,14,19)
Connected (7,13,19) -> (7,12,19)
Connected (7,13,19) -> (7,13,20)
Ignored (7,13,18) because a block exists there.
====================
7,13,20 (7,13,20)
Connected (7,13,20) -> (8,13,20)
Connected (7,13,20) -> (6,13,20)
Connected (7,13,20) -> (7,14,20)
Connected (7,13,20) -> (7,12,20)
Ignored (7,13,21) because it's out of bounds.
Connected (7,13,20) -> (7,13,19)
====================
7,14,-1 (7,14,-1)
Connected (7,14,-1) -> (8,14,-1)
Connected (7,14,-1) -> (6,14,-1)
Connected (7,14,-1) -> (7,15,-1)
Connected (7,14,-1) -> (7,13,-1)
Connected (7,14,-1) -> (7,14,0)
Ignored (7,14,-2) because it's out of bounds.
====================
7,14,0 (7,14,0)
Connected (7,14,0) -> (8,14,0)
Connected (7,14,0) -> (6,14,0)
Connected (7,14,0) -> (7,15,0)
Connected (7,14,0) -> (7,13,0)
Connected (7,14,0) -> (7,14,1)
Connected (7,14,0) -> (7,14,-1)
====================
7,14,1 (7,14,1)
Connected (7,14,1) -> (8,14,1)
Connected (7,14,1) -> (6,14,1)
Connected (7,14,1) -> (7,15,1)
Ignored (7,13,1) because a block exists there.
Connected (7,14,1) -> (7,14,2)
Connected (7,14,1) -> (7,14,0)
====================
7,14,2 (7,14,2)
Connected (7,14,2) -> (8,14,2)
Connected (7,14,2) -> (6,14,2)
Connected (7,14,2) -> (7,15,2)
Ignored (7,13,2) because a block exists there.
Ignored (7,14,3) because a block exists there.
Connected (7,14,2) -> (7,14,1)
====================
7,14,5 (7,14,5)
Connected (7,14,5) -> (8,14,5)
Ignored (6,14,5) because a block exists there.
Ignored (7,15,5) because a block exists there.
Connected (7,14,5) -> (7,13,5)
Ignored (7,14,6) because a block exists there.
Ignored (7,14,4) because a block exists there.
====================
7,14,8 (7,14,8)
Connected (7,14,8) -> (8,14,8)
Connected (7,14,8) -> (6,14,8)
Ignored (7,15,8) because a block exists there.
Connected (7,14,8) -> (7,13,8)
Connected (7,14,8) -> (7,14,9)
Ignored (7,14,7) because a block exists there.
====================
7,14,9 (7,14,9)
Connected (7,14,9) -> (8,14,9)
Ignored (6,14,9) because a block exists there.
Ignored (7,15,9) because a block exists there.
Connected (7,14,9) -> (7,13,9)
Connected (7,14,9) -> (7,14,10)
Connected (7,14,9) -> (7,14,8)
====================
7,14,10 (7,14,10)
Connected (7,14,10) -> (8,14,10)
Connected (7,14,10) -> (6,14,10)
Connected (7,14,10) -> (7,15,10)
Connected (7,14,10) -> (7,13,10)
Connected (7,14,10) -> (7,14,11)
Connected (7,14,10) -> (7,14,9)
====================
7,14,11 (7,14,11)
Connected (7,14,11) -> (8,14,11)
Connected (7,14,11) -> (6,14,11)
Ignored (7,15,11) because a block exists there.
Connected (7,14,11) -> (7,13,11)
Connected (7,14,11) -> (7,14,12)
Connected (7,14,11) -> (7,14,10)
====================
7,14,12 (7,14,12)
Connected (7,14,12) -> (8,14,12)
Connected (7,14,12) -> (6,14,12)
Connected (7,14,12) -> (7,15,12)
Connected (7,14,12) -> (7,13,12)
Ignored (7,14,13) because a block exists there.
Connected (7,14,12) -> (7,14,11)
====================
7,14,17 (7,14,17)
Ignored (8,14,17) because a block exists there.
Ignored (6,14,17) because a block exists there.
Connected (7,14,17) -> (7,15,17)
Ignored (7,13,17) because a block exists there.
Connected (7,14,17) -> (7,14,18)
Ignored (7,14,16) because a block exists there.
====================
7,14,18 (7,14,18)
Connected (7,14,18) -> (8,14,18)
Connected (7,14,18) -> (6,14,18)
Connected (7,14,18) -> (7,15,18)
Ignored (7,13,18) because a block exists there.
Connected (7,14,18) -> (7,14,19)
Connected (7,14,18) -> (7,14,17)
====================
7,14,19 (7,14,19)
Connected (7,14,19) -> (8,14,19)
Connected (7,14,19) -> (6,14,19)
Connected (7,14,19) -> (7,15,19)
Connected (7,14,19) -> (7,13,19)
Connected (7,14,19) -> (7,14,20)
Connected (7,14,19) -> (7,14,18)
====================
7,14,20 (7,14,20)
Connected (7,14,20) -> (8,14,20)
Connected (7,14,20) -> (6,14,20)
Connected (7,14,20) -> (7,15,20)
Connected (7,14,20) -> (7,13,20)
Ignored (7,14,21) because it's out of bounds.
Connected (7,14,20) -> (7,14,19)
====================
7,15,-1 (7,15,-1)
Connected (7,15,-1) -> (8,15,-1)
Connected (7,15,-1) -> (6,15,-1)
Connected (7,15,-1) -> (7,16,-1)
Connected (7,15,-1) -> (7,14,-1)
Connected (7,15,-1) -> (7,15,0)
Ignored (7,15,-2) because it's out of bounds.
====================
7,15,0 (7,15,0)
Connected (7,15,0) -> (8,15,0)
Connected (7,15,0) -> (6,15,0)
Connected (7,15,0) -> (7,16,0)
Connected (7,15,0) -> (7,14,0)
Connected (7,15,0) -> (7,15,1)
Connected (7,15,0) -> (7,15,-1)
====================
7,15,1 (7,15,1)
Connected (7,15,1) -> (8,15,1)
Connected (7,15,1) -> (6,15,1)
Connected (7,15,1) -> (7,16,1)
Connected (7,15,1) -> (7,14,1)
Connected (7,15,1) -> (7,15,2)
Connected (7,15,1) -> (7,15,0)
====================
7,15,2 (7,15,2)
Ignored (8,15,2) because a block exists there.
Connected (7,15,2) -> (6,15,2)
Connected (7,15,2) -> (7,16,2)
Connected (7,15,2) -> (7,14,2)
Ignored (7,15,3) because a block exists there.
Connected (7,15,2) -> (7,15,1)
====================
7,15,6 (7,15,6)
Ignored (8,15,6) because a block exists there.
Ignored (6,15,6) because a block exists there.
Ignored (7,16,6) because a block exists there.
Ignored (7,14,6) because a block exists there.
Ignored (7,15,7) because a block exists there.
Ignored (7,15,5) because a block exists there.
====================
7,15,10 (7,15,10)
Connected (7,15,10) -> (8,15,10)
Ignored (6,15,10) because a block exists there.
Ignored (7,16,10) because a block exists there.
Connected (7,15,10) -> (7,14,10)
Ignored (7,15,11) because a block exists there.
Ignored (7,15,9) because a block exists there.
====================
7,15,12 (7,15,12)
Connected (7,15,12) -> (8,15,12)
Ignored (6,15,12) because a block exists there.
Ignored (7,16,12) because a block exists there.
Connected (7,15,12) -> (7,14,12)
Ignored (7,15,13) because a block exists there.
Ignored (7,15,11) because a block exists there.
====================
7,15,17 (7,15,17)
Connected (7,15,17) -> (8,15,17)
Connected (7,15,17) -> (6,15,17)
Connected (7,15,17) -> (7,16,17)
Connected (7,15,17) -> (7,14,17)
Connected (7,15,17) -> (7,15,18)
Ignored (7,15,16) because a block exists there.
====================
7,15,18 (7,15,18)
Connected (7,15,18) -> (8,15,18)
Connected (7,15,18) -> (6,15,18)
Connected (7,15,18) -> (7,16,18)
Connected (7,15,18) -> (7,14,18)
Connected (7,15,18) -> (7,15,19)
Connected (7,15,18) -> (7,15,17)
====================
7,15,19 (7,15,19)
Connected (7,15,19) -> (8,15,19)
Connected (7,15,19) -> (6,15,19)
Connected (7,15,19) -> (7,16,19)
Connected (7,15,19) -> (7,14,19)
Connected (7,15,19) -> (7,15,20)
Connected (7,15,19) -> (7,15,18)
====================
7,15,20 (7,15,20)
Connected (7,15,20) -> (8,15,20)
Connected (7,15,20) -> (6,15,20)
Connected (7,15,20) -> (7,16,20)
Connected (7,15,20) -> (7,14,20)
Ignored (7,15,21) because it's out of bounds.
Connected (7,15,20) -> (7,15,19)
====================
7,16,-1 (7,16,-1)
Connected (7,16,-1) -> (8,16,-1)
Connected (7,16,-1) -> (6,16,-1)
Connected (7,16,-1) -> (7,17,-1)
Connected (7,16,-1) -> (7,15,-1)
Connected (7,16,-1) -> (7,16,0)
Ignored (7,16,-2) because it's out of bounds.
====================
7,16,0 (7,16,0)
Connected (7,16,0) -> (8,16,0)
Connected (7,16,0) -> (6,16,0)
Connected (7,16,0) -> (7,17,0)
Connected (7,16,0) -> (7,15,0)
Connected (7,16,0) -> (7,16,1)
Connected (7,16,0) -> (7,16,-1)
====================
7,16,1 (7,16,1)
Connected (7,16,1) -> (8,16,1)
Connected (7,16,1) -> (6,16,1)
Connected (7,16,1) -> (7,17,1)
Connected (7,16,1) -> (7,15,1)
Connected (7,16,1) -> (7,16,2)
Connected (7,16,1) -> (7,16,0)
====================
7,16,2 (7,16,2)
Connected (7,16,2) -> (8,16,2)
Connected (7,16,2) -> (6,16,2)
Connected (7,16,2) -> (7,17,2)
Connected (7,16,2) -> (7,15,2)
Connected (7,16,2) -> (7,16,3)
Connected (7,16,2) -> (7,16,1)
====================
7,16,3 (7,16,3)
Connected (7,16,3) -> (8,16,3)
Connected (7,16,3) -> (6,16,3)
Connected (7,16,3) -> (7,17,3)
Ignored (7,15,3) because a block exists there.
Ignored (7,16,4) because a block exists there.
Connected (7,16,3) -> (7,16,2)
====================
7,16,11 (7,16,11)
Ignored (8,16,11) because a block exists there.
Ignored (6,16,11) because a block exists there.
Ignored (7,17,11) because a block exists there.
Ignored (7,15,11) because a block exists there.
Ignored (7,16,12) because a block exists there.
Ignored (7,16,10) because a block exists there.
====================
7,16,16 (7,16,16)
Connected (7,16,16) -> (8,16,16)
Connected (7,16,16) -> (6,16,16)
Connected (7,16,16) -> (7,17,16)
Ignored (7,15,16) because a block exists there.
Connected (7,16,16) -> (7,16,17)
Ignored (7,16,15) because a block exists there.
====================
7,16,17 (7,16,17)
Connected (7,16,17) -> (8,16,17)
Connected (7,16,17) -> (6,16,17)
Connected (7,16,17) -> (7,17,17)
Connected (7,16,17) -> (7,15,17)
Connected (7,16,17) -> (7,16,18)
Connected (7,16,17) -> (7,16,16)
====================
7,16,18 (7,16,18)
Connected (7,16,18) -> (8,16,18)
Connected (7,16,18) -> (6,16,18)
Connected (7,16,18) -> (7,17,18)
Connected (7,16,18) -> (7,15,18)
Connected (7,16,18) -> (7,16,19)
Connected (7,16,18) -> (7,16,17)
====================
7,16,19 (7,16,19)
Connected (7,16,19) -> (8,16,19)
Connected (7,16,19) -> (6,16,19)
Connected (7,16,19) -> (7,17,19)
Connected (7,16,19) -> (7,15,19)
Connected (7,16,19) -> (7,16,20)
Connected (7,16,19) -> (7,16,18)
====================
7,16,20 (7,16,20)
Connected (7,16,20) -> (8,16,20)
Connected (7,16,20) -> (6,16,20)
Connected (7,16,20) -> (7,17,20)
Connected (7,16,20) -> (7,15,20)
Ignored (7,16,21) because it's out of bounds.
Connected (7,16,20) -> (7,16,19)
====================
7,17,-1 (7,17,-1)
Connected (7,17,-1) -> (8,17,-1)
Connected (7,17,-1) -> (6,17,-1)
Connected (7,17,-1) -> (7,18,-1)
Connected (7,17,-1) -> (7,16,-1)
Connected (7,17,-1) -> (7,17,0)
Ignored (7,17,-2) because it's out of bounds.
====================
7,17,0 (7,17,0)
Connected (7,17,0) -> (8,17,0)
Connected (7,17,0) -> (6,17,0)
Connected (7,17,0) -> (7,18,0)
Connected (7,17,0) -> (7,16,0)
Connected (7,17,0) -> (7,17,1)
Connected (7,17,0) -> (7,17,-1)
====================
7,17,1 (7,17,1)
Connected (7,17,1) -> (8,17,1)
Connected (7,17,1) -> (6,17,1)
Connected (7,17,1) -> (7,18,1)
Connected (7,17,1) -> (7,16,1)
Connected (7,17,1) -> (7,17,2)
Connected (7,17,1) -> (7,17,0)
====================
7,17,2 (7,17,2)
Connected (7,17,2) -> (8,17,2)
Connected (7,17,2) -> (6,17,2)
Connected (7,17,2) -> (7,18,2)
Connected (7,17,2) -> (7,16,2)
Connected (7,17,2) -> (7,17,3)
Connected (7,17,2) -> (7,17,1)
====================
7,17,3 (7,17,3)
Connected (7,17,3) -> (8,17,3)
Connected (7,17,3) -> (6,17,3)
Connected (7,17,3) -> (7,18,3)
Connected (7,17,3) -> (7,16,3)
Connected (7,17,3) -> (7,17,4)
Connected (7,17,3) -> (7,17,2)
====================
7,17,4 (7,17,4)
Connected (7,17,4) -> (8,17,4)
Connected (7,17,4) -> (6,17,4)
Connected (7,17,4) -> (7,18,4)
Ignored (7,16,4) because a block exists there.
Ignored (7,17,5) because a block exists there.
Connected (7,17,4) -> (7,17,3)
====================
7,17,15 (7,17,15)
Connected (7,17,15) -> (8,17,15)
Connected (7,17,15) -> (6,17,15)
Connected (7,17,15) -> (7,18,15)
Ignored (7,16,15) because a block exists there.
Connected (7,17,15) -> (7,17,16)
Ignored (7,17,14) because a block exists there.
====================
7,17,16 (7,17,16)
Connected (7,17,16) -> (8,17,16)
Connected (7,17,16) -> (6,17,16)
Connected (7,17,16) -> (7,18,16)
Connected (7,17,16) -> (7,16,16)
Connected (7,17,16) -> (7,17,17)
Connected (7,17,16) -> (7,17,15)
====================
7,17,17 (7,17,17)
Connected (7,17,17) -> (8,17,17)
Connected (7,17,17) -> (6,17,17)
Connected (7,17,17) -> (7,18,17)
Connected (7,17,17) -> (7,16,17)
Connected (7,17,17) -> (7,17,18)
Connected (7,17,17) -> (7,17,16)
====================
7,17,18 (7,17,18)
Connected (7,17,18) -> (8,17,18)
Connected (7,17,18) -> (6,17,18)
Connected (7,17,18) -> (7,18,18)
Connected (7,17,18) -> (7,16,18)
Connected (7,17,18) -> (7,17,19)
Connected (7,17,18) -> (7,17,17)
====================
7,17,19 (7,17,19)
Connected (7,17,19) -> (8,17,19)
Connected (7,17,19) -> (6,17,19)
Connected (7,17,19) -> (7,18,19)
Connected (7,17,19) -> (7,16,19)
Connected (7,17,19) -> (7,17,20)
Connected (7,17,19) -> (7,17,18)
====================
7,17,20 (7,17,20)
Connected (7,17,20) -> (8,17,20)
Connected (7,17,20) -> (6,17,20)
Connected (7,17,20) -> (7,18,20)
Connected (7,17,20) -> (7,16,20)
Ignored (7,17,21) because it's out of bounds.
Connected (7,17,20) -> (7,17,19)
====================
7,18,-1 (7,18,-1)
Connected (7,18,-1) -> (8,18,-1)
Connected (7,18,-1) -> (6,18,-1)
Connected (7,18,-1) -> (7,19,-1)
Connected (7,18,-1) -> (7,17,-1)
Connected (7,18,-1) -> (7,18,0)
Ignored (7,18,-2) because it's out of bounds.
====================
7,18,0 (7,18,0)
Connected (7,18,0) -> (8,18,0)
Connected (7,18,0) -> (6,18,0)
Connected (7,18,0) -> (7,19,0)
Connected (7,18,0) -> (7,17,0)
Connected (7,18,0) -> (7,18,1)
Connected (7,18,0) -> (7,18,-1)
====================
7,18,1 (7,18,1)
Connected (7,18,1) -> (8,18,1)
Connected (7,18,1) -> (6,18,1)
Connected (7,18,1) -> (7,19,1)
Connected (7,18,1) -> (7,17,1)
Connected (7,18,1) -> (7,18,2)
Connected (7,18,1) -> (7,18,0)
====================
7,18,2 (7,18,2)
Connected (7,18,2) -> (8,18,2)
Connected (7,18,2) -> (6,18,2)
Connected (7,18,2) -> (7,19,2)
Connected (7,18,2) -> (7,17,2)
Connected (7,18,2) -> (7,18,3)
Connected (7,18,2) -> (7,18,1)
====================
7,18,3 (7,18,3)
Connected (7,18,3) -> (8,18,3)
Connected (7,18,3) -> (6,18,3)
Connected (7,18,3) -> (7,19,3)
Connected (7,18,3) -> (7,17,3)
Connected (7,18,3) -> (7,18,4)
Connected (7,18,3) -> (7,18,2)
====================
7,18,4 (7,18,4)
Connected (7,18,4) -> (8,18,4)
Connected (7,18,4) -> (6,18,4)
Connected (7,18,4) -> (7,19,4)
Connected (7,18,4) -> (7,17,4)
Connected (7,18,4) -> (7,18,5)
Connected (7,18,4) -> (7,18,3)
====================
7,18,5 (7,18,5)
Connected (7,18,5) -> (8,18,5)
Connected (7,18,5) -> (6,18,5)
Connected (7,18,5) -> (7,19,5)
Ignored (7,17,5) because a block exists there.
Connected (7,18,5) -> (7,18,6)
Connected (7,18,5) -> (7,18,4)
====================
7,18,6 (7,18,6)
Ignored (8,18,6) because a block exists there.
Connected (7,18,6) -> (6,18,6)
Connected (7,18,6) -> (7,19,6)
Ignored (7,17,6) because a block exists there.
Ignored (7,18,7) because a block exists there.
Connected (7,18,6) -> (7,18,5)
====================
7,18,8 (7,18,8)
Ignored (8,18,8) because a block exists there.
Connected (7,18,8) -> (6,18,8)
Connected (7,18,8) -> (7,19,8)
Ignored (7,17,8) because a block exists there.
Ignored (7,18,9) because a block exists there.
Ignored (7,18,7) because a block exists there.
====================
7,18,10 (7,18,10)
Ignored (8,18,10) because a block exists there.
Ignored (6,18,10) because a block exists there.
Connected (7,18,10) -> (7,19,10)
Ignored (7,17,10) because a block exists there.
Connected (7,18,10) -> (7,18,11)
Ignored (7,18,9) because a block exists there.
====================
7,18,11 (7,18,11)
Ignored (8,18,11) because a block exists there.
Connected (7,18,11) -> (6,18,11)
Connected (7,18,11) -> (7,19,11)
Ignored (7,17,11) because a block exists there.
Ignored (7,18,12) because a block exists there.
Connected (7,18,11) -> (7,18,10)
====================
7,18,13 (7,18,13)
Connected (7,18,13) -> (8,18,13)
Connected (7,18,13) -> (6,18,13)
Connected (7,18,13) -> (7,19,13)
Ignored (7,17,13) because a block exists there.
Connected (7,18,13) -> (7,18,14)
Ignored (7,18,12) because a block exists there.
====================
7,18,14 (7,18,14)
Connected (7,18,14) -> (8,18,14)
Connected (7,18,14) -> (6,18,14)
Connected (7,18,14) -> (7,19,14)
Ignored (7,17,14) because a block exists there.
Connected (7,18,14) -> (7,18,15)
Connected (7,18,14) -> (7,18,13)
====================
7,18,15 (7,18,15)
Connected (7,18,15) -> (8,18,15)
Connected (7,18,15) -> (6,18,15)
Connected (7,18,15) -> (7,19,15)
Connected (7,18,15) -> (7,17,15)
Connected (7,18,15) -> (7,18,16)
Connected (7,18,15) -> (7,18,14)
====================
7,18,16 (7,18,16)
Connected (7,18,16) -> (8,18,16)
Connected (7,18,16) -> (6,18,16)
Connected (7,18,16) -> (7,19,16)
Connected (7,18,16) -> (7,17,16)
Connected (7,18,16) -> (7,18,17)
Connected (7,18,16) -> (7,18,15)
====================
7,18,17 (7,18,17)
Connected (7,18,17) -> (8,18,17)
Connected (7,18,17) -> (6,18,17)
Connected (7,18,17) -> (7,19,17)
Connected (7,18,17) -> (7,17,17)
Connected (7,18,17) -> (7,18,18)
Connected (7,18,17) -> (7,18,16)
====================
7,18,18 (7,18,18)
Connected (7,18,18) -> (8,18,18)
Connected (7,18,18) -> (6,18,18)
Connected (7,18,18) -> (7,19,18)
Connected (7,18,18) -> (7,17,18)
Connected (7,18,18) -> (7,18,19)
Connected (7,18,18) -> (7,18,17)
====================
7,18,19 (7,18,19)
Connected (7,18,19) -> (8,18,19)
Connected (7,18,19) -> (6,18,19)
Connected (7,18,19) -> (7,19,19)
Connected (7,18,19) -> (7,17,19)
Connected (7,18,19) -> (7,18,20)
Connected (7,18,19) -> (7,18,18)
====================
7,18,20 (7,18,20)
Connected (7,18,20) -> (8,18,20)
Connected (7,18,20) -> (6,18,20)
Connected (7,18,20) -> (7,19,20)
Connected (7,18,20) -> (7,17,20)
Ignored (7,18,21) because it's out of bounds.
Connected (7,18,20) -> (7,18,19)
====================
7,19,-1 (7,19,-1)
Connected (7,19,-1) -> (8,19,-1)
Connected (7,19,-1) -> (6,19,-1)
Ignored (7,20,-1) because it's out of bounds.
Connected (7,19,-1) -> (7,18,-1)
Connected (7,19,-1) -> (7,19,0)
Ignored (7,19,-2) because it's out of bounds.
====================
7,19,0 (7,19,0)
Connected (7,19,0) -> (8,19,0)
Connected (7,19,0) -> (6,19,0)
Ignored (7,20,0) because it's out of bounds.
Connected (7,19,0) -> (7,18,0)
Connected (7,19,0) -> (7,19,1)
Connected (7,19,0) -> (7,19,-1)
====================
7,19,1 (7,19,1)
Connected (7,19,1) -> (8,19,1)
Connected (7,19,1) -> (6,19,1)
Ignored (7,20,1) because it's out of bounds.
Connected (7,19,1) -> (7,18,1)
Connected (7,19,1) -> (7,19,2)
Connected (7,19,1) -> (7,19,0)
====================
7,19,2 (7,19,2)
Connected (7,19,2) -> (8,19,2)
Connected (7,19,2) -> (6,19,2)
Ignored (7,20,2) because it's out of bounds.
Connected (7,19,2) -> (7,18,2)
Connected (7,19,2) -> (7,19,3)
Connected (7,19,2) -> (7,19,1)
====================
7,19,3 (7,19,3)
Connected (7,19,3) -> (8,19,3)
Connected (7,19,3) -> (6,19,3)
Ignored (7,20,3) because it's out of bounds.
Connected (7,19,3) -> (7,18,3)
Connected (7,19,3) -> (7,19,4)
Connected (7,19,3) -> (7,19,2)
====================
7,19,4 (7,19,4)
Connected (7,19,4) -> (8,19,4)
Connected (7,19,4) -> (6,19,4)
Ignored (7,20,4) because it's out of bounds.
Connected (7,19,4) -> (7,18,4)
Connected (7,19,4) -> (7,19,5)
Connected (7,19,4) -> (7,19,3)
====================
7,19,5 (7,19,5)
Connected (7,19,5) -> (8,19,5)
Connected (7,19,5) -> (6,19,5)
Ignored (7,20,5) because it's out of bounds.
Connected (7,19,5) -> (7,18,5)
Connected (7,19,5) -> (7,19,6)
Connected (7,19,5) -> (7,19,4)
====================
7,19,6 (7,19,6)
Connected (7,19,6) -> (8,19,6)
Connected (7,19,6) -> (6,19,6)
Ignored (7,20,6) because it's out of bounds.
Connected (7,19,6) -> (7,18,6)
Connected (7,19,6) -> (7,19,7)
Connected (7,19,6) -> (7,19,5)
====================
7,19,7 (7,19,7)
Connected (7,19,7) -> (8,19,7)
Connected (7,19,7) -> (6,19,7)
Ignored (7,20,7) because it's out of bounds.
Ignored (7,18,7) because a block exists there.
Connected (7,19,7) -> (7,19,8)
Connected (7,19,7) -> (7,19,6)
====================
7,19,8 (7,19,8)
Connected (7,19,8) -> (8,19,8)
Connected (7,19,8) -> (6,19,8)
Ignored (7,20,8) because it's out of bounds.
Connected (7,19,8) -> (7,18,8)
Connected (7,19,8) -> (7,19,9)
Connected (7,19,8) -> (7,19,7)
====================
7,19,9 (7,19,9)
Connected (7,19,9) -> (8,19,9)
Connected (7,19,9) -> (6,19,9)
Ignored (7,20,9) because it's out of bounds.
Ignored (7,18,9) because a block exists there.
Connected (7,19,9) -> (7,19,10)
Connected (7,19,9) -> (7,19,8)
====================
7,19,10 (7,19,10)
Connected (7,19,10) -> (8,19,10)
Connected (7,19,10) -> (6,19,10)
Ignored (7,20,10) because it's out of bounds.
Connected (7,19,10) -> (7,18,10)
Connected (7,19,10) -> (7,19,11)
Connected (7,19,10) -> (7,19,9)
====================
7,19,11 (7,19,11)
Connected (7,19,11) -> (8,19,11)
Connected (7,19,11) -> (6,19,11)
Ignored (7,20,11) because it's out of bounds.
Connected (7,19,11) -> (7,18,11)
Connected (7,19,11) -> (7,19,12)
Connected (7,19,11) -> (7,19,10)
====================
7,19,12 (7,19,12)
Connected (7,19,12) -> (8,19,12)
Connected (7,19,12) -> (6,19,12)
Ignored (7,20,12) because it's out of bounds.
Ignored (7,18,12) because a block exists there.
Connected (7,19,12) -> (7,19,13)
Connected (7,19,12) -> (7,19,11)
====================
7,19,13 (7,19,13)
Connected (7,19,13) -> (8,19,13)
Connected (7,19,13) -> (6,19,13)
Ignored (7,20,13) because it's out of bounds.
Connected (7,19,13) -> (7,18,13)
Connected (7,19,13) -> (7,19,14)
Connected (7,19,13) -> (7,19,12)
====================
7,19,14 (7,19,14)
Connected (7,19,14) -> (8,19,14)
Connected (7,19,14) -> (6,19,14)
Ignored (7,20,14) because it's out of bounds.
Connected (7,19,14) -> (7,18,14)
Connected (7,19,14) -> (7,19,15)
Connected (7,19,14) -> (7,19,13)
====================
7,19,15 (7,19,15)
Connected (7,19,15) -> (8,19,15)
Connected (7,19,15) -> (6,19,15)
Ignored (7,20,15) because it's out of bounds.
Connected (7,19,15) -> (7,18,15)
Connected (7,19,15) -> (7,19,16)
Connected (7,19,15) -> (7,19,14)
====================
7,19,16 (7,19,16)
Connected (7,19,16) -> (8,19,16)
Connected (7,19,16) -> (6,19,16)
Ignored (7,20,16) because it's out of bounds.
Connected (7,19,16) -> (7,18,16)
Connected (7,19,16) -> (7,19,17)
Connected (7,19,16) -> (7,19,15)
====================
7,19,17 (7,19,17)
Connected (7,19,17) -> (8,19,17)
Connected (7,19,17) -> (6,19,17)
Ignored (7,20,17) because it's out of bounds.
Connected (7,19,17) -> (7,18,17)
Connected (7,19,17) -> (7,19,18)
Connected (7,19,17) -> (7,19,16)
====================
7,19,18 (7,19,18)
Connected (7,19,18) -> (8,19,18)
Connected (7,19,18) -> (6,19,18)
Ignored (7,20,18) because it's out of bounds.
Connected (7,19,18) -> (7,18,18)
Connected (7,19,18) -> (7,19,19)
Connected (7,19,18) -> (7,19,17)
====================
7,19,19 (7,19,19)
Connected (7,19,19) -> (8,19,19)
Connected (7,19,19) -> (6,19,19)
Ignored (7,20,19) because it's out of bounds.
Connected (7,19,19) -> (7,18,19)
Connected (7,19,19) -> (7,19,20)
Connected (7,19,19) -> (7,19,18)
====================
7,19,20 (7,19,20)
Connected (7,19,20) -> (8,19,20)
Connected (7,19,20) -> (6,19,20)
Ignored (7,20,20) because it's out of bounds.
Connected (7,19,20) -> (7,18,20)
Ignored (7,19,21) because it's out of bounds.
Connected (7,19,20) -> (7,19,19)
====================
8,-1,-1 (8,-1,-1)
Connected (8,-1,-1) -> (9,-1,-1)
Connected (8,-1,-1) -> (7,-1,-1)
Connected (8,-1,-1) -> (8,0,-1)
Ignored (8,-2,-1) because it's out of bounds.
Connected (8,-1,-1) -> (8,-1,0)
Ignored (8,-1,-2) because it's out of bounds.
====================
8,-1,0 (8,-1,0)
Connected (8,-1,0) -> (9,-1,0)
Connected (8,-1,0) -> (7,-1,0)
Connected (8,-1,0) -> (8,0,0)
Ignored (8,-2,0) because it's out of bounds.
Connected (8,-1,0) -> (8,-1,1)
Connected (8,-1,0) -> (8,-1,-1)
====================
8,-1,1 (8,-1,1)
Connected (8,-1,1) -> (9,-1,1)
Connected (8,-1,1) -> (7,-1,1)
Connected (8,-1,1) -> (8,0,1)
Ignored (8,-2,1) because it's out of bounds.
Connected (8,-1,1) -> (8,-1,2)
Connected (8,-1,1) -> (8,-1,0)
====================
8,-1,2 (8,-1,2)
Connected (8,-1,2) -> (9,-1,2)
Connected (8,-1,2) -> (7,-1,2)
Connected (8,-1,2) -> (8,0,2)
Ignored (8,-2,2) because it's out of bounds.
Connected (8,-1,2) -> (8,-1,3)
Connected (8,-1,2) -> (8,-1,1)
====================
8,-1,3 (8,-1,3)
Connected (8,-1,3) -> (9,-1,3)
Connected (8,-1,3) -> (7,-1,3)
Connected (8,-1,3) -> (8,0,3)
Ignored (8,-2,3) because it's out of bounds.
Connected (8,-1,3) -> (8,-1,4)
Connected (8,-1,3) -> (8,-1,2)
====================
8,-1,4 (8,-1,4)
Connected (8,-1,4) -> (9,-1,4)
Connected (8,-1,4) -> (7,-1,4)
Connected (8,-1,4) -> (8,0,4)
Ignored (8,-2,4) because it's out of bounds.
Connected (8,-1,4) -> (8,-1,5)
Connected (8,-1,4) -> (8,-1,3)
====================
8,-1,5 (8,-1,5)
Connected (8,-1,5) -> (9,-1,5)
Connected (8,-1,5) -> (7,-1,5)
Connected (8,-1,5) -> (8,0,5)
Ignored (8,-2,5) because it's out of bounds.
Connected (8,-1,5) -> (8,-1,6)
Connected (8,-1,5) -> (8,-1,4)
====================
8,-1,6 (8,-1,6)
Connected (8,-1,6) -> (9,-1,6)
Connected (8,-1,6) -> (7,-1,6)
Connected (8,-1,6) -> (8,0,6)
Ignored (8,-2,6) because it's out of bounds.
Connected (8,-1,6) -> (8,-1,7)
Connected (8,-1,6) -> (8,-1,5)
====================
8,-1,7 (8,-1,7)
Connected (8,-1,7) -> (9,-1,7)
Connected (8,-1,7) -> (7,-1,7)
Connected (8,-1,7) -> (8,0,7)
Ignored (8,-2,7) because it's out of bounds.
Connected (8,-1,7) -> (8,-1,8)
Connected (8,-1,7) -> (8,-1,6)
====================
8,-1,8 (8,-1,8)
Connected (8,-1,8) -> (9,-1,8)
Connected (8,-1,8) -> (7,-1,8)
Connected (8,-1,8) -> (8,0,8)
Ignored (8,-2,8) because it's out of bounds.
Connected (8,-1,8) -> (8,-1,9)
Connected (8,-1,8) -> (8,-1,7)
====================
8,-1,9 (8,-1,9)
Connected (8,-1,9) -> (9,-1,9)
Connected (8,-1,9) -> (7,-1,9)
Connected (8,-1,9) -> (8,0,9)
Ignored (8,-2,9) because it's out of bounds.
Connected (8,-1,9) -> (8,-1,10)
Connected (8,-1,9) -> (8,-1,8)
====================
8,-1,10 (8,-1,10)
Connected (8,-1,10) -> (9,-1,10)
Connected (8,-1,10) -> (7,-1,10)
Connected (8,-1,10) -> (8,0,10)
Ignored (8,-2,10) because it's out of bounds.
Connected (8,-1,10) -> (8,-1,11)
Connected (8,-1,10) -> (8,-1,9)
====================
8,-1,11 (8,-1,11)
Connected (8,-1,11) -> (9,-1,11)
Connected (8,-1,11) -> (7,-1,11)
Ignored (8,0,11) because a block exists there.
Ignored (8,-2,11) because it's out of bounds.
Connected (8,-1,11) -> (8,-1,12)
Connected (8,-1,11) -> (8,-1,10)
====================
8,-1,12 (8,-1,12)
Connected (8,-1,12) -> (9,-1,12)
Connected (8,-1,12) -> (7,-1,12)
Connected (8,-1,12) -> (8,0,12)
Ignored (8,-2,12) because it's out of bounds.
Connected (8,-1,12) -> (8,-1,13)
Connected (8,-1,12) -> (8,-1,11)
====================
8,-1,13 (8,-1,13)
Connected (8,-1,13) -> (9,-1,13)
Connected (8,-1,13) -> (7,-1,13)
Connected (8,-1,13) -> (8,0,13)
Ignored (8,-2,13) because it's out of bounds.
Connected (8,-1,13) -> (8,-1,14)
Connected (8,-1,13) -> (8,-1,12)
====================
8,-1,14 (8,-1,14)
Connected (8,-1,14) -> (9,-1,14)
Connected (8,-1,14) -> (7,-1,14)
Connected (8,-1,14) -> (8,0,14)
Ignored (8,-2,14) because it's out of bounds.
Connected (8,-1,14) -> (8,-1,15)
Connected (8,-1,14) -> (8,-1,13)
====================
8,-1,15 (8,-1,15)
Connected (8,-1,15) -> (9,-1,15)
Connected (8,-1,15) -> (7,-1,15)
Connected (8,-1,15) -> (8,0,15)
Ignored (8,-2,15) because it's out of bounds.
Connected (8,-1,15) -> (8,-1,16)
Connected (8,-1,15) -> (8,-1,14)
====================
8,-1,16 (8,-1,16)
Connected (8,-1,16) -> (9,-1,16)
Connected (8,-1,16) -> (7,-1,16)
Connected (8,-1,16) -> (8,0,16)
Ignored (8,-2,16) because it's out of bounds.
Connected (8,-1,16) -> (8,-1,17)
Connected (8,-1,16) -> (8,-1,15)
====================
8,-1,17 (8,-1,17)
Connected (8,-1,17) -> (9,-1,17)
Connected (8,-1,17) -> (7,-1,17)
Connected (8,-1,17) -> (8,0,17)
Ignored (8,-2,17) because it's out of bounds.
Connected (8,-1,17) -> (8,-1,18)
Connected (8,-1,17) -> (8,-1,16)
====================
8,-1,18 (8,-1,18)
Connected (8,-1,18) -> (9,-1,18)
Connected (8,-1,18) -> (7,-1,18)
Connected (8,-1,18) -> (8,0,18)
Ignored (8,-2,18) because it's out of bounds.
Connected (8,-1,18) -> (8,-1,19)
Connected (8,-1,18) -> (8,-1,17)
====================
8,-1,19 (8,-1,19)
Connected (8,-1,19) -> (9,-1,19)
Connected (8,-1,19) -> (7,-1,19)
Connected (8,-1,19) -> (8,0,19)
Ignored (8,-2,19) because it's out of bounds.
Connected (8,-1,19) -> (8,-1,20)
Connected (8,-1,19) -> (8,-1,18)
====================
8,-1,20 (8,-1,20)
Connected (8,-1,20) -> (9,-1,20)
Connected (8,-1,20) -> (7,-1,20)
Connected (8,-1,20) -> (8,0,20)
Ignored (8,-2,20) because it's out of bounds.
Ignored (8,-1,21) because it's out of bounds.
Connected (8,-1,20) -> (8,-1,19)
====================
8,0,-1 (8,0,-1)
Connected (8,0,-1) -> (9,0,-1)
Connected (8,0,-1) -> (7,0,-1)
Connected (8,0,-1) -> (8,1,-1)
Connected (8,0,-1) -> (8,-1,-1)
Connected (8,0,-1) -> (8,0,0)
Ignored (8,0,-2) because it's out of bounds.
====================
8,0,0 (8,0,0)
Connected (8,0,0) -> (9,0,0)
Connected (8,0,0) -> (7,0,0)
Connected (8,0,0) -> (8,1,0)
Connected (8,0,0) -> (8,-1,0)
Connected (8,0,0) -> (8,0,1)
Connected (8,0,0) -> (8,0,-1)
====================
8,0,1 (8,0,1)
Connected (8,0,1) -> (9,0,1)
Connected (8,0,1) -> (7,0,1)
Connected (8,0,1) -> (8,1,1)
Connected (8,0,1) -> (8,-1,1)
Connected (8,0,1) -> (8,0,2)
Connected (8,0,1) -> (8,0,0)
====================
8,0,2 (8,0,2)
Connected (8,0,2) -> (9,0,2)
Connected (8,0,2) -> (7,0,2)
Connected (8,0,2) -> (8,1,2)
Connected (8,0,2) -> (8,-1,2)
Connected (8,0,2) -> (8,0,3)
Connected (8,0,2) -> (8,0,1)
====================
8,0,3 (8,0,3)
Connected (8,0,3) -> (9,0,3)
Connected (8,0,3) -> (7,0,3)
Connected (8,0,3) -> (8,1,3)
Connected (8,0,3) -> (8,-1,3)
Connected (8,0,3) -> (8,0,4)
Connected (8,0,3) -> (8,0,2)
====================
8,0,4 (8,0,4)
Connected (8,0,4) -> (9,0,4)
Connected (8,0,4) -> (7,0,4)
Connected (8,0,4) -> (8,1,4)
Connected (8,0,4) -> (8,-1,4)
Connected (8,0,4) -> (8,0,5)
Connected (8,0,4) -> (8,0,3)
====================
8,0,5 (8,0,5)
Connected (8,0,5) -> (9,0,5)
Connected (8,0,5) -> (7,0,5)
Connected (8,0,5) -> (8,1,5)
Connected (8,0,5) -> (8,-1,5)
Connected (8,0,5) -> (8,0,6)
Connected (8,0,5) -> (8,0,4)
====================
8,0,6 (8,0,6)
Connected (8,0,6) -> (9,0,6)
Connected (8,0,6) -> (7,0,6)
Connected (8,0,6) -> (8,1,6)
Connected (8,0,6) -> (8,-1,6)
Connected (8,0,6) -> (8,0,7)
Connected (8,0,6) -> (8,0,5)
====================
8,0,7 (8,0,7)
Connected (8,0,7) -> (9,0,7)
Connected (8,0,7) -> (7,0,7)
Ignored (8,1,7) because a block exists there.
Connected (8,0,7) -> (8,-1,7)
Connected (8,0,7) -> (8,0,8)
Connected (8,0,7) -> (8,0,6)
====================
8,0,8 (8,0,8)
Connected (8,0,8) -> (9,0,8)
Connected (8,0,8) -> (7,0,8)
Ignored (8,1,8) because a block exists there.
Connected (8,0,8) -> (8,-1,8)
Connected (8,0,8) -> (8,0,9)
Connected (8,0,8) -> (8,0,7)
====================
8,0,9 (8,0,9)
Connected (8,0,9) -> (9,0,9)
Connected (8,0,9) -> (7,0,9)
Ignored (8,1,9) because a block exists there.
Connected (8,0,9) -> (8,-1,9)
Connected (8,0,9) -> (8,0,10)
Connected (8,0,9) -> (8,0,8)
====================
8,0,10 (8,0,10)
Connected (8,0,10) -> (9,0,10)
Connected (8,0,10) -> (7,0,10)
Ignored (8,1,10) because a block exists there.
Connected (8,0,10) -> (8,-1,10)
Ignored (8,0,11) because a block exists there.
Connected (8,0,10) -> (8,0,9)
====================
8,0,12 (8,0,12)
Connected (8,0,12) -> (9,0,12)
Connected (8,0,12) -> (7,0,12)
Ignored (8,1,12) because a block exists there.
Connected (8,0,12) -> (8,-1,12)
Connected (8,0,12) -> (8,0,13)
Ignored (8,0,11) because a block exists there.
====================
8,0,13 (8,0,13)
Connected (8,0,13) -> (9,0,13)
Connected (8,0,13) -> (7,0,13)
Ignored (8,1,13) because a block exists there.
Connected (8,0,13) -> (8,-1,13)
Connected (8,0,13) -> (8,0,14)
Connected (8,0,13) -> (8,0,12)
====================
8,0,14 (8,0,14)
Connected (8,0,14) -> (9,0,14)
Connected (8,0,14) -> (7,0,14)
Connected (8,0,14) -> (8,1,14)
Connected (8,0,14) -> (8,-1,14)
Connected (8,0,14) -> (8,0,15)
Connected (8,0,14) -> (8,0,13)
====================
8,0,15 (8,0,15)
Connected (8,0,15) -> (9,0,15)
Connected (8,0,15) -> (7,0,15)
Connected (8,0,15) -> (8,1,15)
Connected (8,0,15) -> (8,-1,15)
Connected (8,0,15) -> (8,0,16)
Connected (8,0,15) -> (8,0,14)
====================
8,0,16 (8,0,16)
Connected (8,0,16) -> (9,0,16)
Connected (8,0,16) -> (7,0,16)
Connected (8,0,16) -> (8,1,16)
Connected (8,0,16) -> (8,-1,16)
Connected (8,0,16) -> (8,0,17)
Connected (8,0,16) -> (8,0,15)
====================
8,0,17 (8,0,17)
Connected (8,0,17) -> (9,0,17)
Connected (8,0,17) -> (7,0,17)
Connected (8,0,17) -> (8,1,17)
Connected (8,0,17) -> (8,-1,17)
Connected (8,0,17) -> (8,0,18)
Connected (8,0,17) -> (8,0,16)
====================
8,0,18 (8,0,18)
Connected (8,0,18) -> (9,0,18)
Connected (8,0,18) -> (7,0,18)
Connected (8,0,18) -> (8,1,18)
Connected (8,0,18) -> (8,-1,18)
Connected (8,0,18) -> (8,0,19)
Connected (8,0,18) -> (8,0,17)
====================
8,0,19 (8,0,19)
Connected (8,0,19) -> (9,0,19)
Connected (8,0,19) -> (7,0,19)
Connected (8,0,19) -> (8,1,19)
Connected (8,0,19) -> (8,-1,19)
Connected (8,0,19) -> (8,0,20)
Connected (8,0,19) -> (8,0,18)
====================
8,0,20 (8,0,20)
Connected (8,0,20) -> (9,0,20)
Connected (8,0,20) -> (7,0,20)
Connected (8,0,20) -> (8,1,20)
Connected (8,0,20) -> (8,-1,20)
Ignored (8,0,21) because it's out of bounds.
Connected (8,0,20) -> (8,0,19)
====================
8,1,-1 (8,1,-1)
Connected (8,1,-1) -> (9,1,-1)
Connected (8,1,-1) -> (7,1,-1)
Connected (8,1,-1) -> (8,2,-1)
Connected (8,1,-1) -> (8,0,-1)
Connected (8,1,-1) -> (8,1,0)
Ignored (8,1,-2) because it's out of bounds.
====================
8,1,0 (8,1,0)
Connected (8,1,0) -> (9,1,0)
Connected (8,1,0) -> (7,1,0)
Connected (8,1,0) -> (8,2,0)
Connected (8,1,0) -> (8,0,0)
Connected (8,1,0) -> (8,1,1)
Connected (8,1,0) -> (8,1,-1)
====================
8,1,1 (8,1,1)
Connected (8,1,1) -> (9,1,1)
Connected (8,1,1) -> (7,1,1)
Connected (8,1,1) -> (8,2,1)
Connected (8,1,1) -> (8,0,1)
Connected (8,1,1) -> (8,1,2)
Connected (8,1,1) -> (8,1,0)
====================
8,1,2 (8,1,2)
Connected (8,1,2) -> (9,1,2)
Connected (8,1,2) -> (7,1,2)
Connected (8,1,2) -> (8,2,2)
Connected (8,1,2) -> (8,0,2)
Connected (8,1,2) -> (8,1,3)
Connected (8,1,2) -> (8,1,1)
====================
8,1,3 (8,1,3)
Connected (8,1,3) -> (9,1,3)
Connected (8,1,3) -> (7,1,3)
Connected (8,1,3) -> (8,2,3)
Connected (8,1,3) -> (8,0,3)
Connected (8,1,3) -> (8,1,4)
Connected (8,1,3) -> (8,1,2)
====================
8,1,4 (8,1,4)
Connected (8,1,4) -> (9,1,4)
Connected (8,1,4) -> (7,1,4)
Connected (8,1,4) -> (8,2,4)
Connected (8,1,4) -> (8,0,4)
Connected (8,1,4) -> (8,1,5)
Connected (8,1,4) -> (8,1,3)
====================
8,1,5 (8,1,5)
Connected (8,1,5) -> (9,1,5)
Connected (8,1,5) -> (7,1,5)
Ignored (8,2,5) because a block exists there.
Connected (8,1,5) -> (8,0,5)
Connected (8,1,5) -> (8,1,6)
Connected (8,1,5) -> (8,1,4)
====================
8,1,6 (8,1,6)
Connected (8,1,6) -> (9,1,6)
Connected (8,1,6) -> (7,1,6)
Connected (8,1,6) -> (8,2,6)
Connected (8,1,6) -> (8,0,6)
Ignored (8,1,7) because a block exists there.
Connected (8,1,6) -> (8,1,5)
====================
8,1,14 (8,1,14)
Connected (8,1,14) -> (9,1,14)
Connected (8,1,14) -> (7,1,14)
Ignored (8,2,14) because a block exists there.
Connected (8,1,14) -> (8,0,14)
Connected (8,1,14) -> (8,1,15)
Ignored (8,1,13) because a block exists there.
====================
8,1,15 (8,1,15)
Connected (8,1,15) -> (9,1,15)
Connected (8,1,15) -> (7,1,15)
Ignored (8,2,15) because a block exists there.
Connected (8,1,15) -> (8,0,15)
Connected (8,1,15) -> (8,1,16)
Connected (8,1,15) -> (8,1,14)
====================
8,1,16 (8,1,16)
Connected (8,1,16) -> (9,1,16)
Connected (8,1,16) -> (7,1,16)
Connected (8,1,16) -> (8,2,16)
Connected (8,1,16) -> (8,0,16)
Connected (8,1,16) -> (8,1,17)
Connected (8,1,16) -> (8,1,15)
====================
8,1,17 (8,1,17)
Connected (8,1,17) -> (9,1,17)
Connected (8,1,17) -> (7,1,17)
Connected (8,1,17) -> (8,2,17)
Connected (8,1,17) -> (8,0,17)
Connected (8,1,17) -> (8,1,18)
Connected (8,1,17) -> (8,1,16)
====================
8,1,18 (8,1,18)
Connected (8,1,18) -> (9,1,18)
Connected (8,1,18) -> (7,1,18)
Connected (8,1,18) -> (8,2,18)
Connected (8,1,18) -> (8,0,18)
Connected (8,1,18) -> (8,1,19)
Connected (8,1,18) -> (8,1,17)
====================
8,1,19 (8,1,19)
Connected (8,1,19) -> (9,1,19)
Connected (8,1,19) -> (7,1,19)
Connected (8,1,19) -> (8,2,19)
Connected (8,1,19) -> (8,0,19)
Connected (8,1,19) -> (8,1,20)
Connected (8,1,19) -> (8,1,18)
====================
8,1,20 (8,1,20)
Connected (8,1,20) -> (9,1,20)
Connected (8,1,20) -> (7,1,20)
Connected (8,1,20) -> (8,2,20)
Connected (8,1,20) -> (8,0,20)
Ignored (8,1,21) because it's out of bounds.
Connected (8,1,20) -> (8,1,19)
====================
8,2,-1 (8,2,-1)
Connected (8,2,-1) -> (9,2,-1)
Connected (8,2,-1) -> (7,2,-1)
Connected (8,2,-1) -> (8,3,-1)
Connected (8,2,-1) -> (8,1,-1)
Connected (8,2,-1) -> (8,2,0)
Ignored (8,2,-2) because it's out of bounds.
====================
8,2,0 (8,2,0)
Connected (8,2,0) -> (9,2,0)
Connected (8,2,0) -> (7,2,0)
Connected (8,2,0) -> (8,3,0)
Connected (8,2,0) -> (8,1,0)
Connected (8,2,0) -> (8,2,1)
Connected (8,2,0) -> (8,2,-1)
====================
8,2,1 (8,2,1)
Connected (8,2,1) -> (9,2,1)
Connected (8,2,1) -> (7,2,1)
Connected (8,2,1) -> (8,3,1)
Connected (8,2,1) -> (8,1,1)
Connected (8,2,1) -> (8,2,2)
Connected (8,2,1) -> (8,2,0)
====================
8,2,2 (8,2,2)
Connected (8,2,2) -> (9,2,2)
Connected (8,2,2) -> (7,2,2)
Connected (8,2,2) -> (8,3,2)
Connected (8,2,2) -> (8,1,2)
Connected (8,2,2) -> (8,2,3)
Connected (8,2,2) -> (8,2,1)
====================
8,2,3 (8,2,3)
Connected (8,2,3) -> (9,2,3)
Connected (8,2,3) -> (7,2,3)
Connected (8,2,3) -> (8,3,3)
Connected (8,2,3) -> (8,1,3)
Connected (8,2,3) -> (8,2,4)
Connected (8,2,3) -> (8,2,2)
====================
8,2,4 (8,2,4)
Connected (8,2,4) -> (9,2,4)
Connected (8,2,4) -> (7,2,4)
Connected (8,2,4) -> (8,3,4)
Connected (8,2,4) -> (8,1,4)
Ignored (8,2,5) because a block exists there.
Connected (8,2,4) -> (8,2,3)
====================
8,2,6 (8,2,6)
Connected (8,2,6) -> (9,2,6)
Ignored (7,2,6) because a block exists there.
Ignored (8,3,6) because a block exists there.
Connected (8,2,6) -> (8,1,6)
Ignored (8,2,7) because a block exists there.
Ignored (8,2,5) because a block exists there.
====================
8,2,16 (8,2,16)
Ignored (9,2,16) because a block exists there.
Connected (8,2,16) -> (7,2,16)
Connected (8,2,16) -> (8,3,16)
Connected (8,2,16) -> (8,1,16)
Connected (8,2,16) -> (8,2,17)
Ignored (8,2,15) because a block exists there.
====================
8,2,17 (8,2,17)
Connected (8,2,17) -> (9,2,17)
Connected (8,2,17) -> (7,2,17)
Connected (8,2,17) -> (8,3,17)
Connected (8,2,17) -> (8,1,17)
Connected (8,2,17) -> (8,2,18)
Connected (8,2,17) -> (8,2,16)
====================
8,2,18 (8,2,18)
Connected (8,2,18) -> (9,2,18)
Connected (8,2,18) -> (7,2,18)
Connected (8,2,18) -> (8,3,18)
Connected (8,2,18) -> (8,1,18)
Connected (8,2,18) -> (8,2,19)
Connected (8,2,18) -> (8,2,17)
====================
8,2,19 (8,2,19)
Connected (8,2,19) -> (9,2,19)
Connected (8,2,19) -> (7,2,19)
Connected (8,2,19) -> (8,3,19)
Connected (8,2,19) -> (8,1,19)
Connected (8,2,19) -> (8,2,20)
Connected (8,2,19) -> (8,2,18)
====================
8,2,20 (8,2,20)
Connected (8,2,20) -> (9,2,20)
Connected (8,2,20) -> (7,2,20)
Connected (8,2,20) -> (8,3,20)
Connected (8,2,20) -> (8,1,20)
Ignored (8,2,21) because it's out of bounds.
Connected (8,2,20) -> (8,2,19)
====================
8,3,-1 (8,3,-1)
Connected (8,3,-1) -> (9,3,-1)
Connected (8,3,-1) -> (7,3,-1)
Connected (8,3,-1) -> (8,4,-1)
Connected (8,3,-1) -> (8,2,-1)
Connected (8,3,-1) -> (8,3,0)
Ignored (8,3,-2) because it's out of bounds.
====================
8,3,0 (8,3,0)
Connected (8,3,0) -> (9,3,0)
Connected (8,3,0) -> (7,3,0)
Connected (8,3,0) -> (8,4,0)
Connected (8,3,0) -> (8,2,0)
Connected (8,3,0) -> (8,3,1)
Connected (8,3,0) -> (8,3,-1)
====================
8,3,1 (8,3,1)
Connected (8,3,1) -> (9,3,1)
Connected (8,3,1) -> (7,3,1)
Connected (8,3,1) -> (8,4,1)
Connected (8,3,1) -> (8,2,1)
Connected (8,3,1) -> (8,3,2)
Connected (8,3,1) -> (8,3,0)
====================
8,3,2 (8,3,2)
Connected (8,3,2) -> (9,3,2)
Connected (8,3,2) -> (7,3,2)
Ignored (8,4,2) because a block exists there.
Connected (8,3,2) -> (8,2,2)
Connected (8,3,2) -> (8,3,3)
Connected (8,3,2) -> (8,3,1)
====================
8,3,3 (8,3,3)
Connected (8,3,3) -> (9,3,3)
Connected (8,3,3) -> (7,3,3)
Ignored (8,4,3) because a block exists there.
Connected (8,3,3) -> (8,2,3)
Connected (8,3,3) -> (8,3,4)
Connected (8,3,3) -> (8,3,2)
====================
8,3,4 (8,3,4)
Connected (8,3,4) -> (9,3,4)
Ignored (7,3,4) because a block exists there.
Ignored (8,4,4) because a block exists there.
Connected (8,3,4) -> (8,2,4)
Ignored (8,3,5) because a block exists there.
Connected (8,3,4) -> (8,3,3)
====================
8,3,14 (8,3,14)
Ignored (9,3,14) because a block exists there.
Ignored (7,3,14) because a block exists there.
Ignored (8,4,14) because a block exists there.
Ignored (8,2,14) because a block exists there.
Ignored (8,3,15) because a block exists there.
Ignored (8,3,13) because a block exists there.
====================
8,3,16 (8,3,16)
Ignored (9,3,16) because a block exists there.
Connected (8,3,16) -> (7,3,16)
Ignored (8,4,16) because a block exists there.
Connected (8,3,16) -> (8,2,16)
Connected (8,3,16) -> (8,3,17)
Ignored (8,3,15) because a block exists there.
====================
8,3,17 (8,3,17)
Connected (8,3,17) -> (9,3,17)
Connected (8,3,17) -> (7,3,17)
Connected (8,3,17) -> (8,4,17)
Connected (8,3,17) -> (8,2,17)
Connected (8,3,17) -> (8,3,18)
Connected (8,3,17) -> (8,3,16)
====================
8,3,18 (8,3,18)
Connected (8,3,18) -> (9,3,18)
Connected (8,3,18) -> (7,3,18)
Connected (8,3,18) -> (8,4,18)
Connected (8,3,18) -> (8,2,18)
Connected (8,3,18) -> (8,3,19)
Connected (8,3,18) -> (8,3,17)
====================
8,3,19 (8,3,19)
Connected (8,3,19) -> (9,3,19)
Connected (8,3,19) -> (7,3,19)
Connected (8,3,19) -> (8,4,19)
Connected (8,3,19) -> (8,2,19)
Connected (8,3,19) -> (8,3,20)
Connected (8,3,19) -> (8,3,18)
====================
8,3,20 (8,3,20)
Connected (8,3,20) -> (9,3,20)
Connected (8,3,20) -> (7,3,20)
Connected (8,3,20) -> (8,4,20)
Connected (8,3,20) -> (8,2,20)
Ignored (8,3,21) because it's out of bounds.
Connected (8,3,20) -> (8,3,19)
====================
8,4,-1 (8,4,-1)
Connected (8,4,-1) -> (9,4,-1)
Connected (8,4,-1) -> (7,4,-1)
Connected (8,4,-1) -> (8,5,-1)
Connected (8,4,-1) -> (8,3,-1)
Connected (8,4,-1) -> (8,4,0)
Ignored (8,4,-2) because it's out of bounds.
====================
8,4,0 (8,4,0)
Connected (8,4,0) -> (9,4,0)
Connected (8,4,0) -> (7,4,0)
Connected (8,4,0) -> (8,5,0)
Connected (8,4,0) -> (8,3,0)
Connected (8,4,0) -> (8,4,1)
Connected (8,4,0) -> (8,4,-1)
====================
8,4,1 (8,4,1)
Connected (8,4,1) -> (9,4,1)
Connected (8,4,1) -> (7,4,1)
Connected (8,4,1) -> (8,5,1)
Connected (8,4,1) -> (8,3,1)
Ignored (8,4,2) because a block exists there.
Connected (8,4,1) -> (8,4,0)
====================
8,4,7 (8,4,7)
Connected (8,4,7) -> (9,4,7)
Ignored (7,4,7) because a block exists there.
Connected (8,4,7) -> (8,5,7)
Ignored (8,3,7) because a block exists there.
Connected (8,4,7) -> (8,4,8)
Ignored (8,4,6) because a block exists there.
====================
8,4,8 (8,4,8)
Connected (8,4,8) -> (9,4,8)
Ignored (7,4,8) because a block exists there.
Connected (8,4,8) -> (8,5,8)
Ignored (8,3,8) because a block exists there.
Connected (8,4,8) -> (8,4,9)
Connected (8,4,8) -> (8,4,7)
====================
8,4,9 (8,4,9)
Ignored (9,4,9) because a block exists there.
Ignored (7,4,9) because a block exists there.
Connected (8,4,9) -> (8,5,9)
Ignored (8,3,9) because a block exists there.
Ignored (8,4,10) because a block exists there.
Connected (8,4,9) -> (8,4,8)
====================
8,4,11 (8,4,11)
Connected (8,4,11) -> (9,4,11)
Ignored (7,4,11) because a block exists there.
Connected (8,4,11) -> (8,5,11)
Ignored (8,3,11) because a block exists there.
Ignored (8,4,12) because a block exists there.
Ignored (8,4,10) because a block exists there.
====================
8,4,17 (8,4,17)
Ignored (9,4,17) because a block exists there.
Connected (8,4,17) -> (7,4,17)
Ignored (8,5,17) because a block exists there.
Connected (8,4,17) -> (8,3,17)
Connected (8,4,17) -> (8,4,18)
Ignored (8,4,16) because a block exists there.
====================
8,4,18 (8,4,18)
Connected (8,4,18) -> (9,4,18)
Connected (8,4,18) -> (7,4,18)
Connected (8,4,18) -> (8,5,18)
Connected (8,4,18) -> (8,3,18)
Connected (8,4,18) -> (8,4,19)
Connected (8,4,18) -> (8,4,17)
====================
8,4,19 (8,4,19)
Connected (8,4,19) -> (9,4,19)
Connected (8,4,19) -> (7,4,19)
Connected (8,4,19) -> (8,5,19)
Connected (8,4,19) -> (8,3,19)
Connected (8,4,19) -> (8,4,20)
Connected (8,4,19) -> (8,4,18)
====================
8,4,20 (8,4,20)
Connected (8,4,20) -> (9,4,20)
Connected (8,4,20) -> (7,4,20)
Connected (8,4,20) -> (8,5,20)
Connected (8,4,20) -> (8,3,20)
Ignored (8,4,21) because it's out of bounds.
Connected (8,4,20) -> (8,4,19)
====================
8,5,-1 (8,5,-1)
Connected (8,5,-1) -> (9,5,-1)
Connected (8,5,-1) -> (7,5,-1)
Connected (8,5,-1) -> (8,6,-1)
Connected (8,5,-1) -> (8,4,-1)
Connected (8,5,-1) -> (8,5,0)
Ignored (8,5,-2) because it's out of bounds.
====================
8,5,0 (8,5,0)
Connected (8,5,0) -> (9,5,0)
Connected (8,5,0) -> (7,5,0)
Connected (8,5,0) -> (8,6,0)
Connected (8,5,0) -> (8,4,0)
Connected (8,5,0) -> (8,5,1)
Connected (8,5,0) -> (8,5,-1)
====================
8,5,1 (8,5,1)
Ignored (9,5,1) because a block exists there.
Connected (8,5,1) -> (7,5,1)
Ignored (8,6,1) because a block exists there.
Connected (8,5,1) -> (8,4,1)
Ignored (8,5,2) because a block exists there.
Connected (8,5,1) -> (8,5,0)
====================
8,5,6 (8,5,6)
Connected (8,5,6) -> (9,5,6)
Ignored (7,5,6) because a block exists there.
Connected (8,5,6) -> (8,6,6)
Ignored (8,4,6) because a block exists there.
Connected (8,5,6) -> (8,5,7)
Ignored (8,5,5) because a block exists there.
====================
8,5,7 (8,5,7)
Ignored (9,5,7) because a block exists there.
Ignored (7,5,7) because a block exists there.
Connected (8,5,7) -> (8,6,7)
Connected (8,5,7) -> (8,4,7)
Connected (8,5,7) -> (8,5,8)
Connected (8,5,7) -> (8,5,6)
====================
8,5,8 (8,5,8)
Connected (8,5,8) -> (9,5,8)
Connected (8,5,8) -> (7,5,8)
Connected (8,5,8) -> (8,6,8)
Connected (8,5,8) -> (8,4,8)
Connected (8,5,8) -> (8,5,9)
Connected (8,5,8) -> (8,5,7)
====================
8,5,9 (8,5,9)
Connected (8,5,9) -> (9,5,9)
Connected (8,5,9) -> (7,5,9)
Connected (8,5,9) -> (8,6,9)
Connected (8,5,9) -> (8,4,9)
Connected (8,5,9) -> (8,5,10)
Connected (8,5,9) -> (8,5,8)
====================
8,5,10 (8,5,10)
Connected (8,5,10) -> (9,5,10)
Connected (8,5,10) -> (7,5,10)
Connected (8,5,10) -> (8,6,10)
Ignored (8,4,10) because a block exists there.
Connected (8,5,10) -> (8,5,11)
Connected (8,5,10) -> (8,5,9)
====================
8,5,11 (8,5,11)
Ignored (9,5,11) because a block exists there.
Connected (8,5,11) -> (7,5,11)
Connected (8,5,11) -> (8,6,11)
Connected (8,5,11) -> (8,4,11)
Connected (8,5,11) -> (8,5,12)
Connected (8,5,11) -> (8,5,10)
====================
8,5,12 (8,5,12)
Connected (8,5,12) -> (9,5,12)
Ignored (7,5,12) because a block exists there.
Connected (8,5,12) -> (8,6,12)
Ignored (8,4,12) because a block exists there.
Connected (8,5,12) -> (8,5,13)
Connected (8,5,12) -> (8,5,11)
====================
8,5,13 (8,5,13)
Ignored (9,5,13) because a block exists there.
Ignored (7,5,13) because a block exists there.
Connected (8,5,13) -> (8,6,13)
Ignored (8,4,13) because a block exists there.
Ignored (8,5,14) because a block exists there.
Connected (8,5,13) -> (8,5,12)
====================
8,5,18 (8,5,18)
Connected (8,5,18) -> (9,5,18)
Connected (8,5,18) -> (7,5,18)
Connected (8,5,18) -> (8,6,18)
Connected (8,5,18) -> (8,4,18)
Connected (8,5,18) -> (8,5,19)
Ignored (8,5,17) because a block exists there.
====================
8,5,19 (8,5,19)
Connected (8,5,19) -> (9,5,19)
Connected (8,5,19) -> (7,5,19)
Connected (8,5,19) -> (8,6,19)
Connected (8,5,19) -> (8,4,19)
Connected (8,5,19) -> (8,5,20)
Connected (8,5,19) -> (8,5,18)
====================
8,5,20 (8,5,20)
Connected (8,5,20) -> (9,5,20)
Connected (8,5,20) -> (7,5,20)
Connected (8,5,20) -> (8,6,20)
Connected (8,5,20) -> (8,4,20)
Ignored (8,5,21) because it's out of bounds.
Connected (8,5,20) -> (8,5,19)
====================
8,6,-1 (8,6,-1)
Connected (8,6,-1) -> (9,6,-1)
Connected (8,6,-1) -> (7,6,-1)
Connected (8,6,-1) -> (8,7,-1)
Connected (8,6,-1) -> (8,5,-1)
Connected (8,6,-1) -> (8,6,0)
Ignored (8,6,-2) because it's out of bounds.
====================
8,6,0 (8,6,0)
Connected (8,6,0) -> (9,6,0)
Connected (8,6,0) -> (7,6,0)
Connected (8,6,0) -> (8,7,0)
Connected (8,6,0) -> (8,5,0)
Ignored (8,6,1) because a block exists there.
Connected (8,6,0) -> (8,6,-1)
====================
8,6,5 (8,6,5)
Ignored (9,6,5) because a block exists there.
Connected (8,6,5) -> (7,6,5)
Connected (8,6,5) -> (8,7,5)
Ignored (8,5,5) because a block exists there.
Connected (8,6,5) -> (8,6,6)
Ignored (8,6,4) because a block exists there.
====================
8,6,6 (8,6,6)
Connected (8,6,6) -> (9,6,6)
Ignored (7,6,6) because a block exists there.
Connected (8,6,6) -> (8,7,6)
Connected (8,6,6) -> (8,5,6)
Connected (8,6,6) -> (8,6,7)
Connected (8,6,6) -> (8,6,5)
====================
8,6,7 (8,6,7)
Connected (8,6,7) -> (9,6,7)
Connected (8,6,7) -> (7,6,7)
Connected (8,6,7) -> (8,7,7)
Connected (8,6,7) -> (8,5,7)
Connected (8,6,7) -> (8,6,8)
Connected (8,6,7) -> (8,6,6)
====================
8,6,8 (8,6,8)
Connected (8,6,8) -> (9,6,8)
Connected (8,6,8) -> (7,6,8)
Connected (8,6,8) -> (8,7,8)
Connected (8,6,8) -> (8,5,8)
Connected (8,6,8) -> (8,6,9)
Connected (8,6,8) -> (8,6,7)
====================
8,6,9 (8,6,9)
Connected (8,6,9) -> (9,6,9)
Connected (8,6,9) -> (7,6,9)
Connected (8,6,9) -> (8,7,9)
Connected (8,6,9) -> (8,5,9)
Connected (8,6,9) -> (8,6,10)
Connected (8,6,9) -> (8,6,8)
====================
8,6,10 (8,6,10)
Connected (8,6,10) -> (9,6,10)
Connected (8,6,10) -> (7,6,10)
Connected (8,6,10) -> (8,7,10)
Connected (8,6,10) -> (8,5,10)
Connected (8,6,10) -> (8,6,11)
Connected (8,6,10) -> (8,6,9)
====================
8,6,11 (8,6,11)
Connected (8,6,11) -> (9,6,11)
Connected (8,6,11) -> (7,6,11)
Connected (8,6,11) -> (8,7,11)
Connected (8,6,11) -> (8,5,11)
Connected (8,6,11) -> (8,6,12)
Connected (8,6,11) -> (8,6,10)
====================
8,6,12 (8,6,12)
Connected (8,6,12) -> (9,6,12)
Connected (8,6,12) -> (7,6,12)
Connected (8,6,12) -> (8,7,12)
Connected (8,6,12) -> (8,5,12)
Connected (8,6,12) -> (8,6,13)
Connected (8,6,12) -> (8,6,11)
====================
8,6,13 (8,6,13)
Connected (8,6,13) -> (9,6,13)
Ignored (7,6,13) because a block exists there.
Connected (8,6,13) -> (8,7,13)
Connected (8,6,13) -> (8,5,13)
Connected (8,6,13) -> (8,6,14)
Connected (8,6,13) -> (8,6,12)
====================
8,6,14 (8,6,14)
Connected (8,6,14) -> (9,6,14)
Connected (8,6,14) -> (7,6,14)
Connected (8,6,14) -> (8,7,14)
Ignored (8,5,14) because a block exists there.
Connected (8,6,14) -> (8,6,15)
Connected (8,6,14) -> (8,6,13)
====================
8,6,15 (8,6,15)
Connected (8,6,15) -> (9,6,15)
Ignored (7,6,15) because a block exists there.
Connected (8,6,15) -> (8,7,15)
Ignored (8,5,15) because a block exists there.
Ignored (8,6,16) because a block exists there.
Connected (8,6,15) -> (8,6,14)
====================
8,6,18 (8,6,18)
Connected (8,6,18) -> (9,6,18)
Connected (8,6,18) -> (7,6,18)
Ignored (8,7,18) because a block exists there.
Connected (8,6,18) -> (8,5,18)
Connected (8,6,18) -> (8,6,19)
Ignored (8,6,17) because a block exists there.
====================
8,6,19 (8,6,19)
Connected (8,6,19) -> (9,6,19)
Connected (8,6,19) -> (7,6,19)
Connected (8,6,19) -> (8,7,19)
Connected (8,6,19) -> (8,5,19)
Connected (8,6,19) -> (8,6,20)
Connected (8,6,19) -> (8,6,18)
====================
8,6,20 (8,6,20)
Connected (8,6,20) -> (9,6,20)
Connected (8,6,20) -> (7,6,20)
Connected (8,6,20) -> (8,7,20)
Connected (8,6,20) -> (8,5,20)
Ignored (8,6,21) because it's out of bounds.
Connected (8,6,20) -> (8,6,19)
====================
8,7,-1 (8,7,-1)
Connected (8,7,-1) -> (9,7,-1)
Connected (8,7,-1) -> (7,7,-1)
Connected (8,7,-1) -> (8,8,-1)
Connected (8,7,-1) -> (8,6,-1)
Connected (8,7,-1) -> (8,7,0)
Ignored (8,7,-2) because it's out of bounds.
====================
8,7,0 (8,7,0)
Connected (8,7,0) -> (9,7,0)
Connected (8,7,0) -> (7,7,0)
Connected (8,7,0) -> (8,8,0)
Connected (8,7,0) -> (8,6,0)
Connected (8,7,0) -> (8,7,1)
Connected (8,7,0) -> (8,7,-1)
====================
8,7,1 (8,7,1)
Connected (8,7,1) -> (9,7,1)
Connected (8,7,1) -> (7,7,1)
Connected (8,7,1) -> (8,8,1)
Ignored (8,6,1) because a block exists there.
Ignored (8,7,2) because a block exists there.
Connected (8,7,1) -> (8,7,0)
====================
8,7,4 (8,7,4)
Ignored (9,7,4) because a block exists there.
Ignored (7,7,4) because a block exists there.
Ignored (8,8,4) because a block exists there.
Ignored (8,6,4) because a block exists there.
Connected (8,7,4) -> (8,7,5)
Ignored (8,7,3) because a block exists there.
====================
8,7,5 (8,7,5)
Connected (8,7,5) -> (9,7,5)
Connected (8,7,5) -> (7,7,5)
Connected (8,7,5) -> (8,8,5)
Connected (8,7,5) -> (8,6,5)
Connected (8,7,5) -> (8,7,6)
Connected (8,7,5) -> (8,7,4)
====================
8,7,6 (8,7,6)
Connected (8,7,6) -> (9,7,6)
Connected (8,7,6) -> (7,7,6)
Connected (8,7,6) -> (8,8,6)
Connected (8,7,6) -> (8,6,6)
Connected (8,7,6) -> (8,7,7)
Connected (8,7,6) -> (8,7,5)
====================
8,7,7 (8,7,7)
Connected (8,7,7) -> (9,7,7)
Connected (8,7,7) -> (7,7,7)
Connected (8,7,7) -> (8,8,7)
Connected (8,7,7) -> (8,6,7)
Connected (8,7,7) -> (8,7,8)
Connected (8,7,7) -> (8,7,6)
====================
8,7,8 (8,7,8)
Connected (8,7,8) -> (9,7,8)
Connected (8,7,8) -> (7,7,8)
Connected (8,7,8) -> (8,8,8)
Connected (8,7,8) -> (8,6,8)
Connected (8,7,8) -> (8,7,9)
Connected (8,7,8) -> (8,7,7)
====================
8,7,9 (8,7,9)
Connected (8,7,9) -> (9,7,9)
Connected (8,7,9) -> (7,7,9)
Connected (8,7,9) -> (8,8,9)
Connected (8,7,9) -> (8,6,9)
Connected (8,7,9) -> (8,7,10)
Connected (8,7,9) -> (8,7,8)
====================
8,7,10 (8,7,10)
Connected (8,7,10) -> (9,7,10)
Connected (8,7,10) -> (7,7,10)
Connected (8,7,10) -> (8,8,10)
Connected (8,7,10) -> (8,6,10)
Connected (8,7,10) -> (8,7,11)
Connected (8,7,10) -> (8,7,9)
====================
8,7,11 (8,7,11)
Connected (8,7,11) -> (9,7,11)
Connected (8,7,11) -> (7,7,11)
Connected (8,7,11) -> (8,8,11)
Connected (8,7,11) -> (8,6,11)
Connected (8,7,11) -> (8,7,12)
Connected (8,7,11) -> (8,7,10)
====================
8,7,12 (8,7,12)
Connected (8,7,12) -> (9,7,12)
Connected (8,7,12) -> (7,7,12)
Connected (8,7,12) -> (8,8,12)
Connected (8,7,12) -> (8,6,12)
Connected (8,7,12) -> (8,7,13)
Connected (8,7,12) -> (8,7,11)
====================
8,7,13 (8,7,13)
Ignored (9,7,13) because a block exists there.
Connected (8,7,13) -> (7,7,13)
Connected (8,7,13) -> (8,8,13)
Connected (8,7,13) -> (8,6,13)
Connected (8,7,13) -> (8,7,14)
Connected (8,7,13) -> (8,7,12)
====================
8,7,14 (8,7,14)
Connected (8,7,14) -> (9,7,14)
Connected (8,7,14) -> (7,7,14)
Connected (8,7,14) -> (8,8,14)
Connected (8,7,14) -> (8,6,14)
Connected (8,7,14) -> (8,7,15)
Connected (8,7,14) -> (8,7,13)
====================
8,7,15 (8,7,15)
Connected (8,7,15) -> (9,7,15)
Ignored (7,7,15) because a block exists there.
Ignored (8,8,15) because a block exists there.
Connected (8,7,15) -> (8,6,15)
Ignored (8,7,16) because a block exists there.
Connected (8,7,15) -> (8,7,14)
====================
8,7,19 (8,7,19)
Connected (8,7,19) -> (9,7,19)
Connected (8,7,19) -> (7,7,19)
Connected (8,7,19) -> (8,8,19)
Connected (8,7,19) -> (8,6,19)
Connected (8,7,19) -> (8,7,20)
Ignored (8,7,18) because a block exists there.
====================
8,7,20 (8,7,20)
Connected (8,7,20) -> (9,7,20)
Connected (8,7,20) -> (7,7,20)
Connected (8,7,20) -> (8,8,20)
Connected (8,7,20) -> (8,6,20)
Ignored (8,7,21) because it's out of bounds.
Connected (8,7,20) -> (8,7,19)
====================
8,8,-1 (8,8,-1)
Connected (8,8,-1) -> (9,8,-1)
Connected (8,8,-1) -> (7,8,-1)
Connected (8,8,-1) -> (8,9,-1)
Connected (8,8,-1) -> (8,7,-1)
Connected (8,8,-1) -> (8,8,0)
Ignored (8,8,-2) because it's out of bounds.
====================
8,8,0 (8,8,0)
Connected (8,8,0) -> (9,8,0)
Connected (8,8,0) -> (7,8,0)
Connected (8,8,0) -> (8,9,0)
Connected (8,8,0) -> (8,7,0)
Connected (8,8,0) -> (8,8,1)
Connected (8,8,0) -> (8,8,-1)
====================
8,8,1 (8,8,1)
Ignored (9,8,1) because a block exists there.
Ignored (7,8,1) because a block exists there.
Ignored (8,9,1) because a block exists there.
Connected (8,8,1) -> (8,7,1)
Ignored (8,8,2) because a block exists there.
Connected (8,8,1) -> (8,8,0)
====================
8,8,5 (8,8,5)
Connected (8,8,5) -> (9,8,5)
Connected (8,8,5) -> (7,8,5)
Connected (8,8,5) -> (8,9,5)
Connected (8,8,5) -> (8,7,5)
Connected (8,8,5) -> (8,8,6)
Ignored (8,8,4) because a block exists there.
====================
8,8,6 (8,8,6)
Connected (8,8,6) -> (9,8,6)
Connected (8,8,6) -> (7,8,6)
Connected (8,8,6) -> (8,9,6)
Connected (8,8,6) -> (8,7,6)
Connected (8,8,6) -> (8,8,7)
Connected (8,8,6) -> (8,8,5)
====================
8,8,7 (8,8,7)
Connected (8,8,7) -> (9,8,7)
Connected (8,8,7) -> (7,8,7)
Connected (8,8,7) -> (8,9,7)
Connected (8,8,7) -> (8,7,7)
Connected (8,8,7) -> (8,8,8)
Connected (8,8,7) -> (8,8,6)
====================
8,8,8 (8,8,8)
Connected (8,8,8) -> (9,8,8)
Connected (8,8,8) -> (7,8,8)
Connected (8,8,8) -> (8,9,8)
Connected (8,8,8) -> (8,7,8)
Connected (8,8,8) -> (8,8,9)
Connected (8,8,8) -> (8,8,7)
====================
8,8,9 (8,8,9)
Connected (8,8,9) -> (9,8,9)
Connected (8,8,9) -> (7,8,9)
Connected (8,8,9) -> (8,9,9)
Connected (8,8,9) -> (8,7,9)
Connected (8,8,9) -> (8,8,10)
Connected (8,8,9) -> (8,8,8)
====================
8,8,10 (8,8,10)
Connected (8,8,10) -> (9,8,10)
Connected (8,8,10) -> (7,8,10)
Connected (8,8,10) -> (8,9,10)
Connected (8,8,10) -> (8,7,10)
Connected (8,8,10) -> (8,8,11)
Connected (8,8,10) -> (8,8,9)
====================
8,8,11 (8,8,11)
Connected (8,8,11) -> (9,8,11)
Connected (8,8,11) -> (7,8,11)
Connected (8,8,11) -> (8,9,11)
Connected (8,8,11) -> (8,7,11)
Connected (8,8,11) -> (8,8,12)
Connected (8,8,11) -> (8,8,10)
====================
8,8,12 (8,8,12)
Connected (8,8,12) -> (9,8,12)
Connected (8,8,12) -> (7,8,12)
Connected (8,8,12) -> (8,9,12)
Connected (8,8,12) -> (8,7,12)
Connected (8,8,12) -> (8,8,13)
Connected (8,8,12) -> (8,8,11)
====================
8,8,13 (8,8,13)
Connected (8,8,13) -> (9,8,13)
Connected (8,8,13) -> (7,8,13)
Connected (8,8,13) -> (8,9,13)
Connected (8,8,13) -> (8,7,13)
Connected (8,8,13) -> (8,8,14)
Connected (8,8,13) -> (8,8,12)
====================
8,8,14 (8,8,14)
Connected (8,8,14) -> (9,8,14)
Connected (8,8,14) -> (7,8,14)
Connected (8,8,14) -> (8,9,14)
Connected (8,8,14) -> (8,7,14)
Ignored (8,8,15) because a block exists there.
Connected (8,8,14) -> (8,8,13)
====================
8,8,19 (8,8,19)
Connected (8,8,19) -> (9,8,19)
Connected (8,8,19) -> (7,8,19)
Connected (8,8,19) -> (8,9,19)
Connected (8,8,19) -> (8,7,19)
Connected (8,8,19) -> (8,8,20)
Ignored (8,8,18) because a block exists there.
====================
8,8,20 (8,8,20)
Connected (8,8,20) -> (9,8,20)
Connected (8,8,20) -> (7,8,20)
Connected (8,8,20) -> (8,9,20)
Connected (8,8,20) -> (8,7,20)
Ignored (8,8,21) because it's out of bounds.
Connected (8,8,20) -> (8,8,19)
====================
8,9,-1 (8,9,-1)
Connected (8,9,-1) -> (9,9,-1)
Connected (8,9,-1) -> (7,9,-1)
Connected (8,9,-1) -> (8,10,-1)
Connected (8,9,-1) -> (8,8,-1)
Connected (8,9,-1) -> (8,9,0)
Ignored (8,9,-2) because it's out of bounds.
====================
8,9,0 (8,9,0)
Connected (8,9,0) -> (9,9,0)
Connected (8,9,0) -> (7,9,0)
Connected (8,9,0) -> (8,10,0)
Connected (8,9,0) -> (8,8,0)
Ignored (8,9,1) because a block exists there.
Connected (8,9,0) -> (8,9,-1)
====================
8,9,5 (8,9,5)
Connected (8,9,5) -> (9,9,5)
Connected (8,9,5) -> (7,9,5)
Connected (8,9,5) -> (8,10,5)
Connected (8,9,5) -> (8,8,5)
Connected (8,9,5) -> (8,9,6)
Ignored (8,9,4) because a block exists there.
====================
8,9,6 (8,9,6)
Connected (8,9,6) -> (9,9,6)
Connected (8,9,6) -> (7,9,6)
Connected (8,9,6) -> (8,10,6)
Connected (8,9,6) -> (8,8,6)
Connected (8,9,6) -> (8,9,7)
Connected (8,9,6) -> (8,9,5)
====================
8,9,7 (8,9,7)
Connected (8,9,7) -> (9,9,7)
Connected (8,9,7) -> (7,9,7)
Connected (8,9,7) -> (8,10,7)
Connected (8,9,7) -> (8,8,7)
Connected (8,9,7) -> (8,9,8)
Connected (8,9,7) -> (8,9,6)
====================
8,9,8 (8,9,8)
Connected (8,9,8) -> (9,9,8)
Connected (8,9,8) -> (7,9,8)
Connected (8,9,8) -> (8,10,8)
Connected (8,9,8) -> (8,8,8)
Connected (8,9,8) -> (8,9,9)
Connected (8,9,8) -> (8,9,7)
====================
8,9,9 (8,9,9)
Connected (8,9,9) -> (9,9,9)
Connected (8,9,9) -> (7,9,9)
Connected (8,9,9) -> (8,10,9)
Connected (8,9,9) -> (8,8,9)
Connected (8,9,9) -> (8,9,10)
Connected (8,9,9) -> (8,9,8)
====================
8,9,10 (8,9,10)
Connected (8,9,10) -> (9,9,10)
Connected (8,9,10) -> (7,9,10)
Connected (8,9,10) -> (8,10,10)
Connected (8,9,10) -> (8,8,10)
Connected (8,9,10) -> (8,9,11)
Connected (8,9,10) -> (8,9,9)
====================
8,9,11 (8,9,11)
Connected (8,9,11) -> (9,9,11)
Connected (8,9,11) -> (7,9,11)
Connected (8,9,11) -> (8,10,11)
Connected (8,9,11) -> (8,8,11)
Connected (8,9,11) -> (8,9,12)
Connected (8,9,11) -> (8,9,10)
====================
8,9,12 (8,9,12)
Connected (8,9,12) -> (9,9,12)
Connected (8,9,12) -> (7,9,12)
Connected (8,9,12) -> (8,10,12)
Connected (8,9,12) -> (8,8,12)
Connected (8,9,12) -> (8,9,13)
Connected (8,9,12) -> (8,9,11)
====================
8,9,13 (8,9,13)
Connected (8,9,13) -> (9,9,13)
Connected (8,9,13) -> (7,9,13)
Connected (8,9,13) -> (8,10,13)
Connected (8,9,13) -> (8,8,13)
Connected (8,9,13) -> (8,9,14)
Connected (8,9,13) -> (8,9,12)
====================
8,9,14 (8,9,14)
Connected (8,9,14) -> (9,9,14)
Connected (8,9,14) -> (7,9,14)
Connected (8,9,14) -> (8,10,14)
Connected (8,9,14) -> (8,8,14)
Connected (8,9,14) -> (8,9,15)
Connected (8,9,14) -> (8,9,13)
====================
8,9,15 (8,9,15)
Connected (8,9,15) -> (9,9,15)
Ignored (7,9,15) because a block exists there.
Connected (8,9,15) -> (8,10,15)
Ignored (8,8,15) because a block exists there.
Ignored (8,9,16) because a block exists there.
Connected (8,9,15) -> (8,9,14)
====================
8,9,19 (8,9,19)
Ignored (9,9,19) because a block exists there.
Connected (8,9,19) -> (7,9,19)
Connected (8,9,19) -> (8,10,19)
Connected (8,9,19) -> (8,8,19)
Connected (8,9,19) -> (8,9,20)
Ignored (8,9,18) because a block exists there.
====================
8,9,20 (8,9,20)
Connected (8,9,20) -> (9,9,20)
Connected (8,9,20) -> (7,9,20)
Connected (8,9,20) -> (8,10,20)
Connected (8,9,20) -> (8,8,20)
Ignored (8,9,21) because it's out of bounds.
Connected (8,9,20) -> (8,9,19)
====================
8,10,-1 (8,10,-1)
Connected (8,10,-1) -> (9,10,-1)
Connected (8,10,-1) -> (7,10,-1)
Connected (8,10,-1) -> (8,11,-1)
Connected (8,10,-1) -> (8,9,-1)
Connected (8,10,-1) -> (8,10,0)
Ignored (8,10,-2) because it's out of bounds.
====================
8,10,0 (8,10,0)
Connected (8,10,0) -> (9,10,0)
Connected (8,10,0) -> (7,10,0)
Connected (8,10,0) -> (8,11,0)
Connected (8,10,0) -> (8,9,0)
Ignored (8,10,1) because a block exists there.
Connected (8,10,0) -> (8,10,-1)
====================
8,10,3 (8,10,3)
Connected (8,10,3) -> (9,10,3)
Ignored (7,10,3) because a block exists there.
Ignored (8,11,3) because a block exists there.
Ignored (8,9,3) because a block exists there.
Connected (8,10,3) -> (8,10,4)
Ignored (8,10,2) because a block exists there.
====================
8,10,4 (8,10,4)
Connected (8,10,4) -> (9,10,4)
Connected (8,10,4) -> (7,10,4)
Ignored (8,11,4) because a block exists there.
Ignored (8,9,4) because a block exists there.
Connected (8,10,4) -> (8,10,5)
Connected (8,10,4) -> (8,10,3)
====================
8,10,5 (8,10,5)
Connected (8,10,5) -> (9,10,5)
Connected (8,10,5) -> (7,10,5)
Connected (8,10,5) -> (8,11,5)
Connected (8,10,5) -> (8,9,5)
Connected (8,10,5) -> (8,10,6)
Connected (8,10,5) -> (8,10,4)
====================
8,10,6 (8,10,6)
Connected (8,10,6) -> (9,10,6)
Connected (8,10,6) -> (7,10,6)
Connected (8,10,6) -> (8,11,6)
Connected (8,10,6) -> (8,9,6)
Connected (8,10,6) -> (8,10,7)
Connected (8,10,6) -> (8,10,5)
====================
8,10,7 (8,10,7)
Connected (8,10,7) -> (9,10,7)
Connected (8,10,7) -> (7,10,7)
Connected (8,10,7) -> (8,11,7)
Connected (8,10,7) -> (8,9,7)
Connected (8,10,7) -> (8,10,8)
Connected (8,10,7) -> (8,10,6)
====================
8,10,8 (8,10,8)
Connected (8,10,8) -> (9,10,8)
Connected (8,10,8) -> (7,10,8)
Connected (8,10,8) -> (8,11,8)
Connected (8,10,8) -> (8,9,8)
Connected (8,10,8) -> (8,10,9)
Connected (8,10,8) -> (8,10,7)
====================
8,10,9 (8,10,9)
Connected (8,10,9) -> (9,10,9)
Connected (8,10,9) -> (7,10,9)
Connected (8,10,9) -> (8,11,9)
Connected (8,10,9) -> (8,9,9)
Connected (8,10,9) -> (8,10,10)
Connected (8,10,9) -> (8,10,8)
====================
8,10,10 (8,10,10)
Connected (8,10,10) -> (9,10,10)
Connected (8,10,10) -> (7,10,10)
Connected (8,10,10) -> (8,11,10)
Connected (8,10,10) -> (8,9,10)
Connected (8,10,10) -> (8,10,11)
Connected (8,10,10) -> (8,10,9)
====================
8,10,11 (8,10,11)
Connected (8,10,11) -> (9,10,11)
Connected (8,10,11) -> (7,10,11)
Connected (8,10,11) -> (8,11,11)
Connected (8,10,11) -> (8,9,11)
Connected (8,10,11) -> (8,10,12)
Connected (8,10,11) -> (8,10,10)
====================
8,10,12 (8,10,12)
Connected (8,10,12) -> (9,10,12)
Connected (8,10,12) -> (7,10,12)
Connected (8,10,12) -> (8,11,12)
Connected (8,10,12) -> (8,9,12)
Connected (8,10,12) -> (8,10,13)
Connected (8,10,12) -> (8,10,11)
====================
8,10,13 (8,10,13)
Connected (8,10,13) -> (9,10,13)
Connected (8,10,13) -> (7,10,13)
Connected (8,10,13) -> (8,11,13)
Connected (8,10,13) -> (8,9,13)
Connected (8,10,13) -> (8,10,14)
Connected (8,10,13) -> (8,10,12)
====================
8,10,14 (8,10,14)
Connected (8,10,14) -> (9,10,14)
Connected (8,10,14) -> (7,10,14)
Connected (8,10,14) -> (8,11,14)
Connected (8,10,14) -> (8,9,14)
Connected (8,10,14) -> (8,10,15)
Connected (8,10,14) -> (8,10,13)
====================
8,10,15 (8,10,15)
Connected (8,10,15) -> (9,10,15)
Connected (8,10,15) -> (7,10,15)
Ignored (8,11,15) because a block exists there.
Connected (8,10,15) -> (8,9,15)
Ignored (8,10,16) because a block exists there.
Connected (8,10,15) -> (8,10,14)
====================
8,10,19 (8,10,19)
Connected (8,10,19) -> (9,10,19)
Ignored (7,10,19) because a block exists there.
Connected (8,10,19) -> (8,11,19)
Connected (8,10,19) -> (8,9,19)
Connected (8,10,19) -> (8,10,20)
Ignored (8,10,18) because a block exists there.
====================
8,10,20 (8,10,20)
Connected (8,10,20) -> (9,10,20)
Connected (8,10,20) -> (7,10,20)
Connected (8,10,20) -> (8,11,20)
Connected (8,10,20) -> (8,9,20)
Ignored (8,10,21) because it's out of bounds.
Connected (8,10,20) -> (8,10,19)
====================
8,11,-1 (8,11,-1)
Connected (8,11,-1) -> (9,11,-1)
Connected (8,11,-1) -> (7,11,-1)
Connected (8,11,-1) -> (8,12,-1)
Connected (8,11,-1) -> (8,10,-1)
Connected (8,11,-1) -> (8,11,0)
Ignored (8,11,-2) because it's out of bounds.
====================
8,11,0 (8,11,0)
Ignored (9,11,0) because a block exists there.
Connected (8,11,0) -> (7,11,0)
Connected (8,11,0) -> (8,12,0)
Connected (8,11,0) -> (8,10,0)
Ignored (8,11,1) because a block exists there.
Connected (8,11,0) -> (8,11,-1)
====================
8,11,5 (8,11,5)
Connected (8,11,5) -> (9,11,5)
Connected (8,11,5) -> (7,11,5)
Connected (8,11,5) -> (8,12,5)
Connected (8,11,5) -> (8,10,5)
Connected (8,11,5) -> (8,11,6)
Ignored (8,11,4) because a block exists there.
====================
8,11,6 (8,11,6)
Connected (8,11,6) -> (9,11,6)
Connected (8,11,6) -> (7,11,6)
Connected (8,11,6) -> (8,12,6)
Connected (8,11,6) -> (8,10,6)
Connected (8,11,6) -> (8,11,7)
Connected (8,11,6) -> (8,11,5)
====================
8,11,7 (8,11,7)
Connected (8,11,7) -> (9,11,7)
Connected (8,11,7) -> (7,11,7)
Connected (8,11,7) -> (8,12,7)
Connected (8,11,7) -> (8,10,7)
Connected (8,11,7) -> (8,11,8)
Connected (8,11,7) -> (8,11,6)
====================
8,11,8 (8,11,8)
Connected (8,11,8) -> (9,11,8)
Connected (8,11,8) -> (7,11,8)
Connected (8,11,8) -> (8,12,8)
Connected (8,11,8) -> (8,10,8)
Connected (8,11,8) -> (8,11,9)
Connected (8,11,8) -> (8,11,7)
====================
8,11,9 (8,11,9)
Connected (8,11,9) -> (9,11,9)
Connected (8,11,9) -> (7,11,9)
Connected (8,11,9) -> (8,12,9)
Connected (8,11,9) -> (8,10,9)
Connected (8,11,9) -> (8,11,10)
Connected (8,11,9) -> (8,11,8)
====================
8,11,10 (8,11,10)
Connected (8,11,10) -> (9,11,10)
Connected (8,11,10) -> (7,11,10)
Connected (8,11,10) -> (8,12,10)
Connected (8,11,10) -> (8,10,10)
Connected (8,11,10) -> (8,11,11)
Connected (8,11,10) -> (8,11,9)
====================
8,11,11 (8,11,11)
Connected (8,11,11) -> (9,11,11)
Connected (8,11,11) -> (7,11,11)
Connected (8,11,11) -> (8,12,11)
Connected (8,11,11) -> (8,10,11)
Connected (8,11,11) -> (8,11,12)
Connected (8,11,11) -> (8,11,10)
====================
8,11,12 (8,11,12)
Connected (8,11,12) -> (9,11,12)
Connected (8,11,12) -> (7,11,12)
Connected (8,11,12) -> (8,12,12)
Connected (8,11,12) -> (8,10,12)
Connected (8,11,12) -> (8,11,13)
Connected (8,11,12) -> (8,11,11)
====================
8,11,13 (8,11,13)
Connected (8,11,13) -> (9,11,13)
Connected (8,11,13) -> (7,11,13)
Connected (8,11,13) -> (8,12,13)
Connected (8,11,13) -> (8,10,13)
Connected (8,11,13) -> (8,11,14)
Connected (8,11,13) -> (8,11,12)
====================
8,11,14 (8,11,14)
Connected (8,11,14) -> (9,11,14)
Connected (8,11,14) -> (7,11,14)
Connected (8,11,14) -> (8,12,14)
Connected (8,11,14) -> (8,10,14)
Ignored (8,11,15) because a block exists there.
Connected (8,11,14) -> (8,11,13)
====================
8,11,16 (8,11,16)
Ignored (9,11,16) because a block exists there.
Ignored (7,11,16) because a block exists there.
Ignored (8,12,16) because a block exists there.
Ignored (8,10,16) because a block exists there.
Ignored (8,11,17) because a block exists there.
Ignored (8,11,15) because a block exists there.
====================
8,11,19 (8,11,19)
Connected (8,11,19) -> (9,11,19)
Connected (8,11,19) -> (7,11,19)
Connected (8,11,19) -> (8,12,19)
Connected (8,11,19) -> (8,10,19)
Connected (8,11,19) -> (8,11,20)
Ignored (8,11,18) because a block exists there.
====================
8,11,20 (8,11,20)
Connected (8,11,20) -> (9,11,20)
Connected (8,11,20) -> (7,11,20)
Connected (8,11,20) -> (8,12,20)
Connected (8,11,20) -> (8,10,20)
Ignored (8,11,21) because it's out of bounds.
Connected (8,11,20) -> (8,11,19)
====================
8,12,-1 (8,12,-1)
Connected (8,12,-1) -> (9,12,-1)
Connected (8,12,-1) -> (7,12,-1)
Connected (8,12,-1) -> (8,13,-1)
Connected (8,12,-1) -> (8,11,-1)
Connected (8,12,-1) -> (8,12,0)
Ignored (8,12,-2) because it's out of bounds.
====================
8,12,0 (8,12,0)
Connected (8,12,0) -> (9,12,0)
Connected (8,12,0) -> (7,12,0)
Connected (8,12,0) -> (8,13,0)
Connected (8,12,0) -> (8,11,0)
Connected (8,12,0) -> (8,12,1)
Connected (8,12,0) -> (8,12,-1)
====================
8,12,1 (8,12,1)
Ignored (9,12,1) because a block exists there.
Connected (8,12,1) -> (7,12,1)
Ignored (8,13,1) because a block exists there.
Ignored (8,11,1) because a block exists there.
Ignored (8,12,2) because a block exists there.
Connected (8,12,1) -> (8,12,0)
====================
8,12,3 (8,12,3)
Connected (8,12,3) -> (9,12,3)
Ignored (7,12,3) because a block exists there.
Ignored (8,13,3) because a block exists there.
Ignored (8,11,3) because a block exists there.
Connected (8,12,3) -> (8,12,4)
Ignored (8,12,2) because a block exists there.
====================
8,12,4 (8,12,4)
Ignored (9,12,4) because a block exists there.
Connected (8,12,4) -> (7,12,4)
Ignored (8,13,4) because a block exists there.
Ignored (8,11,4) because a block exists there.
Connected (8,12,4) -> (8,12,5)
Connected (8,12,4) -> (8,12,3)
====================
8,12,5 (8,12,5)
Ignored (9,12,5) because a block exists there.
Connected (8,12,5) -> (7,12,5)
Connected (8,12,5) -> (8,13,5)
Connected (8,12,5) -> (8,11,5)
Connected (8,12,5) -> (8,12,6)
Connected (8,12,5) -> (8,12,4)
====================
8,12,6 (8,12,6)
Connected (8,12,6) -> (9,12,6)
Connected (8,12,6) -> (7,12,6)
Connected (8,12,6) -> (8,13,6)
Connected (8,12,6) -> (8,11,6)
Connected (8,12,6) -> (8,12,7)
Connected (8,12,6) -> (8,12,5)
====================
8,12,7 (8,12,7)
Connected (8,12,7) -> (9,12,7)
Connected (8,12,7) -> (7,12,7)
Connected (8,12,7) -> (8,13,7)
Connected (8,12,7) -> (8,11,7)
Connected (8,12,7) -> (8,12,8)
Connected (8,12,7) -> (8,12,6)
====================
8,12,8 (8,12,8)
Connected (8,12,8) -> (9,12,8)
Connected (8,12,8) -> (7,12,8)
Connected (8,12,8) -> (8,13,8)
Connected (8,12,8) -> (8,11,8)
Connected (8,12,8) -> (8,12,9)
Connected (8,12,8) -> (8,12,7)
====================
8,12,9 (8,12,9)
Connected (8,12,9) -> (9,12,9)
Connected (8,12,9) -> (7,12,9)
Connected (8,12,9) -> (8,13,9)
Connected (8,12,9) -> (8,11,9)
Connected (8,12,9) -> (8,12,10)
Connected (8,12,9) -> (8,12,8)
====================
8,12,10 (8,12,10)
Connected (8,12,10) -> (9,12,10)
Connected (8,12,10) -> (7,12,10)
Connected (8,12,10) -> (8,13,10)
Connected (8,12,10) -> (8,11,10)
Connected (8,12,10) -> (8,12,11)
Connected (8,12,10) -> (8,12,9)
====================
8,12,11 (8,12,11)
Connected (8,12,11) -> (9,12,11)
Connected (8,12,11) -> (7,12,11)
Connected (8,12,11) -> (8,13,11)
Connected (8,12,11) -> (8,11,11)
Connected (8,12,11) -> (8,12,12)
Connected (8,12,11) -> (8,12,10)
====================
8,12,12 (8,12,12)
Connected (8,12,12) -> (9,12,12)
Connected (8,12,12) -> (7,12,12)
Connected (8,12,12) -> (8,13,12)
Connected (8,12,12) -> (8,11,12)
Connected (8,12,12) -> (8,12,13)
Connected (8,12,12) -> (8,12,11)
====================
8,12,13 (8,12,13)
Connected (8,12,13) -> (9,12,13)
Connected (8,12,13) -> (7,12,13)
Ignored (8,13,13) because a block exists there.
Connected (8,12,13) -> (8,11,13)
Connected (8,12,13) -> (8,12,14)
Connected (8,12,13) -> (8,12,12)
====================
8,12,14 (8,12,14)
Ignored (9,12,14) because a block exists there.
Ignored (7,12,14) because a block exists there.
Connected (8,12,14) -> (8,13,14)
Connected (8,12,14) -> (8,11,14)
Ignored (8,12,15) because a block exists there.
Connected (8,12,14) -> (8,12,13)
====================
8,12,19 (8,12,19)
Connected (8,12,19) -> (9,12,19)
Connected (8,12,19) -> (7,12,19)
Connected (8,12,19) -> (8,13,19)
Connected (8,12,19) -> (8,11,19)
Connected (8,12,19) -> (8,12,20)
Ignored (8,12,18) because a block exists there.
====================
8,12,20 (8,12,20)
Connected (8,12,20) -> (9,12,20)
Connected (8,12,20) -> (7,12,20)
Connected (8,12,20) -> (8,13,20)
Connected (8,12,20) -> (8,11,20)
Ignored (8,12,21) because it's out of bounds.
Connected (8,12,20) -> (8,12,19)
====================
8,13,-1 (8,13,-1)
Connected (8,13,-1) -> (9,13,-1)
Connected (8,13,-1) -> (7,13,-1)
Connected (8,13,-1) -> (8,14,-1)
Connected (8,13,-1) -> (8,12,-1)
Connected (8,13,-1) -> (8,13,0)
Ignored (8,13,-2) because it's out of bounds.
====================
8,13,0 (8,13,0)
Connected (8,13,0) -> (9,13,0)
Connected (8,13,0) -> (7,13,0)
Connected (8,13,0) -> (8,14,0)
Connected (8,13,0) -> (8,12,0)
Ignored (8,13,1) because a block exists there.
Connected (8,13,0) -> (8,13,-1)
====================
8,13,5 (8,13,5)
Connected (8,13,5) -> (9,13,5)
Connected (8,13,5) -> (7,13,5)
Connected (8,13,5) -> (8,14,5)
Connected (8,13,5) -> (8,12,5)
Connected (8,13,5) -> (8,13,6)
Ignored (8,13,4) because a block exists there.
====================
8,13,6 (8,13,6)
Connected (8,13,6) -> (9,13,6)
Connected (8,13,6) -> (7,13,6)
Connected (8,13,6) -> (8,14,6)
Connected (8,13,6) -> (8,12,6)
Connected (8,13,6) -> (8,13,7)
Connected (8,13,6) -> (8,13,5)
====================
8,13,7 (8,13,7)
Connected (8,13,7) -> (9,13,7)
Connected (8,13,7) -> (7,13,7)
Connected (8,13,7) -> (8,14,7)
Connected (8,13,7) -> (8,12,7)
Connected (8,13,7) -> (8,13,8)
Connected (8,13,7) -> (8,13,6)
====================
8,13,8 (8,13,8)
Connected (8,13,8) -> (9,13,8)
Connected (8,13,8) -> (7,13,8)
Connected (8,13,8) -> (8,14,8)
Connected (8,13,8) -> (8,12,8)
Connected (8,13,8) -> (8,13,9)
Connected (8,13,8) -> (8,13,7)
====================
8,13,9 (8,13,9)
Connected (8,13,9) -> (9,13,9)
Connected (8,13,9) -> (7,13,9)
Connected (8,13,9) -> (8,14,9)
Connected (8,13,9) -> (8,12,9)
Connected (8,13,9) -> (8,13,10)
Connected (8,13,9) -> (8,13,8)
====================
8,13,10 (8,13,10)
Connected (8,13,10) -> (9,13,10)
Connected (8,13,10) -> (7,13,10)
Connected (8,13,10) -> (8,14,10)
Connected (8,13,10) -> (8,12,10)
Connected (8,13,10) -> (8,13,11)
Connected (8,13,10) -> (8,13,9)
====================
8,13,11 (8,13,11)
Connected (8,13,11) -> (9,13,11)
Connected (8,13,11) -> (7,13,11)
Connected (8,13,11) -> (8,14,11)
Connected (8,13,11) -> (8,12,11)
Connected (8,13,11) -> (8,13,12)
Connected (8,13,11) -> (8,13,10)
====================
8,13,12 (8,13,12)
Connected (8,13,12) -> (9,13,12)
Connected (8,13,12) -> (7,13,12)
Connected (8,13,12) -> (8,14,12)
Connected (8,13,12) -> (8,12,12)
Ignored (8,13,13) because a block exists there.
Connected (8,13,12) -> (8,13,11)
====================
8,13,14 (8,13,14)
Connected (8,13,14) -> (9,13,14)
Connected (8,13,14) -> (7,13,14)
Connected (8,13,14) -> (8,14,14)
Connected (8,13,14) -> (8,12,14)
Ignored (8,13,15) because a block exists there.
Ignored (8,13,13) because a block exists there.
====================
8,13,18 (8,13,18)
Connected (8,13,18) -> (9,13,18)
Ignored (7,13,18) because a block exists there.
Connected (8,13,18) -> (8,14,18)
Ignored (8,12,18) because a block exists there.
Connected (8,13,18) -> (8,13,19)
Ignored (8,13,17) because a block exists there.
====================
8,13,19 (8,13,19)
Connected (8,13,19) -> (9,13,19)
Connected (8,13,19) -> (7,13,19)
Connected (8,13,19) -> (8,14,19)
Connected (8,13,19) -> (8,12,19)
Connected (8,13,19) -> (8,13,20)
Connected (8,13,19) -> (8,13,18)
====================
8,13,20 (8,13,20)
Connected (8,13,20) -> (9,13,20)
Connected (8,13,20) -> (7,13,20)
Connected (8,13,20) -> (8,14,20)
Connected (8,13,20) -> (8,12,20)
Ignored (8,13,21) because it's out of bounds.
Connected (8,13,20) -> (8,13,19)
====================
8,14,-1 (8,14,-1)
Connected (8,14,-1) -> (9,14,-1)
Connected (8,14,-1) -> (7,14,-1)
Connected (8,14,-1) -> (8,15,-1)
Connected (8,14,-1) -> (8,13,-1)
Connected (8,14,-1) -> (8,14,0)
Ignored (8,14,-2) because it's out of bounds.
====================
8,14,0 (8,14,0)
Connected (8,14,0) -> (9,14,0)
Connected (8,14,0) -> (7,14,0)
Connected (8,14,0) -> (8,15,0)
Connected (8,14,0) -> (8,13,0)
Connected (8,14,0) -> (8,14,1)
Connected (8,14,0) -> (8,14,-1)
====================
8,14,1 (8,14,1)
Connected (8,14,1) -> (9,14,1)
Connected (8,14,1) -> (7,14,1)
Connected (8,14,1) -> (8,15,1)
Ignored (8,13,1) because a block exists there.
Connected (8,14,1) -> (8,14,2)
Connected (8,14,1) -> (8,14,0)
====================
8,14,2 (8,14,2)
Ignored (9,14,2) because a block exists there.
Connected (8,14,2) -> (7,14,2)
Ignored (8,15,2) because a block exists there.
Ignored (8,13,2) because a block exists there.
Ignored (8,14,3) because a block exists there.
Connected (8,14,2) -> (8,14,1)
====================
8,14,5 (8,14,5)
Ignored (9,14,5) because a block exists there.
Connected (8,14,5) -> (7,14,5)
Ignored (8,15,5) because a block exists there.
Connected (8,14,5) -> (8,13,5)
Connected (8,14,5) -> (8,14,6)
Ignored (8,14,4) because a block exists there.
====================
8,14,6 (8,14,6)
Connected (8,14,6) -> (9,14,6)
Ignored (7,14,6) because a block exists there.
Ignored (8,15,6) because a block exists there.
Connected (8,14,6) -> (8,13,6)
Connected (8,14,6) -> (8,14,7)
Connected (8,14,6) -> (8,14,5)
====================
8,14,7 (8,14,7)
Connected (8,14,7) -> (9,14,7)
Ignored (7,14,7) because a block exists there.
Connected (8,14,7) -> (8,15,7)
Connected (8,14,7) -> (8,13,7)
Connected (8,14,7) -> (8,14,8)
Connected (8,14,7) -> (8,14,6)
====================
8,14,8 (8,14,8)
Connected (8,14,8) -> (9,14,8)
Connected (8,14,8) -> (7,14,8)
Connected (8,14,8) -> (8,15,8)
Connected (8,14,8) -> (8,13,8)
Connected (8,14,8) -> (8,14,9)
Connected (8,14,8) -> (8,14,7)
====================
8,14,9 (8,14,9)
Connected (8,14,9) -> (9,14,9)
Connected (8,14,9) -> (7,14,9)
Connected (8,14,9) -> (8,15,9)
Connected (8,14,9) -> (8,13,9)
Connected (8,14,9) -> (8,14,10)
Connected (8,14,9) -> (8,14,8)
====================
8,14,10 (8,14,10)
Connected (8,14,10) -> (9,14,10)
Connected (8,14,10) -> (7,14,10)
Connected (8,14,10) -> (8,15,10)
Connected (8,14,10) -> (8,13,10)
Connected (8,14,10) -> (8,14,11)
Connected (8,14,10) -> (8,14,9)
====================
8,14,11 (8,14,11)
Connected (8,14,11) -> (9,14,11)
Connected (8,14,11) -> (7,14,11)
Connected (8,14,11) -> (8,15,11)
Connected (8,14,11) -> (8,13,11)
Connected (8,14,11) -> (8,14,12)
Connected (8,14,11) -> (8,14,10)
====================
8,14,12 (8,14,12)
Connected (8,14,12) -> (9,14,12)
Connected (8,14,12) -> (7,14,12)
Connected (8,14,12) -> (8,15,12)
Connected (8,14,12) -> (8,13,12)
Connected (8,14,12) -> (8,14,13)
Connected (8,14,12) -> (8,14,11)
====================
8,14,13 (8,14,13)
Connected (8,14,13) -> (9,14,13)
Ignored (7,14,13) because a block exists there.
Connected (8,14,13) -> (8,15,13)
Ignored (8,13,13) because a block exists there.
Connected (8,14,13) -> (8,14,14)
Connected (8,14,13) -> (8,14,12)
====================
8,14,14 (8,14,14)
Ignored (9,14,14) because a block exists there.
Ignored (7,14,14) because a block exists there.
Ignored (8,15,14) because a block exists there.
Connected (8,14,14) -> (8,13,14)
Ignored (8,14,15) because a block exists there.
Connected (8,14,14) -> (8,14,13)
====================
8,14,18 (8,14,18)
Connected (8,14,18) -> (9,14,18)
Connected (8,14,18) -> (7,14,18)
Connected (8,14,18) -> (8,15,18)
Connected (8,14,18) -> (8,13,18)
Connected (8,14,18) -> (8,14,19)
Ignored (8,14,17) because a block exists there.
====================
8,14,19 (8,14,19)
Connected (8,14,19) -> (9,14,19)
Connected (8,14,19) -> (7,14,19)
Connected (8,14,19) -> (8,15,19)
Connected (8,14,19) -> (8,13,19)
Connected (8,14,19) -> (8,14,20)
Connected (8,14,19) -> (8,14,18)
====================
8,14,20 (8,14,20)
Connected (8,14,20) -> (9,14,20)
Connected (8,14,20) -> (7,14,20)
Connected (8,14,20) -> (8,15,20)
Connected (8,14,20) -> (8,13,20)
Ignored (8,14,21) because it's out of bounds.
Connected (8,14,20) -> (8,14,19)
====================
8,15,-1 (8,15,-1)
Connected (8,15,-1) -> (9,15,-1)
Connected (8,15,-1) -> (7,15,-1)
Connected (8,15,-1) -> (8,16,-1)
Connected (8,15,-1) -> (8,14,-1)
Connected (8,15,-1) -> (8,15,0)
Ignored (8,15,-2) because it's out of bounds.
====================
8,15,0 (8,15,0)
Connected (8,15,0) -> (9,15,0)
Connected (8,15,0) -> (7,15,0)
Connected (8,15,0) -> (8,16,0)
Connected (8,15,0) -> (8,14,0)
Connected (8,15,0) -> (8,15,1)
Connected (8,15,0) -> (8,15,-1)
====================
8,15,1 (8,15,1)
Connected (8,15,1) -> (9,15,1)
Connected (8,15,1) -> (7,15,1)
Connected (8,15,1) -> (8,16,1)
Connected (8,15,1) -> (8,14,1)
Ignored (8,15,2) because a block exists there.
Connected (8,15,1) -> (8,15,0)
====================
8,15,7 (8,15,7)
Connected (8,15,7) -> (9,15,7)
Ignored (7,15,7) because a block exists there.
Ignored (8,16,7) because a block exists there.
Connected (8,15,7) -> (8,14,7)
Connected (8,15,7) -> (8,15,8)
Ignored (8,15,6) because a block exists there.
====================
8,15,8 (8,15,8)
Ignored (9,15,8) because a block exists there.
Ignored (7,15,8) because a block exists there.
Ignored (8,16,8) because a block exists there.
Connected (8,15,8) -> (8,14,8)
Connected (8,15,8) -> (8,15,9)
Connected (8,15,8) -> (8,15,7)
====================
8,15,9 (8,15,9)
Connected (8,15,9) -> (9,15,9)
Ignored (7,15,9) because a block exists there.
Connected (8,15,9) -> (8,16,9)
Connected (8,15,9) -> (8,14,9)
Connected (8,15,9) -> (8,15,10)
Connected (8,15,9) -> (8,15,8)
====================
8,15,10 (8,15,10)
Connected (8,15,10) -> (9,15,10)
Connected (8,15,10) -> (7,15,10)
Ignored (8,16,10) because a block exists there.
Connected (8,15,10) -> (8,14,10)
Connected (8,15,10) -> (8,15,11)
Connected (8,15,10) -> (8,15,9)
====================
8,15,11 (8,15,11)
Connected (8,15,11) -> (9,15,11)
Ignored (7,15,11) because a block exists there.
Ignored (8,16,11) because a block exists there.
Connected (8,15,11) -> (8,14,11)
Connected (8,15,11) -> (8,15,12)
Connected (8,15,11) -> (8,15,10)
====================
8,15,12 (8,15,12)
Ignored (9,15,12) because a block exists there.
Connected (8,15,12) -> (7,15,12)
Ignored (8,16,12) because a block exists there.
Connected (8,15,12) -> (8,14,12)
Connected (8,15,12) -> (8,15,13)
Connected (8,15,12) -> (8,15,11)
====================
8,15,13 (8,15,13)
Connected (8,15,13) -> (9,15,13)
Ignored (7,15,13) because a block exists there.
Ignored (8,16,13) because a block exists there.
Connected (8,15,13) -> (8,14,13)
Ignored (8,15,14) because a block exists there.
Connected (8,15,13) -> (8,15,12)
====================
8,15,17 (8,15,17)
Connected (8,15,17) -> (9,15,17)
Connected (8,15,17) -> (7,15,17)
Connected (8,15,17) -> (8,16,17)
Ignored (8,14,17) because a block exists there.
Connected (8,15,17) -> (8,15,18)
Ignored (8,15,16) because a block exists there.
====================
8,15,18 (8,15,18)
Connected (8,15,18) -> (9,15,18)
Connected (8,15,18) -> (7,15,18)
Connected (8,15,18) -> (8,16,18)
Connected (8,15,18) -> (8,14,18)
Connected (8,15,18) -> (8,15,19)
Connected (8,15,18) -> (8,15,17)
====================
8,15,19 (8,15,19)
Connected (8,15,19) -> (9,15,19)
Connected (8,15,19) -> (7,15,19)
Connected (8,15,19) -> (8,16,19)
Connected (8,15,19) -> (8,14,19)
Connected (8,15,19) -> (8,15,20)
Connected (8,15,19) -> (8,15,18)
====================
8,15,20 (8,15,20)
Connected (8,15,20) -> (9,15,20)
Connected (8,15,20) -> (7,15,20)
Connected (8,15,20) -> (8,16,20)
Connected (8,15,20) -> (8,14,20)
Ignored (8,15,21) because it's out of bounds.
Connected (8,15,20) -> (8,15,19)
====================
8,16,-1 (8,16,-1)
Connected (8,16,-1) -> (9,16,-1)
Connected (8,16,-1) -> (7,16,-1)
Connected (8,16,-1) -> (8,17,-1)
Connected (8,16,-1) -> (8,15,-1)
Connected (8,16,-1) -> (8,16,0)
Ignored (8,16,-2) because it's out of bounds.
====================
8,16,0 (8,16,0)
Connected (8,16,0) -> (9,16,0)
Connected (8,16,0) -> (7,16,0)
Connected (8,16,0) -> (8,17,0)
Connected (8,16,0) -> (8,15,0)
Connected (8,16,0) -> (8,16,1)
Connected (8,16,0) -> (8,16,-1)
====================
8,16,1 (8,16,1)
Connected (8,16,1) -> (9,16,1)
Connected (8,16,1) -> (7,16,1)
Connected (8,16,1) -> (8,17,1)
Connected (8,16,1) -> (8,15,1)
Connected (8,16,1) -> (8,16,2)
Connected (8,16,1) -> (8,16,0)
====================
8,16,2 (8,16,2)
Connected (8,16,2) -> (9,16,2)
Connected (8,16,2) -> (7,16,2)
Connected (8,16,2) -> (8,17,2)
Ignored (8,15,2) because a block exists there.
Connected (8,16,2) -> (8,16,3)
Connected (8,16,2) -> (8,16,1)
====================
8,16,3 (8,16,3)
Ignored (9,16,3) because a block exists there.
Connected (8,16,3) -> (7,16,3)
Connected (8,16,3) -> (8,17,3)
Ignored (8,15,3) because a block exists there.
Ignored (8,16,4) because a block exists there.
Connected (8,16,3) -> (8,16,2)
====================
8,16,9 (8,16,9)
Ignored (9,16,9) because a block exists there.
Ignored (7,16,9) because a block exists there.
Ignored (8,17,9) because a block exists there.
Connected (8,16,9) -> (8,15,9)
Ignored (8,16,10) because a block exists there.
Ignored (8,16,8) because a block exists there.
====================
8,16,16 (8,16,16)
Ignored (9,16,16) because a block exists there.
Connected (8,16,16) -> (7,16,16)
Connected (8,16,16) -> (8,17,16)
Ignored (8,15,16) because a block exists there.
Connected (8,16,16) -> (8,16,17)
Ignored (8,16,15) because a block exists there.
====================
8,16,17 (8,16,17)
Connected (8,16,17) -> (9,16,17)
Connected (8,16,17) -> (7,16,17)
Connected (8,16,17) -> (8,17,17)
Connected (8,16,17) -> (8,15,17)
Connected (8,16,17) -> (8,16,18)
Connected (8,16,17) -> (8,16,16)
====================
8,16,18 (8,16,18)
Connected (8,16,18) -> (9,16,18)
Connected (8,16,18) -> (7,16,18)
Connected (8,16,18) -> (8,17,18)
Connected (8,16,18) -> (8,15,18)
Connected (8,16,18) -> (8,16,19)
Connected (8,16,18) -> (8,16,17)
====================
8,16,19 (8,16,19)
Connected (8,16,19) -> (9,16,19)
Connected (8,16,19) -> (7,16,19)
Connected (8,16,19) -> (8,17,19)
Connected (8,16,19) -> (8,15,19)
Connected (8,16,19) -> (8,16,20)
Connected (8,16,19) -> (8,16,18)
====================
8,16,20 (8,16,20)
Connected (8,16,20) -> (9,16,20)
Connected (8,16,20) -> (7,16,20)
Connected (8,16,20) -> (8,17,20)
Connected (8,16,20) -> (8,15,20)
Ignored (8,16,21) because it's out of bounds.
Connected (8,16,20) -> (8,16,19)
====================
8,17,-1 (8,17,-1)
Connected (8,17,-1) -> (9,17,-1)
Connected (8,17,-1) -> (7,17,-1)
Connected (8,17,-1) -> (8,18,-1)
Connected (8,17,-1) -> (8,16,-1)
Connected (8,17,-1) -> (8,17,0)
Ignored (8,17,-2) because it's out of bounds.
====================
8,17,0 (8,17,0)
Connected (8,17,0) -> (9,17,0)
Connected (8,17,0) -> (7,17,0)
Connected (8,17,0) -> (8,18,0)
Connected (8,17,0) -> (8,16,0)
Connected (8,17,0) -> (8,17,1)
Connected (8,17,0) -> (8,17,-1)
====================
8,17,1 (8,17,1)
Connected (8,17,1) -> (9,17,1)
Connected (8,17,1) -> (7,17,1)
Connected (8,17,1) -> (8,18,1)
Connected (8,17,1) -> (8,16,1)
Connected (8,17,1) -> (8,17,2)
Connected (8,17,1) -> (8,17,0)
====================
8,17,2 (8,17,2)
Connected (8,17,2) -> (9,17,2)
Connected (8,17,2) -> (7,17,2)
Connected (8,17,2) -> (8,18,2)
Connected (8,17,2) -> (8,16,2)
Connected (8,17,2) -> (8,17,3)
Connected (8,17,2) -> (8,17,1)
====================
8,17,3 (8,17,3)
Connected (8,17,3) -> (9,17,3)
Connected (8,17,3) -> (7,17,3)
Connected (8,17,3) -> (8,18,3)
Connected (8,17,3) -> (8,16,3)
Connected (8,17,3) -> (8,17,4)
Connected (8,17,3) -> (8,17,2)
====================
8,17,4 (8,17,4)
Connected (8,17,4) -> (9,17,4)
Connected (8,17,4) -> (7,17,4)
Connected (8,17,4) -> (8,18,4)
Ignored (8,16,4) because a block exists there.
Ignored (8,17,5) because a block exists there.
Connected (8,17,4) -> (8,17,3)
====================
8,17,14 (8,17,14)
Ignored (9,17,14) because a block exists there.
Ignored (7,17,14) because a block exists there.
Connected (8,17,14) -> (8,18,14)
Ignored (8,16,14) because a block exists there.
Connected (8,17,14) -> (8,17,15)
Ignored (8,17,13) because a block exists there.
====================
8,17,15 (8,17,15)
Connected (8,17,15) -> (9,17,15)
Connected (8,17,15) -> (7,17,15)
Connected (8,17,15) -> (8,18,15)
Ignored (8,16,15) because a block exists there.
Connected (8,17,15) -> (8,17,16)
Connected (8,17,15) -> (8,17,14)
====================
8,17,16 (8,17,16)
Connected (8,17,16) -> (9,17,16)
Connected (8,17,16) -> (7,17,16)
Connected (8,17,16) -> (8,18,16)
Connected (8,17,16) -> (8,16,16)
Connected (8,17,16) -> (8,17,17)
Connected (8,17,16) -> (8,17,15)
====================
8,17,17 (8,17,17)
Connected (8,17,17) -> (9,17,17)
Connected (8,17,17) -> (7,17,17)
Connected (8,17,17) -> (8,18,17)
Connected (8,17,17) -> (8,16,17)
Connected (8,17,17) -> (8,17,18)
Connected (8,17,17) -> (8,17,16)
====================
8,17,18 (8,17,18)
Connected (8,17,18) -> (9,17,18)
Connected (8,17,18) -> (7,17,18)
Connected (8,17,18) -> (8,18,18)
Connected (8,17,18) -> (8,16,18)
Connected (8,17,18) -> (8,17,19)
Connected (8,17,18) -> (8,17,17)
====================
8,17,19 (8,17,19)
Connected (8,17,19) -> (9,17,19)
Connected (8,17,19) -> (7,17,19)
Connected (8,17,19) -> (8,18,19)
Connected (8,17,19) -> (8,16,19)
Connected (8,17,19) -> (8,17,20)
Connected (8,17,19) -> (8,17,18)
====================
8,17,20 (8,17,20)
Connected (8,17,20) -> (9,17,20)
Connected (8,17,20) -> (7,17,20)
Connected (8,17,20) -> (8,18,20)
Connected (8,17,20) -> (8,16,20)
Ignored (8,17,21) because it's out of bounds.
Connected (8,17,20) -> (8,17,19)
====================
8,18,-1 (8,18,-1)
Connected (8,18,-1) -> (9,18,-1)
Connected (8,18,-1) -> (7,18,-1)
Connected (8,18,-1) -> (8,19,-1)
Connected (8,18,-1) -> (8,17,-1)
Connected (8,18,-1) -> (8,18,0)
Ignored (8,18,-2) because it's out of bounds.
====================
8,18,0 (8,18,0)
Connected (8,18,0) -> (9,18,0)
Connected (8,18,0) -> (7,18,0)
Connected (8,18,0) -> (8,19,0)
Connected (8,18,0) -> (8,17,0)
Connected (8,18,0) -> (8,18,1)
Connected (8,18,0) -> (8,18,-1)
====================
8,18,1 (8,18,1)
Connected (8,18,1) -> (9,18,1)
Connected (8,18,1) -> (7,18,1)
Connected (8,18,1) -> (8,19,1)
Connected (8,18,1) -> (8,17,1)
Connected (8,18,1) -> (8,18,2)
Connected (8,18,1) -> (8,18,0)
====================
8,18,2 (8,18,2)
Connected (8,18,2) -> (9,18,2)
Connected (8,18,2) -> (7,18,2)
Connected (8,18,2) -> (8,19,2)
Connected (8,18,2) -> (8,17,2)
Connected (8,18,2) -> (8,18,3)
Connected (8,18,2) -> (8,18,1)
====================
8,18,3 (8,18,3)
Connected (8,18,3) -> (9,18,3)
Connected (8,18,3) -> (7,18,3)
Connected (8,18,3) -> (8,19,3)
Connected (8,18,3) -> (8,17,3)
Connected (8,18,3) -> (8,18,4)
Connected (8,18,3) -> (8,18,2)
====================
8,18,4 (8,18,4)
Connected (8,18,4) -> (9,18,4)
Connected (8,18,4) -> (7,18,4)
Connected (8,18,4) -> (8,19,4)
Connected (8,18,4) -> (8,17,4)
Connected (8,18,4) -> (8,18,5)
Connected (8,18,4) -> (8,18,3)
====================
8,18,5 (8,18,5)
Connected (8,18,5) -> (9,18,5)
Connected (8,18,5) -> (7,18,5)
Connected (8,18,5) -> (8,19,5)
Ignored (8,17,5) because a block exists there.
Ignored (8,18,6) because a block exists there.
Connected (8,18,5) -> (8,18,4)
====================
8,18,13 (8,18,13)
Connected (8,18,13) -> (9,18,13)
Connected (8,18,13) -> (7,18,13)
Connected (8,18,13) -> (8,19,13)
Ignored (8,17,13) because a block exists there.
Connected (8,18,13) -> (8,18,14)
Ignored (8,18,12) because a block exists there.
====================
8,18,14 (8,18,14)
Connected (8,18,14) -> (9,18,14)
Connected (8,18,14) -> (7,18,14)
Connected (8,18,14) -> (8,19,14)
Connected (8,18,14) -> (8,17,14)
Connected (8,18,14) -> (8,18,15)
Connected (8,18,14) -> (8,18,13)
====================
8,18,15 (8,18,15)
Connected (8,18,15) -> (9,18,15)
Connected (8,18,15) -> (7,18,15)
Connected (8,18,15) -> (8,19,15)
Connected (8,18,15) -> (8,17,15)
Connected (8,18,15) -> (8,18,16)
Connected (8,18,15) -> (8,18,14)
====================
8,18,16 (8,18,16)
Connected (8,18,16) -> (9,18,16)
Connected (8,18,16) -> (7,18,16)
Connected (8,18,16) -> (8,19,16)
Connected (8,18,16) -> (8,17,16)
Connected (8,18,16) -> (8,18,17)
Connected (8,18,16) -> (8,18,15)
====================
8,18,17 (8,18,17)
Connected (8,18,17) -> (9,18,17)
Connected (8,18,17) -> (7,18,17)
Connected (8,18,17) -> (8,19,17)
Connected (8,18,17) -> (8,17,17)
Connected (8,18,17) -> (8,18,18)
Connected (8,18,17) -> (8,18,16)
====================
8,18,18 (8,18,18)
Connected (8,18,18) -> (9,18,18)
Connected (8,18,18) -> (7,18,18)
Connected (8,18,18) -> (8,19,18)
Connected (8,18,18) -> (8,17,18)
Connected (8,18,18) -> (8,18,19)
Connected (8,18,18) -> (8,18,17)
====================
8,18,19 (8,18,19)
Connected (8,18,19) -> (9,18,19)
Connected (8,18,19) -> (7,18,19)
Connected (8,18,19) -> (8,19,19)
Connected (8,18,19) -> (8,17,19)
Connected (8,18,19) -> (8,18,20)
Connected (8,18,19) -> (8,18,18)
====================
8,18,20 (8,18,20)
Connected (8,18,20) -> (9,18,20)
Connected (8,18,20) -> (7,18,20)
Connected (8,18,20) -> (8,19,20)
Connected (8,18,20) -> (8,17,20)
Ignored (8,18,21) because it's out of bounds.
Connected (8,18,20) -> (8,18,19)
====================
8,19,-1 (8,19,-1)
Connected (8,19,-1) -> (9,19,-1)
Connected (8,19,-1) -> (7,19,-1)
Ignored (8,20,-1) because it's out of bounds.
Connected (8,19,-1) -> (8,18,-1)
Connected (8,19,-1) -> (8,19,0)
Ignored (8,19,-2) because it's out of bounds.
====================
8,19,0 (8,19,0)
Connected (8,19,0) -> (9,19,0)
Connected (8,19,0) -> (7,19,0)
Ignored (8,20,0) because it's out of bounds.
Connected (8,19,0) -> (8,18,0)
Connected (8,19,0) -> (8,19,1)
Connected (8,19,0) -> (8,19,-1)
====================
8,19,1 (8,19,1)
Connected (8,19,1) -> (9,19,1)
Connected (8,19,1) -> (7,19,1)
Ignored (8,20,1) because it's out of bounds.
Connected (8,19,1) -> (8,18,1)
Connected (8,19,1) -> (8,19,2)
Connected (8,19,1) -> (8,19,0)
====================
8,19,2 (8,19,2)
Connected (8,19,2) -> (9,19,2)
Connected (8,19,2) -> (7,19,2)
Ignored (8,20,2) because it's out of bounds.
Connected (8,19,2) -> (8,18,2)
Connected (8,19,2) -> (8,19,3)
Connected (8,19,2) -> (8,19,1)
====================
8,19,3 (8,19,3)
Connected (8,19,3) -> (9,19,3)
Connected (8,19,3) -> (7,19,3)
Ignored (8,20,3) because it's out of bounds.
Connected (8,19,3) -> (8,18,3)
Connected (8,19,3) -> (8,19,4)
Connected (8,19,3) -> (8,19,2)
====================
8,19,4 (8,19,4)
Connected (8,19,4) -> (9,19,4)
Connected (8,19,4) -> (7,19,4)
Ignored (8,20,4) because it's out of bounds.
Connected (8,19,4) -> (8,18,4)
Connected (8,19,4) -> (8,19,5)
Connected (8,19,4) -> (8,19,3)
====================
8,19,5 (8,19,5)
Connected (8,19,5) -> (9,19,5)
Connected (8,19,5) -> (7,19,5)
Ignored (8,20,5) because it's out of bounds.
Connected (8,19,5) -> (8,18,5)
Connected (8,19,5) -> (8,19,6)
Connected (8,19,5) -> (8,19,4)
====================
8,19,6 (8,19,6)
Connected (8,19,6) -> (9,19,6)
Connected (8,19,6) -> (7,19,6)
Ignored (8,20,6) because it's out of bounds.
Ignored (8,18,6) because a block exists there.
Connected (8,19,6) -> (8,19,7)
Connected (8,19,6) -> (8,19,5)
====================
8,19,7 (8,19,7)
Connected (8,19,7) -> (9,19,7)
Connected (8,19,7) -> (7,19,7)
Ignored (8,20,7) because it's out of bounds.
Ignored (8,18,7) because a block exists there.
Connected (8,19,7) -> (8,19,8)
Connected (8,19,7) -> (8,19,6)
====================
8,19,8 (8,19,8)
Connected (8,19,8) -> (9,19,8)
Connected (8,19,8) -> (7,19,8)
Ignored (8,20,8) because it's out of bounds.
Ignored (8,18,8) because a block exists there.
Connected (8,19,8) -> (8,19,9)
Connected (8,19,8) -> (8,19,7)
====================
8,19,9 (8,19,9)
Connected (8,19,9) -> (9,19,9)
Connected (8,19,9) -> (7,19,9)
Ignored (8,20,9) because it's out of bounds.
Ignored (8,18,9) because a block exists there.
Connected (8,19,9) -> (8,19,10)
Connected (8,19,9) -> (8,19,8)
====================
8,19,10 (8,19,10)
Connected (8,19,10) -> (9,19,10)
Connected (8,19,10) -> (7,19,10)
Ignored (8,20,10) because it's out of bounds.
Ignored (8,18,10) because a block exists there.
Connected (8,19,10) -> (8,19,11)
Connected (8,19,10) -> (8,19,9)
====================
8,19,11 (8,19,11)
Connected (8,19,11) -> (9,19,11)
Connected (8,19,11) -> (7,19,11)
Ignored (8,20,11) because it's out of bounds.
Ignored (8,18,11) because a block exists there.
Connected (8,19,11) -> (8,19,12)
Connected (8,19,11) -> (8,19,10)
====================
8,19,12 (8,19,12)
Connected (8,19,12) -> (9,19,12)
Connected (8,19,12) -> (7,19,12)
Ignored (8,20,12) because it's out of bounds.
Ignored (8,18,12) because a block exists there.
Connected (8,19,12) -> (8,19,13)
Connected (8,19,12) -> (8,19,11)
====================
8,19,13 (8,19,13)
Connected (8,19,13) -> (9,19,13)
Connected (8,19,13) -> (7,19,13)
Ignored (8,20,13) because it's out of bounds.
Connected (8,19,13) -> (8,18,13)
Connected (8,19,13) -> (8,19,14)
Connected (8,19,13) -> (8,19,12)
====================
8,19,14 (8,19,14)
Connected (8,19,14) -> (9,19,14)
Connected (8,19,14) -> (7,19,14)
Ignored (8,20,14) because it's out of bounds.
Connected (8,19,14) -> (8,18,14)
Connected (8,19,14) -> (8,19,15)
Connected (8,19,14) -> (8,19,13)
====================
8,19,15 (8,19,15)
Connected (8,19,15) -> (9,19,15)
Connected (8,19,15) -> (7,19,15)
Ignored (8,20,15) because it's out of bounds.
Connected (8,19,15) -> (8,18,15)
Connected (8,19,15) -> (8,19,16)
Connected (8,19,15) -> (8,19,14)
====================
8,19,16 (8,19,16)
Connected (8,19,16) -> (9,19,16)
Connected (8,19,16) -> (7,19,16)
Ignored (8,20,16) because it's out of bounds.
Connected (8,19,16) -> (8,18,16)
Connected (8,19,16) -> (8,19,17)
Connected (8,19,16) -> (8,19,15)
====================
8,19,17 (8,19,17)
Connected (8,19,17) -> (9,19,17)
Connected (8,19,17) -> (7,19,17)
Ignored (8,20,17) because it's out of bounds.
Connected (8,19,17) -> (8,18,17)
Connected (8,19,17) -> (8,19,18)
Connected (8,19,17) -> (8,19,16)
====================
8,19,18 (8,19,18)
Connected (8,19,18) -> (9,19,18)
Connected (8,19,18) -> (7,19,18)
Ignored (8,20,18) because it's out of bounds.
Connected (8,19,18) -> (8,18,18)
Connected (8,19,18) -> (8,19,19)
Connected (8,19,18) -> (8,19,17)
====================
8,19,19 (8,19,19)
Connected (8,19,19) -> (9,19,19)
Connected (8,19,19) -> (7,19,19)
Ignored (8,20,19) because it's out of bounds.
Connected (8,19,19) -> (8,18,19)
Connected (8,19,19) -> (8,19,20)
Connected (8,19,19) -> (8,19,18)
====================
8,19,20 (8,19,20)
Connected (8,19,20) -> (9,19,20)
Connected (8,19,20) -> (7,19,20)
Ignored (8,20,20) because it's out of bounds.
Connected (8,19,20) -> (8,18,20)
Ignored (8,19,21) because it's out of bounds.
Connected (8,19,20) -> (8,19,19)
====================
9,-1,-1 (9,-1,-1)
Connected (9,-1,-1) -> (10,-1,-1)
Connected (9,-1,-1) -> (8,-1,-1)
Connected (9,-1,-1) -> (9,0,-1)
Ignored (9,-2,-1) because it's out of bounds.
Connected (9,-1,-1) -> (9,-1,0)
Ignored (9,-1,-2) because it's out of bounds.
====================
9,-1,0 (9,-1,0)
Connected (9,-1,0) -> (10,-1,0)
Connected (9,-1,0) -> (8,-1,0)
Connected (9,-1,0) -> (9,0,0)
Ignored (9,-2,0) because it's out of bounds.
Connected (9,-1,0) -> (9,-1,1)
Connected (9,-1,0) -> (9,-1,-1)
====================
9,-1,1 (9,-1,1)
Connected (9,-1,1) -> (10,-1,1)
Connected (9,-1,1) -> (8,-1,1)
Connected (9,-1,1) -> (9,0,1)
Ignored (9,-2,1) because it's out of bounds.
Connected (9,-1,1) -> (9,-1,2)
Connected (9,-1,1) -> (9,-1,0)
====================
9,-1,2 (9,-1,2)
Connected (9,-1,2) -> (10,-1,2)
Connected (9,-1,2) -> (8,-1,2)
Connected (9,-1,2) -> (9,0,2)
Ignored (9,-2,2) because it's out of bounds.
Connected (9,-1,2) -> (9,-1,3)
Connected (9,-1,2) -> (9,-1,1)
====================
9,-1,3 (9,-1,3)
Connected (9,-1,3) -> (10,-1,3)
Connected (9,-1,3) -> (8,-1,3)
Connected (9,-1,3) -> (9,0,3)
Ignored (9,-2,3) because it's out of bounds.
Connected (9,-1,3) -> (9,-1,4)
Connected (9,-1,3) -> (9,-1,2)
====================
9,-1,4 (9,-1,4)
Connected (9,-1,4) -> (10,-1,4)
Connected (9,-1,4) -> (8,-1,4)
Connected (9,-1,4) -> (9,0,4)
Ignored (9,-2,4) because it's out of bounds.
Connected (9,-1,4) -> (9,-1,5)
Connected (9,-1,4) -> (9,-1,3)
====================
9,-1,5 (9,-1,5)
Connected (9,-1,5) -> (10,-1,5)
Connected (9,-1,5) -> (8,-1,5)
Connected (9,-1,5) -> (9,0,5)
Ignored (9,-2,5) because it's out of bounds.
Connected (9,-1,5) -> (9,-1,6)
Connected (9,-1,5) -> (9,-1,4)
====================
9,-1,6 (9,-1,6)
Connected (9,-1,6) -> (10,-1,6)
Connected (9,-1,6) -> (8,-1,6)
Connected (9,-1,6) -> (9,0,6)
Ignored (9,-2,6) because it's out of bounds.
Connected (9,-1,6) -> (9,-1,7)
Connected (9,-1,6) -> (9,-1,5)
====================
9,-1,7 (9,-1,7)
Connected (9,-1,7) -> (10,-1,7)
Connected (9,-1,7) -> (8,-1,7)
Connected (9,-1,7) -> (9,0,7)
Ignored (9,-2,7) because it's out of bounds.
Connected (9,-1,7) -> (9,-1,8)
Connected (9,-1,7) -> (9,-1,6)
====================
9,-1,8 (9,-1,8)
Connected (9,-1,8) -> (10,-1,8)
Connected (9,-1,8) -> (8,-1,8)
Connected (9,-1,8) -> (9,0,8)
Ignored (9,-2,8) because it's out of bounds.
Connected (9,-1,8) -> (9,-1,9)
Connected (9,-1,8) -> (9,-1,7)
====================
9,-1,9 (9,-1,9)
Connected (9,-1,9) -> (10,-1,9)
Connected (9,-1,9) -> (8,-1,9)
Connected (9,-1,9) -> (9,0,9)
Ignored (9,-2,9) because it's out of bounds.
Connected (9,-1,9) -> (9,-1,10)
Connected (9,-1,9) -> (9,-1,8)
====================
9,-1,10 (9,-1,10)
Connected (9,-1,10) -> (10,-1,10)
Connected (9,-1,10) -> (8,-1,10)
Connected (9,-1,10) -> (9,0,10)
Ignored (9,-2,10) because it's out of bounds.
Connected (9,-1,10) -> (9,-1,11)
Connected (9,-1,10) -> (9,-1,9)
====================
9,-1,11 (9,-1,11)
Connected (9,-1,11) -> (10,-1,11)
Connected (9,-1,11) -> (8,-1,11)
Connected (9,-1,11) -> (9,0,11)
Ignored (9,-2,11) because it's out of bounds.
Connected (9,-1,11) -> (9,-1,12)
Connected (9,-1,11) -> (9,-1,10)
====================
9,-1,12 (9,-1,12)
Connected (9,-1,12) -> (10,-1,12)
Connected (9,-1,12) -> (8,-1,12)
Connected (9,-1,12) -> (9,0,12)
Ignored (9,-2,12) because it's out of bounds.
Connected (9,-1,12) -> (9,-1,13)
Connected (9,-1,12) -> (9,-1,11)
====================
9,-1,13 (9,-1,13)
Connected (9,-1,13) -> (10,-1,13)
Connected (9,-1,13) -> (8,-1,13)
Connected (9,-1,13) -> (9,0,13)
Ignored (9,-2,13) because it's out of bounds.
Connected (9,-1,13) -> (9,-1,14)
Connected (9,-1,13) -> (9,-1,12)
====================
9,-1,14 (9,-1,14)
Connected (9,-1,14) -> (10,-1,14)
Connected (9,-1,14) -> (8,-1,14)
Connected (9,-1,14) -> (9,0,14)
Ignored (9,-2,14) because it's out of bounds.
Connected (9,-1,14) -> (9,-1,15)
Connected (9,-1,14) -> (9,-1,13)
====================
9,-1,15 (9,-1,15)
Connected (9,-1,15) -> (10,-1,15)
Connected (9,-1,15) -> (8,-1,15)
Connected (9,-1,15) -> (9,0,15)
Ignored (9,-2,15) because it's out of bounds.
Connected (9,-1,15) -> (9,-1,16)
Connected (9,-1,15) -> (9,-1,14)
====================
9,-1,16 (9,-1,16)
Connected (9,-1,16) -> (10,-1,16)
Connected (9,-1,16) -> (8,-1,16)
Connected (9,-1,16) -> (9,0,16)
Ignored (9,-2,16) because it's out of bounds.
Connected (9,-1,16) -> (9,-1,17)
Connected (9,-1,16) -> (9,-1,15)
====================
9,-1,17 (9,-1,17)
Connected (9,-1,17) -> (10,-1,17)
Connected (9,-1,17) -> (8,-1,17)
Connected (9,-1,17) -> (9,0,17)
Ignored (9,-2,17) because it's out of bounds.
Connected (9,-1,17) -> (9,-1,18)
Connected (9,-1,17) -> (9,-1,16)
====================
9,-1,18 (9,-1,18)
Connected (9,-1,18) -> (10,-1,18)
Connected (9,-1,18) -> (8,-1,18)
Connected (9,-1,18) -> (9,0,18)
Ignored (9,-2,18) because it's out of bounds.
Connected (9,-1,18) -> (9,-1,19)
Connected (9,-1,18) -> (9,-1,17)
====================
9,-1,19 (9,-1,19)
Connected (9,-1,19) -> (10,-1,19)
Connected (9,-1,19) -> (8,-1,19)
Connected (9,-1,19) -> (9,0,19)
Ignored (9,-2,19) because it's out of bounds.
Connected (9,-1,19) -> (9,-1,20)
Connected (9,-1,19) -> (9,-1,18)
====================
9,-1,20 (9,-1,20)
Connected (9,-1,20) -> (10,-1,20)
Connected (9,-1,20) -> (8,-1,20)
Connected (9,-1,20) -> (9,0,20)
Ignored (9,-2,20) because it's out of bounds.
Ignored (9,-1,21) because it's out of bounds.
Connected (9,-1,20) -> (9,-1,19)
====================
9,0,-1 (9,0,-1)
Connected (9,0,-1) -> (10,0,-1)
Connected (9,0,-1) -> (8,0,-1)
Connected (9,0,-1) -> (9,1,-1)
Connected (9,0,-1) -> (9,-1,-1)
Connected (9,0,-1) -> (9,0,0)
Ignored (9,0,-2) because it's out of bounds.
====================
9,0,0 (9,0,0)
Connected (9,0,0) -> (10,0,0)
Connected (9,0,0) -> (8,0,0)
Connected (9,0,0) -> (9,1,0)
Connected (9,0,0) -> (9,-1,0)
Connected (9,0,0) -> (9,0,1)
Connected (9,0,0) -> (9,0,-1)
====================
9,0,1 (9,0,1)
Connected (9,0,1) -> (10,0,1)
Connected (9,0,1) -> (8,0,1)
Connected (9,0,1) -> (9,1,1)
Connected (9,0,1) -> (9,-1,1)
Connected (9,0,1) -> (9,0,2)
Connected (9,0,1) -> (9,0,0)
====================
9,0,2 (9,0,2)
Connected (9,0,2) -> (10,0,2)
Connected (9,0,2) -> (8,0,2)
Connected (9,0,2) -> (9,1,2)
Connected (9,0,2) -> (9,-1,2)
Connected (9,0,2) -> (9,0,3)
Connected (9,0,2) -> (9,0,1)
====================
9,0,3 (9,0,3)
Connected (9,0,3) -> (10,0,3)
Connected (9,0,3) -> (8,0,3)
Connected (9,0,3) -> (9,1,3)
Connected (9,0,3) -> (9,-1,3)
Connected (9,0,3) -> (9,0,4)
Connected (9,0,3) -> (9,0,2)
====================
9,0,4 (9,0,4)
Connected (9,0,4) -> (10,0,4)
Connected (9,0,4) -> (8,0,4)
Connected (9,0,4) -> (9,1,4)
Connected (9,0,4) -> (9,-1,4)
Connected (9,0,4) -> (9,0,5)
Connected (9,0,4) -> (9,0,3)
====================
9,0,5 (9,0,5)
Connected (9,0,5) -> (10,0,5)
Connected (9,0,5) -> (8,0,5)
Connected (9,0,5) -> (9,1,5)
Connected (9,0,5) -> (9,-1,5)
Connected (9,0,5) -> (9,0,6)
Connected (9,0,5) -> (9,0,4)
====================
9,0,6 (9,0,6)
Connected (9,0,6) -> (10,0,6)
Connected (9,0,6) -> (8,0,6)
Connected (9,0,6) -> (9,1,6)
Connected (9,0,6) -> (9,-1,6)
Connected (9,0,6) -> (9,0,7)
Connected (9,0,6) -> (9,0,5)
====================
9,0,7 (9,0,7)
Ignored (10,0,7) because a block exists there.
Connected (9,0,7) -> (8,0,7)
Ignored (9,1,7) because a block exists there.
Connected (9,0,7) -> (9,-1,7)
Connected (9,0,7) -> (9,0,8)
Connected (9,0,7) -> (9,0,6)
====================
9,0,8 (9,0,8)
Ignored (10,0,8) because a block exists there.
Connected (9,0,8) -> (8,0,8)
Ignored (9,1,8) because a block exists there.
Connected (9,0,8) -> (9,-1,8)
Connected (9,0,8) -> (9,0,9)
Connected (9,0,8) -> (9,0,7)
====================
9,0,9 (9,0,9)
Connected (9,0,9) -> (10,0,9)
Connected (9,0,9) -> (8,0,9)
Ignored (9,1,9) because a block exists there.
Connected (9,0,9) -> (9,-1,9)
Connected (9,0,9) -> (9,0,10)
Connected (9,0,9) -> (9,0,8)
====================
9,0,10 (9,0,10)
Connected (9,0,10) -> (10,0,10)
Connected (9,0,10) -> (8,0,10)
Ignored (9,1,10) because a block exists there.
Connected (9,0,10) -> (9,-1,10)
Connected (9,0,10) -> (9,0,11)
Connected (9,0,10) -> (9,0,9)
====================
9,0,11 (9,0,11)
Ignored (10,0,11) because a block exists there.
Ignored (8,0,11) because a block exists there.
Ignored (9,1,11) because a block exists there.
Connected (9,0,11) -> (9,-1,11)
Connected (9,0,11) -> (9,0,12)
Connected (9,0,11) -> (9,0,10)
====================
9,0,12 (9,0,12)
Connected (9,0,12) -> (10,0,12)
Connected (9,0,12) -> (8,0,12)
Ignored (9,1,12) because a block exists there.
Connected (9,0,12) -> (9,-1,12)
Connected (9,0,12) -> (9,0,13)
Connected (9,0,12) -> (9,0,11)
====================
9,0,13 (9,0,13)
Connected (9,0,13) -> (10,0,13)
Connected (9,0,13) -> (8,0,13)
Connected (9,0,13) -> (9,1,13)
Connected (9,0,13) -> (9,-1,13)
Connected (9,0,13) -> (9,0,14)
Connected (9,0,13) -> (9,0,12)
====================
9,0,14 (9,0,14)
Connected (9,0,14) -> (10,0,14)
Connected (9,0,14) -> (8,0,14)
Connected (9,0,14) -> (9,1,14)
Connected (9,0,14) -> (9,-1,14)
Connected (9,0,14) -> (9,0,15)
Connected (9,0,14) -> (9,0,13)
====================
9,0,15 (9,0,15)
Connected (9,0,15) -> (10,0,15)
Connected (9,0,15) -> (8,0,15)
Connected (9,0,15) -> (9,1,15)
Connected (9,0,15) -> (9,-1,15)
Connected (9,0,15) -> (9,0,16)
Connected (9,0,15) -> (9,0,14)
====================
9,0,16 (9,0,16)
Connected (9,0,16) -> (10,0,16)
Connected (9,0,16) -> (8,0,16)
Connected (9,0,16) -> (9,1,16)
Connected (9,0,16) -> (9,-1,16)
Connected (9,0,16) -> (9,0,17)
Connected (9,0,16) -> (9,0,15)
====================
9,0,17 (9,0,17)
Connected (9,0,17) -> (10,0,17)
Connected (9,0,17) -> (8,0,17)
Connected (9,0,17) -> (9,1,17)
Connected (9,0,17) -> (9,-1,17)
Connected (9,0,17) -> (9,0,18)
Connected (9,0,17) -> (9,0,16)
====================
9,0,18 (9,0,18)
Connected (9,0,18) -> (10,0,18)
Connected (9,0,18) -> (8,0,18)
Connected (9,0,18) -> (9,1,18)
Connected (9,0,18) -> (9,-1,18)
Connected (9,0,18) -> (9,0,19)
Connected (9,0,18) -> (9,0,17)
====================
9,0,19 (9,0,19)
Connected (9,0,19) -> (10,0,19)
Connected (9,0,19) -> (8,0,19)
Connected (9,0,19) -> (9,1,19)
Connected (9,0,19) -> (9,-1,19)
Connected (9,0,19) -> (9,0,20)
Connected (9,0,19) -> (9,0,18)
====================
9,0,20 (9,0,20)
Connected (9,0,20) -> (10,0,20)
Connected (9,0,20) -> (8,0,20)
Connected (9,0,20) -> (9,1,20)
Connected (9,0,20) -> (9,-1,20)
Ignored (9,0,21) because it's out of bounds.
Connected (9,0,20) -> (9,0,19)
====================
9,1,-1 (9,1,-1)
Connected (9,1,-1) -> (10,1,-1)
Connected (9,1,-1) -> (8,1,-1)
Connected (9,1,-1) -> (9,2,-1)
Connected (9,1,-1) -> (9,0,-1)
Connected (9,1,-1) -> (9,1,0)
Ignored (9,1,-2) because it's out of bounds.
====================
9,1,0 (9,1,0)
Connected (9,1,0) -> (10,1,0)
Connected (9,1,0) -> (8,1,0)
Connected (9,1,0) -> (9,2,0)
Connected (9,1,0) -> (9,0,0)
Connected (9,1,0) -> (9,1,1)
Connected (9,1,0) -> (9,1,-1)
====================
9,1,1 (9,1,1)
Connected (9,1,1) -> (10,1,1)
Connected (9,1,1) -> (8,1,1)
Connected (9,1,1) -> (9,2,1)
Connected (9,1,1) -> (9,0,1)
Connected (9,1,1) -> (9,1,2)
Connected (9,1,1) -> (9,1,0)
====================
9,1,2 (9,1,2)
Connected (9,1,2) -> (10,1,2)
Connected (9,1,2) -> (8,1,2)
Connected (9,1,2) -> (9,2,2)
Connected (9,1,2) -> (9,0,2)
Connected (9,1,2) -> (9,1,3)
Connected (9,1,2) -> (9,1,1)
====================
9,1,3 (9,1,3)
Connected (9,1,3) -> (10,1,3)
Connected (9,1,3) -> (8,1,3)
Connected (9,1,3) -> (9,2,3)
Connected (9,1,3) -> (9,0,3)
Connected (9,1,3) -> (9,1,4)
Connected (9,1,3) -> (9,1,2)
====================
9,1,4 (9,1,4)
Connected (9,1,4) -> (10,1,4)
Connected (9,1,4) -> (8,1,4)
Connected (9,1,4) -> (9,2,4)
Connected (9,1,4) -> (9,0,4)
Connected (9,1,4) -> (9,1,5)
Connected (9,1,4) -> (9,1,3)
====================
9,1,5 (9,1,5)
Connected (9,1,5) -> (10,1,5)
Connected (9,1,5) -> (8,1,5)
Connected (9,1,5) -> (9,2,5)
Connected (9,1,5) -> (9,0,5)
Connected (9,1,5) -> (9,1,6)
Connected (9,1,5) -> (9,1,4)
====================
9,1,6 (9,1,6)
Connected (9,1,6) -> (10,1,6)
Connected (9,1,6) -> (8,1,6)
Connected (9,1,6) -> (9,2,6)
Connected (9,1,6) -> (9,0,6)
Ignored (9,1,7) because a block exists there.
Connected (9,1,6) -> (9,1,5)
====================
9,1,13 (9,1,13)
Connected (9,1,13) -> (10,1,13)
Ignored (8,1,13) because a block exists there.
Ignored (9,2,13) because a block exists there.
Connected (9,1,13) -> (9,0,13)
Connected (9,1,13) -> (9,1,14)
Ignored (9,1,12) because a block exists there.
====================
9,1,14 (9,1,14)
Connected (9,1,14) -> (10,1,14)
Connected (9,1,14) -> (8,1,14)
Ignored (9,2,14) because a block exists there.
Connected (9,1,14) -> (9,0,14)
Connected (9,1,14) -> (9,1,15)
Connected (9,1,14) -> (9,1,13)
====================
9,1,15 (9,1,15)
Connected (9,1,15) -> (10,1,15)
Connected (9,1,15) -> (8,1,15)
Ignored (9,2,15) because a block exists there.
Connected (9,1,15) -> (9,0,15)
Connected (9,1,15) -> (9,1,16)
Connected (9,1,15) -> (9,1,14)
====================
9,1,16 (9,1,16)
Connected (9,1,16) -> (10,1,16)
Connected (9,1,16) -> (8,1,16)
Ignored (9,2,16) because a block exists there.
Connected (9,1,16) -> (9,0,16)
Connected (9,1,16) -> (9,1,17)
Connected (9,1,16) -> (9,1,15)
====================
9,1,17 (9,1,17)
Connected (9,1,17) -> (10,1,17)
Connected (9,1,17) -> (8,1,17)
Connected (9,1,17) -> (9,2,17)
Connected (9,1,17) -> (9,0,17)
Connected (9,1,17) -> (9,1,18)
Connected (9,1,17) -> (9,1,16)
====================
9,1,18 (9,1,18)
Connected (9,1,18) -> (10,1,18)
Connected (9,1,18) -> (8,1,18)
Connected (9,1,18) -> (9,2,18)
Connected (9,1,18) -> (9,0,18)
Connected (9,1,18) -> (9,1,19)
Connected (9,1,18) -> (9,1,17)
====================
9,1,19 (9,1,19)
Connected (9,1,19) -> (10,1,19)
Connected (9,1,19) -> (8,1,19)
Connected (9,1,19) -> (9,2,19)
Connected (9,1,19) -> (9,0,19)
Connected (9,1,19) -> (9,1,20)
Connected (9,1,19) -> (9,1,18)
====================
9,1,20 (9,1,20)
Connected (9,1,20) -> (10,1,20)
Connected (9,1,20) -> (8,1,20)
Connected (9,1,20) -> (9,2,20)
Connected (9,1,20) -> (9,0,20)
Ignored (9,1,21) because it's out of bounds.
Connected (9,1,20) -> (9,1,19)
====================
9,2,-1 (9,2,-1)
Connected (9,2,-1) -> (10,2,-1)
Connected (9,2,-1) -> (8,2,-1)
Connected (9,2,-1) -> (9,3,-1)
Connected (9,2,-1) -> (9,1,-1)
Connected (9,2,-1) -> (9,2,0)
Ignored (9,2,-2) because it's out of bounds.
====================
9,2,0 (9,2,0)
Connected (9,2,0) -> (10,2,0)
Connected (9,2,0) -> (8,2,0)
Connected (9,2,0) -> (9,3,0)
Connected (9,2,0) -> (9,1,0)
Connected (9,2,0) -> (9,2,1)
Connected (9,2,0) -> (9,2,-1)
====================
9,2,1 (9,2,1)
Connected (9,2,1) -> (10,2,1)
Connected (9,2,1) -> (8,2,1)
Connected (9,2,1) -> (9,3,1)
Connected (9,2,1) -> (9,1,1)
Connected (9,2,1) -> (9,2,2)
Connected (9,2,1) -> (9,2,0)
====================
9,2,2 (9,2,2)
Connected (9,2,2) -> (10,2,2)
Connected (9,2,2) -> (8,2,2)
Connected (9,2,2) -> (9,3,2)
Connected (9,2,2) -> (9,1,2)
Connected (9,2,2) -> (9,2,3)
Connected (9,2,2) -> (9,2,1)
====================
9,2,3 (9,2,3)
Connected (9,2,3) -> (10,2,3)
Connected (9,2,3) -> (8,2,3)
Connected (9,2,3) -> (9,3,3)
Connected (9,2,3) -> (9,1,3)
Connected (9,2,3) -> (9,2,4)
Connected (9,2,3) -> (9,2,2)
====================
9,2,4 (9,2,4)
Connected (9,2,4) -> (10,2,4)
Connected (9,2,4) -> (8,2,4)
Connected (9,2,4) -> (9,3,4)
Connected (9,2,4) -> (9,1,4)
Connected (9,2,4) -> (9,2,5)
Connected (9,2,4) -> (9,2,3)
====================
9,2,5 (9,2,5)
Ignored (10,2,5) because a block exists there.
Ignored (8,2,5) because a block exists there.
Ignored (9,3,5) because a block exists there.
Connected (9,2,5) -> (9,1,5)
Connected (9,2,5) -> (9,2,6)
Connected (9,2,5) -> (9,2,4)
====================
9,2,6 (9,2,6)
Ignored (10,2,6) because a block exists there.
Connected (9,2,6) -> (8,2,6)
Ignored (9,3,6) because a block exists there.
Connected (9,2,6) -> (9,1,6)
Ignored (9,2,7) because a block exists there.
Connected (9,2,6) -> (9,2,5)
====================
9,2,17 (9,2,17)
Connected (9,2,17) -> (10,2,17)
Connected (9,2,17) -> (8,2,17)
Connected (9,2,17) -> (9,3,17)
Connected (9,2,17) -> (9,1,17)
Connected (9,2,17) -> (9,2,18)
Ignored (9,2,16) because a block exists there.
====================
9,2,18 (9,2,18)
Connected (9,2,18) -> (10,2,18)
Connected (9,2,18) -> (8,2,18)
Connected (9,2,18) -> (9,3,18)
Connected (9,2,18) -> (9,1,18)
Connected (9,2,18) -> (9,2,19)
Connected (9,2,18) -> (9,2,17)
====================
9,2,19 (9,2,19)
Connected (9,2,19) -> (10,2,19)
Connected (9,2,19) -> (8,2,19)
Connected (9,2,19) -> (9,3,19)
Connected (9,2,19) -> (9,1,19)
Connected (9,2,19) -> (9,2,20)
Connected (9,2,19) -> (9,2,18)
====================
9,2,20 (9,2,20)
Connected (9,2,20) -> (10,2,20)
Connected (9,2,20) -> (8,2,20)
Connected (9,2,20) -> (9,3,20)
Connected (9,2,20) -> (9,1,20)
Ignored (9,2,21) because it's out of bounds.
Connected (9,2,20) -> (9,2,19)
====================
9,3,-1 (9,3,-1)
Connected (9,3,-1) -> (10,3,-1)
Connected (9,3,-1) -> (8,3,-1)
Connected (9,3,-1) -> (9,4,-1)
Connected (9,3,-1) -> (9,2,-1)
Connected (9,3,-1) -> (9,3,0)
Ignored (9,3,-2) because it's out of bounds.
====================
9,3,0 (9,3,0)
Connected (9,3,0) -> (10,3,0)
Connected (9,3,0) -> (8,3,0)
Connected (9,3,0) -> (9,4,0)
Connected (9,3,0) -> (9,2,0)
Connected (9,3,0) -> (9,3,1)
Connected (9,3,0) -> (9,3,-1)
====================
9,3,1 (9,3,1)
Connected (9,3,1) -> (10,3,1)
Connected (9,3,1) -> (8,3,1)
Connected (9,3,1) -> (9,4,1)
Connected (9,3,1) -> (9,2,1)
Connected (9,3,1) -> (9,3,2)
Connected (9,3,1) -> (9,3,0)
====================
9,3,2 (9,3,2)
Connected (9,3,2) -> (10,3,2)
Connected (9,3,2) -> (8,3,2)
Connected (9,3,2) -> (9,4,2)
Connected (9,3,2) -> (9,2,2)
Connected (9,3,2) -> (9,3,3)
Connected (9,3,2) -> (9,3,1)
====================
9,3,3 (9,3,3)
Connected (9,3,3) -> (10,3,3)
Connected (9,3,3) -> (8,3,3)
Ignored (9,4,3) because a block exists there.
Connected (9,3,3) -> (9,2,3)
Connected (9,3,3) -> (9,3,4)
Connected (9,3,3) -> (9,3,2)
====================
9,3,4 (9,3,4)
Ignored (10,3,4) because a block exists there.
Connected (9,3,4) -> (8,3,4)
Ignored (9,4,4) because a block exists there.
Connected (9,3,4) -> (9,2,4)
Ignored (9,3,5) because a block exists there.
Connected (9,3,4) -> (9,3,3)
====================
9,3,9 (9,3,9)
Ignored (10,3,9) because a block exists there.
Ignored (8,3,9) because a block exists there.
Ignored (9,4,9) because a block exists there.
Ignored (9,2,9) because a block exists there.
Connected (9,3,9) -> (9,3,10)
Ignored (9,3,8) because a block exists there.
====================
9,3,10 (9,3,10)
Connected (9,3,10) -> (10,3,10)
Ignored (8,3,10) because a block exists there.
Connected (9,3,10) -> (9,4,10)
Ignored (9,2,10) because a block exists there.
Ignored (9,3,11) because a block exists there.
Connected (9,3,10) -> (9,3,9)
====================
9,3,17 (9,3,17)
Connected (9,3,17) -> (10,3,17)
Connected (9,3,17) -> (8,3,17)
Ignored (9,4,17) because a block exists there.
Connected (9,3,17) -> (9,2,17)
Connected (9,3,17) -> (9,3,18)
Ignored (9,3,16) because a block exists there.
====================
9,3,18 (9,3,18)
Connected (9,3,18) -> (10,3,18)
Connected (9,3,18) -> (8,3,18)
Connected (9,3,18) -> (9,4,18)
Connected (9,3,18) -> (9,2,18)
Connected (9,3,18) -> (9,3,19)
Connected (9,3,18) -> (9,3,17)
====================
9,3,19 (9,3,19)
Connected (9,3,19) -> (10,3,19)
Connected (9,3,19) -> (8,3,19)
Connected (9,3,19) -> (9,4,19)
Connected (9,3,19) -> (9,2,19)
Connected (9,3,19) -> (9,3,20)
Connected (9,3,19) -> (9,3,18)
====================
9,3,20 (9,3,20)
Connected (9,3,20) -> (10,3,20)
Connected (9,3,20) -> (8,3,20)
Connected (9,3,20) -> (9,4,20)
Connected (9,3,20) -> (9,2,20)
Ignored (9,3,21) because it's out of bounds.
Connected (9,3,20) -> (9,3,19)
====================
9,4,-1 (9,4,-1)
Connected (9,4,-1) -> (10,4,-1)
Connected (9,4,-1) -> (8,4,-1)
Connected (9,4,-1) -> (9,5,-1)
Connected (9,4,-1) -> (9,3,-1)
Connected (9,4,-1) -> (9,4,0)
Ignored (9,4,-2) because it's out of bounds.
====================
9,4,0 (9,4,0)
Connected (9,4,0) -> (10,4,0)
Connected (9,4,0) -> (8,4,0)
Connected (9,4,0) -> (9,5,0)
Connected (9,4,0) -> (9,3,0)
Connected (9,4,0) -> (9,4,1)
Connected (9,4,0) -> (9,4,-1)
====================
9,4,1 (9,4,1)
Connected (9,4,1) -> (10,4,1)
Connected (9,4,1) -> (8,4,1)
Ignored (9,5,1) because a block exists there.
Connected (9,4,1) -> (9,3,1)
Connected (9,4,1) -> (9,4,2)
Connected (9,4,1) -> (9,4,0)
====================
9,4,2 (9,4,2)
Ignored (10,4,2) because a block exists there.
Ignored (8,4,2) because a block exists there.
Ignored (9,5,2) because a block exists there.
Connected (9,4,2) -> (9,3,2)
Ignored (9,4,3) because a block exists there.
Connected (9,4,2) -> (9,4,1)
====================
9,4,7 (9,4,7)
Ignored (10,4,7) because a block exists there.
Connected (9,4,7) -> (8,4,7)
Ignored (9,5,7) because a block exists there.
Ignored (9,3,7) because a block exists there.
Connected (9,4,7) -> (9,4,8)
Ignored (9,4,6) because a block exists there.
====================
9,4,8 (9,4,8)
Connected (9,4,8) -> (10,4,8)
Connected (9,4,8) -> (8,4,8)
Connected (9,4,8) -> (9,5,8)
Ignored (9,3,8) because a block exists there.
Ignored (9,4,9) because a block exists there.
Connected (9,4,8) -> (9,4,7)
====================
9,4,10 (9,4,10)
Ignored (10,4,10) because a block exists there.
Ignored (8,4,10) because a block exists there.
Connected (9,4,10) -> (9,5,10)
Connected (9,4,10) -> (9,3,10)
Connected (9,4,10) -> (9,4,11)
Ignored (9,4,9) because a block exists there.
====================
9,4,11 (9,4,11)
Connected (9,4,11) -> (10,4,11)
Connected (9,4,11) -> (8,4,11)
Ignored (9,5,11) because a block exists there.
Ignored (9,3,11) because a block exists there.
Connected (9,4,11) -> (9,4,12)
Connected (9,4,11) -> (9,4,10)
====================
9,4,12 (9,4,12)
Ignored (10,4,12) because a block exists there.
Ignored (8,4,12) because a block exists there.
Connected (9,4,12) -> (9,5,12)
Ignored (9,3,12) because a block exists there.
Ignored (9,4,13) because a block exists there.
Connected (9,4,12) -> (9,4,11)
====================
9,4,16 (9,4,16)
Ignored (10,4,16) because a block exists there.
Ignored (8,4,16) because a block exists there.
Ignored (9,5,16) because a block exists there.
Ignored (9,3,16) because a block exists there.
Ignored (9,4,17) because a block exists there.
Ignored (9,4,15) because a block exists there.
====================
9,4,18 (9,4,18)
Connected (9,4,18) -> (10,4,18)
Connected (9,4,18) -> (8,4,18)
Connected (9,4,18) -> (9,5,18)
Connected (9,4,18) -> (9,3,18)
Connected (9,4,18) -> (9,4,19)
Ignored (9,4,17) because a block exists there.
====================
9,4,19 (9,4,19)
Connected (9,4,19) -> (10,4,19)
Connected (9,4,19) -> (8,4,19)
Connected (9,4,19) -> (9,5,19)
Connected (9,4,19) -> (9,3,19)
Connected (9,4,19) -> (9,4,20)
Connected (9,4,19) -> (9,4,18)
====================
9,4,20 (9,4,20)
Connected (9,4,20) -> (10,4,20)
Connected (9,4,20) -> (8,4,20)
Connected (9,4,20) -> (9,5,20)
Connected (9,4,20) -> (9,3,20)
Ignored (9,4,21) because it's out of bounds.
Connected (9,4,20) -> (9,4,19)
====================
9,5,-1 (9,5,-1)
Connected (9,5,-1) -> (10,5,-1)
Connected (9,5,-1) -> (8,5,-1)
Connected (9,5,-1) -> (9,6,-1)
Connected (9,5,-1) -> (9,4,-1)
Connected (9,5,-1) -> (9,5,0)
Ignored (9,5,-2) because it's out of bounds.
====================
9,5,0 (9,5,0)
Connected (9,5,0) -> (10,5,0)
Connected (9,5,0) -> (8,5,0)
Connected (9,5,0) -> (9,6,0)
Connected (9,5,0) -> (9,4,0)
Ignored (9,5,1) because a block exists there.
Connected (9,5,0) -> (9,5,-1)
====================
9,5,5 (9,5,5)
Ignored (10,5,5) because a block exists there.
Ignored (8,5,5) because a block exists there.
Ignored (9,6,5) because a block exists there.
Ignored (9,4,5) because a block exists there.
Connected (9,5,5) -> (9,5,6)
Ignored (9,5,4) because a block exists there.
====================
9,5,6 (9,5,6)
Connected (9,5,6) -> (10,5,6)
Connected (9,5,6) -> (8,5,6)
Connected (9,5,6) -> (9,6,6)
Ignored (9,4,6) because a block exists there.
Ignored (9,5,7) because a block exists there.
Connected (9,5,6) -> (9,5,5)
====================
9,5,8 (9,5,8)
Connected (9,5,8) -> (10,5,8)
Connected (9,5,8) -> (8,5,8)
Connected (9,5,8) -> (9,6,8)
Connected (9,5,8) -> (9,4,8)
Connected (9,5,8) -> (9,5,9)
Ignored (9,5,7) because a block exists there.
====================
9,5,9 (9,5,9)
Connected (9,5,9) -> (10,5,9)
Connected (9,5,9) -> (8,5,9)
Connected (9,5,9) -> (9,6,9)
Ignored (9,4,9) because a block exists there.
Connected (9,5,9) -> (9,5,10)
Connected (9,5,9) -> (9,5,8)
====================
9,5,10 (9,5,10)
Connected (9,5,10) -> (10,5,10)
Connected (9,5,10) -> (8,5,10)
Connected (9,5,10) -> (9,6,10)
Connected (9,5,10) -> (9,4,10)
Ignored (9,5,11) because a block exists there.
Connected (9,5,10) -> (9,5,9)
====================
9,5,12 (9,5,12)
Connected (9,5,12) -> (10,5,12)
Connected (9,5,12) -> (8,5,12)
Connected (9,5,12) -> (9,6,12)
Connected (9,5,12) -> (9,4,12)
Ignored (9,5,13) because a block exists there.
Ignored (9,5,11) because a block exists there.
====================
9,5,18 (9,5,18)
Connected (9,5,18) -> (10,5,18)
Connected (9,5,18) -> (8,5,18)
Connected (9,5,18) -> (9,6,18)
Connected (9,5,18) -> (9,4,18)
Connected (9,5,18) -> (9,5,19)
Ignored (9,5,17) because a block exists there.
====================
9,5,19 (9,5,19)
Connected (9,5,19) -> (10,5,19)
Connected (9,5,19) -> (8,5,19)
Connected (9,5,19) -> (9,6,19)
Connected (9,5,19) -> (9,4,19)
Connected (9,5,19) -> (9,5,20)
Connected (9,5,19) -> (9,5,18)
====================
9,5,20 (9,5,20)
Connected (9,5,20) -> (10,5,20)
Connected (9,5,20) -> (8,5,20)
Connected (9,5,20) -> (9,6,20)
Connected (9,5,20) -> (9,4,20)
Ignored (9,5,21) because it's out of bounds.
Connected (9,5,20) -> (9,5,19)
====================
9,6,-1 (9,6,-1)
Connected (9,6,-1) -> (10,6,-1)
Connected (9,6,-1) -> (8,6,-1)
Connected (9,6,-1) -> (9,7,-1)
Connected (9,6,-1) -> (9,5,-1)
Connected (9,6,-1) -> (9,6,0)
Ignored (9,6,-2) because it's out of bounds.
====================
9,6,0 (9,6,0)
Connected (9,6,0) -> (10,6,0)
Connected (9,6,0) -> (8,6,0)
Connected (9,6,0) -> (9,7,0)
Connected (9,6,0) -> (9,5,0)
Ignored (9,6,1) because a block exists there.
Connected (9,6,0) -> (9,6,-1)
====================
9,6,4 (9,6,4)
Ignored (10,6,4) because a block exists there.
Ignored (8,6,4) because a block exists there.
Ignored (9,7,4) because a block exists there.
Ignored (9,5,4) because a block exists there.
Ignored (9,6,5) because a block exists there.
Ignored (9,6,3) because a block exists there.
====================
9,6,6 (9,6,6)
Connected (9,6,6) -> (10,6,6)
Connected (9,6,6) -> (8,6,6)
Connected (9,6,6) -> (9,7,6)
Connected (9,6,6) -> (9,5,6)
Connected (9,6,6) -> (9,6,7)
Ignored (9,6,5) because a block exists there.
====================
9,6,7 (9,6,7)
Connected (9,6,7) -> (10,6,7)
Connected (9,6,7) -> (8,6,7)
Connected (9,6,7) -> (9,7,7)
Ignored (9,5,7) because a block exists there.
Connected (9,6,7) -> (9,6,8)
Connected (9,6,7) -> (9,6,6)
====================
9,6,8 (9,6,8)
Connected (9,6,8) -> (10,6,8)
Connected (9,6,8) -> (8,6,8)
Connected (9,6,8) -> (9,7,8)
Connected (9,6,8) -> (9,5,8)
Connected (9,6,8) -> (9,6,9)
Connected (9,6,8) -> (9,6,7)
====================
9,6,9 (9,6,9)
Connected (9,6,9) -> (10,6,9)
Connected (9,6,9) -> (8,6,9)
Connected (9,6,9) -> (9,7,9)
Connected (9,6,9) -> (9,5,9)
Connected (9,6,9) -> (9,6,10)
Connected (9,6,9) -> (9,6,8)
====================
9,6,10 (9,6,10)
Connected (9,6,10) -> (10,6,10)
Connected (9,6,10) -> (8,6,10)
Connected (9,6,10) -> (9,7,10)
Connected (9,6,10) -> (9,5,10)
Connected (9,6,10) -> (9,6,11)
Connected (9,6,10) -> (9,6,9)
====================
9,6,11 (9,6,11)
Connected (9,6,11) -> (10,6,11)
Connected (9,6,11) -> (8,6,11)
Connected (9,6,11) -> (9,7,11)
Ignored (9,5,11) because a block exists there.
Connected (9,6,11) -> (9,6,12)
Connected (9,6,11) -> (9,6,10)
====================
9,6,12 (9,6,12)
Connected (9,6,12) -> (10,6,12)
Connected (9,6,12) -> (8,6,12)
Connected (9,6,12) -> (9,7,12)
Connected (9,6,12) -> (9,5,12)
Connected (9,6,12) -> (9,6,13)
Connected (9,6,12) -> (9,6,11)
====================
9,6,13 (9,6,13)
Connected (9,6,13) -> (10,6,13)
Connected (9,6,13) -> (8,6,13)
Ignored (9,7,13) because a block exists there.
Ignored (9,5,13) because a block exists there.
Connected (9,6,13) -> (9,6,14)
Connected (9,6,13) -> (9,6,12)
====================
9,6,14 (9,6,14)
Connected (9,6,14) -> (10,6,14)
Connected (9,6,14) -> (8,6,14)
Connected (9,6,14) -> (9,7,14)
Ignored (9,5,14) because a block exists there.
Connected (9,6,14) -> (9,6,15)
Connected (9,6,14) -> (9,6,13)
====================
9,6,15 (9,6,15)
Ignored (10,6,15) because a block exists there.
Connected (9,6,15) -> (8,6,15)
Connected (9,6,15) -> (9,7,15)
Ignored (9,5,15) because a block exists there.
Ignored (9,6,16) because a block exists there.
Connected (9,6,15) -> (9,6,14)
====================
9,6,18 (9,6,18)
Ignored (10,6,18) because a block exists there.
Connected (9,6,18) -> (8,6,18)
Ignored (9,7,18) because a block exists there.
Connected (9,6,18) -> (9,5,18)
Connected (9,6,18) -> (9,6,19)
Ignored (9,6,17) because a block exists there.
====================
9,6,19 (9,6,19)
Connected (9,6,19) -> (10,6,19)
Connected (9,6,19) -> (8,6,19)
Connected (9,6,19) -> (9,7,19)
Connected (9,6,19) -> (9,5,19)
Connected (9,6,19) -> (9,6,20)
Connected (9,6,19) -> (9,6,18)
====================
9,6,20 (9,6,20)
Connected (9,6,20) -> (10,6,20)
Connected (9,6,20) -> (8,6,20)
Connected (9,6,20) -> (9,7,20)
Connected (9,6,20) -> (9,5,20)
Ignored (9,6,21) because it's out of bounds.
Connected (9,6,20) -> (9,6,19)
====================
9,7,-1 (9,7,-1)
Connected (9,7,-1) -> (10,7,-1)
Connected (9,7,-1) -> (8,7,-1)
Connected (9,7,-1) -> (9,8,-1)
Connected (9,7,-1) -> (9,6,-1)
Connected (9,7,-1) -> (9,7,0)
Ignored (9,7,-2) because it's out of bounds.
====================
9,7,0 (9,7,0)
Connected (9,7,0) -> (10,7,0)
Connected (9,7,0) -> (8,7,0)
Connected (9,7,0) -> (9,8,0)
Connected (9,7,0) -> (9,6,0)
Connected (9,7,0) -> (9,7,1)
Connected (9,7,0) -> (9,7,-1)
====================
9,7,1 (9,7,1)
Ignored (10,7,1) because a block exists there.
Connected (9,7,1) -> (8,7,1)
Ignored (9,8,1) because a block exists there.
Ignored (9,6,1) because a block exists there.
Ignored (9,7,2) because a block exists there.
Connected (9,7,1) -> (9,7,0)
====================
9,7,5 (9,7,5)
Connected (9,7,5) -> (10,7,5)
Connected (9,7,5) -> (8,7,5)
Connected (9,7,5) -> (9,8,5)
Ignored (9,6,5) because a block exists there.
Connected (9,7,5) -> (9,7,6)
Ignored (9,7,4) because a block exists there.
====================
9,7,6 (9,7,6)
Connected (9,7,6) -> (10,7,6)
Connected (9,7,6) -> (8,7,6)
Connected (9,7,6) -> (9,8,6)
Connected (9,7,6) -> (9,6,6)
Connected (9,7,6) -> (9,7,7)
Connected (9,7,6) -> (9,7,5)
====================
9,7,7 (9,7,7)
Connected (9,7,7) -> (10,7,7)
Connected (9,7,7) -> (8,7,7)
Connected (9,7,7) -> (9,8,7)
Connected (9,7,7) -> (9,6,7)
Connected (9,7,7) -> (9,7,8)
Connected (9,7,7) -> (9,7,6)
====================
9,7,8 (9,7,8)
Connected (9,7,8) -> (10,7,8)
Connected (9,7,8) -> (8,7,8)
Connected (9,7,8) -> (9,8,8)
Connected (9,7,8) -> (9,6,8)
Connected (9,7,8) -> (9,7,9)
Connected (9,7,8) -> (9,7,7)
====================
9,7,9 (9,7,9)
Connected (9,7,9) -> (10,7,9)
Connected (9,7,9) -> (8,7,9)
Connected (9,7,9) -> (9,8,9)
Connected (9,7,9) -> (9,6,9)
Connected (9,7,9) -> (9,7,10)
Connected (9,7,9) -> (9,7,8)
====================
9,7,10 (9,7,10)
Connected (9,7,10) -> (10,7,10)
Connected (9,7,10) -> (8,7,10)
Connected (9,7,10) -> (9,8,10)
Connected (9,7,10) -> (9,6,10)
Connected (9,7,10) -> (9,7,11)
Connected (9,7,10) -> (9,7,9)
====================
9,7,11 (9,7,11)
Connected (9,7,11) -> (10,7,11)
Connected (9,7,11) -> (8,7,11)
Connected (9,7,11) -> (9,8,11)
Connected (9,7,11) -> (9,6,11)
Connected (9,7,11) -> (9,7,12)
Connected (9,7,11) -> (9,7,10)
====================
9,7,12 (9,7,12)
Connected (9,7,12) -> (10,7,12)
Connected (9,7,12) -> (8,7,12)
Connected (9,7,12) -> (9,8,12)
Connected (9,7,12) -> (9,6,12)
Ignored (9,7,13) because a block exists there.
Connected (9,7,12) -> (9,7,11)
====================
9,7,14 (9,7,14)
Connected (9,7,14) -> (10,7,14)
Connected (9,7,14) -> (8,7,14)
Connected (9,7,14) -> (9,8,14)
Connected (9,7,14) -> (9,6,14)
Connected (9,7,14) -> (9,7,15)
Ignored (9,7,13) because a block exists there.
====================
9,7,15 (9,7,15)
Connected (9,7,15) -> (10,7,15)
Connected (9,7,15) -> (8,7,15)
Connected (9,7,15) -> (9,8,15)
Connected (9,7,15) -> (9,6,15)
Ignored (9,7,16) because a block exists there.
Connected (9,7,15) -> (9,7,14)
====================
9,7,19 (9,7,19)
Connected (9,7,19) -> (10,7,19)
Connected (9,7,19) -> (8,7,19)
Connected (9,7,19) -> (9,8,19)
Connected (9,7,19) -> (9,6,19)
Connected (9,7,19) -> (9,7,20)
Ignored (9,7,18) because a block exists there.
====================
9,7,20 (9,7,20)
Connected (9,7,20) -> (10,7,20)
Connected (9,7,20) -> (8,7,20)
Connected (9,7,20) -> (9,8,20)
Connected (9,7,20) -> (9,6,20)
Ignored (9,7,21) because it's out of bounds.
Connected (9,7,20) -> (9,7,19)
====================
9,8,-1 (9,8,-1)
Connected (9,8,-1) -> (10,8,-1)
Connected (9,8,-1) -> (8,8,-1)
Connected (9,8,-1) -> (9,9,-1)
Connected (9,8,-1) -> (9,7,-1)
Connected (9,8,-1) -> (9,8,0)
Ignored (9,8,-2) because it's out of bounds.
====================
9,8,0 (9,8,0)
Connected (9,8,0) -> (10,8,0)
Connected (9,8,0) -> (8,8,0)
Connected (9,8,0) -> (9,9,0)
Connected (9,8,0) -> (9,7,0)
Ignored (9,8,1) because a block exists there.
Connected (9,8,0) -> (9,8,-1)
====================
9,8,4 (9,8,4)
Connected (9,8,4) -> (10,8,4)
Ignored (8,8,4) because a block exists there.
Connected (9,8,4) -> (9,9,4)
Ignored (9,7,4) because a block exists there.
Connected (9,8,4) -> (9,8,5)
Ignored (9,8,3) because a block exists there.
====================
9,8,5 (9,8,5)
Connected (9,8,5) -> (10,8,5)
Connected (9,8,5) -> (8,8,5)
Connected (9,8,5) -> (9,9,5)
Connected (9,8,5) -> (9,7,5)
Connected (9,8,5) -> (9,8,6)
Connected (9,8,5) -> (9,8,4)
====================
9,8,6 (9,8,6)
Connected (9,8,6) -> (10,8,6)
Connected (9,8,6) -> (8,8,6)
Connected (9,8,6) -> (9,9,6)
Connected (9,8,6) -> (9,7,6)
Connected (9,8,6) -> (9,8,7)
Connected (9,8,6) -> (9,8,5)
====================
9,8,7 (9,8,7)
Connected (9,8,7) -> (10,8,7)
Connected (9,8,7) -> (8,8,7)
Connected (9,8,7) -> (9,9,7)
Connected (9,8,7) -> (9,7,7)
Connected (9,8,7) -> (9,8,8)
Connected (9,8,7) -> (9,8,6)
====================
9,8,8 (9,8,8)
Connected (9,8,8) -> (10,8,8)
Connected (9,8,8) -> (8,8,8)
Connected (9,8,8) -> (9,9,8)
Connected (9,8,8) -> (9,7,8)
Connected (9,8,8) -> (9,8,9)
Connected (9,8,8) -> (9,8,7)
====================
9,8,9 (9,8,9)
Connected (9,8,9) -> (10,8,9)
Connected (9,8,9) -> (8,8,9)
Connected (9,8,9) -> (9,9,9)
Connected (9,8,9) -> (9,7,9)
Connected (9,8,9) -> (9,8,10)
Connected (9,8,9) -> (9,8,8)
====================
9,8,10 (9,8,10)
Connected (9,8,10) -> (10,8,10)
Connected (9,8,10) -> (8,8,10)
Connected (9,8,10) -> (9,9,10)
Connected (9,8,10) -> (9,7,10)
Connected (9,8,10) -> (9,8,11)
Connected (9,8,10) -> (9,8,9)
====================
9,8,11 (9,8,11)
Connected (9,8,11) -> (10,8,11)
Connected (9,8,11) -> (8,8,11)
Connected (9,8,11) -> (9,9,11)
Connected (9,8,11) -> (9,7,11)
Connected (9,8,11) -> (9,8,12)
Connected (9,8,11) -> (9,8,10)
====================
9,8,12 (9,8,12)
Connected (9,8,12) -> (10,8,12)
Connected (9,8,12) -> (8,8,12)
Connected (9,8,12) -> (9,9,12)
Connected (9,8,12) -> (9,7,12)
Connected (9,8,12) -> (9,8,13)
Connected (9,8,12) -> (9,8,11)
====================
9,8,13 (9,8,13)
Connected (9,8,13) -> (10,8,13)
Connected (9,8,13) -> (8,8,13)
Connected (9,8,13) -> (9,9,13)
Ignored (9,7,13) because a block exists there.
Connected (9,8,13) -> (9,8,14)
Connected (9,8,13) -> (9,8,12)
====================
9,8,14 (9,8,14)
Connected (9,8,14) -> (10,8,14)
Connected (9,8,14) -> (8,8,14)
Connected (9,8,14) -> (9,9,14)
Connected (9,8,14) -> (9,7,14)
Connected (9,8,14) -> (9,8,15)
Connected (9,8,14) -> (9,8,13)
====================
9,8,15 (9,8,15)
Connected (9,8,15) -> (10,8,15)
Ignored (8,8,15) because a block exists there.
Connected (9,8,15) -> (9,9,15)
Connected (9,8,15) -> (9,7,15)
Ignored (9,8,16) because a block exists there.
Connected (9,8,15) -> (9,8,14)
====================
9,8,19 (9,8,19)
Connected (9,8,19) -> (10,8,19)
Connected (9,8,19) -> (8,8,19)
Ignored (9,9,19) because a block exists there.
Connected (9,8,19) -> (9,7,19)
Connected (9,8,19) -> (9,8,20)
Ignored (9,8,18) because a block exists there.
====================
9,8,20 (9,8,20)
Connected (9,8,20) -> (10,8,20)
Connected (9,8,20) -> (8,8,20)
Connected (9,8,20) -> (9,9,20)
Connected (9,8,20) -> (9,7,20)
Ignored (9,8,21) because it's out of bounds.
Connected (9,8,20) -> (9,8,19)
====================
9,9,-1 (9,9,-1)
Connected (9,9,-1) -> (10,9,-1)
Connected (9,9,-1) -> (8,9,-1)
Connected (9,9,-1) -> (9,10,-1)
Connected (9,9,-1) -> (9,8,-1)
Connected (9,9,-1) -> (9,9,0)
Ignored (9,9,-2) because it's out of bounds.
====================
9,9,0 (9,9,0)
Ignored (10,9,0) because a block exists there.
Connected (9,9,0) -> (8,9,0)
Connected (9,9,0) -> (9,10,0)
Connected (9,9,0) -> (9,8,0)
Ignored (9,9,1) because a block exists there.
Connected (9,9,0) -> (9,9,-1)
====================
9,9,3 (9,9,3)
Ignored (10,9,3) because a block exists there.
Ignored (8,9,3) because a block exists there.
Connected (9,9,3) -> (9,10,3)
Ignored (9,8,3) because a block exists there.
Connected (9,9,3) -> (9,9,4)
Ignored (9,9,2) because a block exists there.
====================
9,9,4 (9,9,4)
Connected (9,9,4) -> (10,9,4)
Ignored (8,9,4) because a block exists there.
Connected (9,9,4) -> (9,10,4)
Connected (9,9,4) -> (9,8,4)
Connected (9,9,4) -> (9,9,5)
Connected (9,9,4) -> (9,9,3)
====================
9,9,5 (9,9,5)
Connected (9,9,5) -> (10,9,5)
Connected (9,9,5) -> (8,9,5)
Connected (9,9,5) -> (9,10,5)
Connected (9,9,5) -> (9,8,5)
Connected (9,9,5) -> (9,9,6)
Connected (9,9,5) -> (9,9,4)
====================
9,9,6 (9,9,6)
Connected (9,9,6) -> (10,9,6)
Connected (9,9,6) -> (8,9,6)
Connected (9,9,6) -> (9,10,6)
Connected (9,9,6) -> (9,8,6)
Connected (9,9,6) -> (9,9,7)
Connected (9,9,6) -> (9,9,5)
====================
9,9,7 (9,9,7)
Connected (9,9,7) -> (10,9,7)
Connected (9,9,7) -> (8,9,7)
Connected (9,9,7) -> (9,10,7)
Connected (9,9,7) -> (9,8,7)
Connected (9,9,7) -> (9,9,8)
Connected (9,9,7) -> (9,9,6)
====================
9,9,8 (9,9,8)
Connected (9,9,8) -> (10,9,8)
Connected (9,9,8) -> (8,9,8)
Connected (9,9,8) -> (9,10,8)
Connected (9,9,8) -> (9,8,8)
Connected (9,9,8) -> (9,9,9)
Connected (9,9,8) -> (9,9,7)
====================
9,9,9 (9,9,9)
Connected (9,9,9) -> (10,9,9)
Connected (9,9,9) -> (8,9,9)
Connected (9,9,9) -> (9,10,9)
Connected (9,9,9) -> (9,8,9)
Connected (9,9,9) -> (9,9,10)
Connected (9,9,9) -> (9,9,8)
====================
9,9,10 (9,9,10)
Connected (9,9,10) -> (10,9,10)
Connected (9,9,10) -> (8,9,10)
Connected (9,9,10) -> (9,10,10)
Connected (9,9,10) -> (9,8,10)
Connected (9,9,10) -> (9,9,11)
Connected (9,9,10) -> (9,9,9)
====================
9,9,11 (9,9,11)
Connected (9,9,11) -> (10,9,11)
Connected (9,9,11) -> (8,9,11)
Connected (9,9,11) -> (9,10,11)
Connected (9,9,11) -> (9,8,11)
Connected (9,9,11) -> (9,9,12)
Connected (9,9,11) -> (9,9,10)
====================
9,9,12 (9,9,12)
Connected (9,9,12) -> (10,9,12)
Connected (9,9,12) -> (8,9,12)
Connected (9,9,12) -> (9,10,12)
Connected (9,9,12) -> (9,8,12)
Connected (9,9,12) -> (9,9,13)
Connected (9,9,12) -> (9,9,11)
====================
9,9,13 (9,9,13)
Connected (9,9,13) -> (10,9,13)
Connected (9,9,13) -> (8,9,13)
Connected (9,9,13) -> (9,10,13)
Connected (9,9,13) -> (9,8,13)
Connected (9,9,13) -> (9,9,14)
Connected (9,9,13) -> (9,9,12)
====================
9,9,14 (9,9,14)
Connected (9,9,14) -> (10,9,14)
Connected (9,9,14) -> (8,9,14)
Connected (9,9,14) -> (9,10,14)
Connected (9,9,14) -> (9,8,14)
Connected (9,9,14) -> (9,9,15)
Connected (9,9,14) -> (9,9,13)
====================
9,9,15 (9,9,15)
Connected (9,9,15) -> (10,9,15)
Connected (9,9,15) -> (8,9,15)
Connected (9,9,15) -> (9,10,15)
Connected (9,9,15) -> (9,8,15)
Ignored (9,9,16) because a block exists there.
Connected (9,9,15) -> (9,9,14)
====================
9,9,20 (9,9,20)
Connected (9,9,20) -> (10,9,20)
Connected (9,9,20) -> (8,9,20)
Connected (9,9,20) -> (9,10,20)
Connected (9,9,20) -> (9,8,20)
Ignored (9,9,21) because it's out of bounds.
Ignored (9,9,19) because a block exists there.
====================
9,10,-1 (9,10,-1)
Connected (9,10,-1) -> (10,10,-1)
Connected (9,10,-1) -> (8,10,-1)
Connected (9,10,-1) -> (9,11,-1)
Connected (9,10,-1) -> (9,9,-1)
Connected (9,10,-1) -> (9,10,0)
Ignored (9,10,-2) because it's out of bounds.
====================
9,10,0 (9,10,0)
Connected (9,10,0) -> (10,10,0)
Connected (9,10,0) -> (8,10,0)
Ignored (9,11,0) because a block exists there.
Connected (9,10,0) -> (9,9,0)
Ignored (9,10,1) because a block exists there.
Connected (9,10,0) -> (9,10,-1)
====================
9,10,3 (9,10,3)
Connected (9,10,3) -> (10,10,3)
Connected (9,10,3) -> (8,10,3)
Ignored (9,11,3) because a block exists there.
Connected (9,10,3) -> (9,9,3)
Connected (9,10,3) -> (9,10,4)
Ignored (9,10,2) because a block exists there.
====================
9,10,4 (9,10,4)
Ignored (10,10,4) because a block exists there.
Connected (9,10,4) -> (8,10,4)
Connected (9,10,4) -> (9,11,4)
Connected (9,10,4) -> (9,9,4)
Connected (9,10,4) -> (9,10,5)
Connected (9,10,4) -> (9,10,3)
====================
9,10,5 (9,10,5)
Connected (9,10,5) -> (10,10,5)
Connected (9,10,5) -> (8,10,5)
Connected (9,10,5) -> (9,11,5)
Connected (9,10,5) -> (9,9,5)
Connected (9,10,5) -> (9,10,6)
Connected (9,10,5) -> (9,10,4)
====================
9,10,6 (9,10,6)
Connected (9,10,6) -> (10,10,6)
Connected (9,10,6) -> (8,10,6)
Connected (9,10,6) -> (9,11,6)
Connected (9,10,6) -> (9,9,6)
Connected (9,10,6) -> (9,10,7)
Connected (9,10,6) -> (9,10,5)
====================
9,10,7 (9,10,7)
Connected (9,10,7) -> (10,10,7)
Connected (9,10,7) -> (8,10,7)
Connected (9,10,7) -> (9,11,7)
Connected (9,10,7) -> (9,9,7)
Connected (9,10,7) -> (9,10,8)
Connected (9,10,7) -> (9,10,6)
====================
9,10,8 (9,10,8)
Connected (9,10,8) -> (10,10,8)
Connected (9,10,8) -> (8,10,8)
Connected (9,10,8) -> (9,11,8)
Connected (9,10,8) -> (9,9,8)
Connected (9,10,8) -> (9,10,9)
Connected (9,10,8) -> (9,10,7)
====================
9,10,9 (9,10,9)
Connected (9,10,9) -> (10,10,9)
Connected (9,10,9) -> (8,10,9)
Connected (9,10,9) -> (9,11,9)
Connected (9,10,9) -> (9,9,9)
Connected (9,10,9) -> (9,10,10)
Connected (9,10,9) -> (9,10,8)
====================
9,10,10 (9,10,10)
Connected (9,10,10) -> (10,10,10)
Connected (9,10,10) -> (8,10,10)
Connected (9,10,10) -> (9,11,10)
Connected (9,10,10) -> (9,9,10)
Connected (9,10,10) -> (9,10,11)
Connected (9,10,10) -> (9,10,9)
====================
9,10,11 (9,10,11)
Connected (9,10,11) -> (10,10,11)
Connected (9,10,11) -> (8,10,11)
Connected (9,10,11) -> (9,11,11)
Connected (9,10,11) -> (9,9,11)
Connected (9,10,11) -> (9,10,12)
Connected (9,10,11) -> (9,10,10)
====================
9,10,12 (9,10,12)
Connected (9,10,12) -> (10,10,12)
Connected (9,10,12) -> (8,10,12)
Connected (9,10,12) -> (9,11,12)
Connected (9,10,12) -> (9,9,12)
Connected (9,10,12) -> (9,10,13)
Connected (9,10,12) -> (9,10,11)
====================
9,10,13 (9,10,13)
Connected (9,10,13) -> (10,10,13)
Connected (9,10,13) -> (8,10,13)
Connected (9,10,13) -> (9,11,13)
Connected (9,10,13) -> (9,9,13)
Connected (9,10,13) -> (9,10,14)
Connected (9,10,13) -> (9,10,12)
====================
9,10,14 (9,10,14)
Connected (9,10,14) -> (10,10,14)
Connected (9,10,14) -> (8,10,14)
Connected (9,10,14) -> (9,11,14)
Connected (9,10,14) -> (9,9,14)
Connected (9,10,14) -> (9,10,15)
Connected (9,10,14) -> (9,10,13)
====================
9,10,15 (9,10,15)
Ignored (10,10,15) because a block exists there.
Connected (9,10,15) -> (8,10,15)
Connected (9,10,15) -> (9,11,15)
Connected (9,10,15) -> (9,9,15)
Ignored (9,10,16) because a block exists there.
Connected (9,10,15) -> (9,10,14)
====================
9,10,19 (9,10,19)
Connected (9,10,19) -> (10,10,19)
Connected (9,10,19) -> (8,10,19)
Connected (9,10,19) -> (9,11,19)
Ignored (9,9,19) because a block exists there.
Connected (9,10,19) -> (9,10,20)
Ignored (9,10,18) because a block exists there.
====================
9,10,20 (9,10,20)
Connected (9,10,20) -> (10,10,20)
Connected (9,10,20) -> (8,10,20)
Connected (9,10,20) -> (9,11,20)
Connected (9,10,20) -> (9,9,20)
Ignored (9,10,21) because it's out of bounds.
Connected (9,10,20) -> (9,10,19)
====================
9,11,-1 (9,11,-1)
Connected (9,11,-1) -> (10,11,-1)
Connected (9,11,-1) -> (8,11,-1)
Connected (9,11,-1) -> (9,12,-1)
Connected (9,11,-1) -> (9,10,-1)
Ignored (9,11,0) because a block exists there.
Ignored (9,11,-2) because it's out of bounds.
====================
9,11,4 (9,11,4)
Connected (9,11,4) -> (10,11,4)
Ignored (8,11,4) because a block exists there.
Ignored (9,12,4) because a block exists there.
Connected (9,11,4) -> (9,10,4)
Connected (9,11,4) -> (9,11,5)
Ignored (9,11,3) because a block exists there.
====================
9,11,5 (9,11,5)
Connected (9,11,5) -> (10,11,5)
Connected (9,11,5) -> (8,11,5)
Ignored (9,12,5) because a block exists there.
Connected (9,11,5) -> (9,10,5)
Connected (9,11,5) -> (9,11,6)
Connected (9,11,5) -> (9,11,4)
====================
9,11,6 (9,11,6)
Connected (9,11,6) -> (10,11,6)
Connected (9,11,6) -> (8,11,6)
Connected (9,11,6) -> (9,12,6)
Connected (9,11,6) -> (9,10,6)
Connected (9,11,6) -> (9,11,7)
Connected (9,11,6) -> (9,11,5)
====================
9,11,7 (9,11,7)
Connected (9,11,7) -> (10,11,7)
Connected (9,11,7) -> (8,11,7)
Connected (9,11,7) -> (9,12,7)
Connected (9,11,7) -> (9,10,7)
Connected (9,11,7) -> (9,11,8)
Connected (9,11,7) -> (9,11,6)
====================
9,11,8 (9,11,8)
Connected (9,11,8) -> (10,11,8)
Connected (9,11,8) -> (8,11,8)
Connected (9,11,8) -> (9,12,8)
Connected (9,11,8) -> (9,10,8)
Connected (9,11,8) -> (9,11,9)
Connected (9,11,8) -> (9,11,7)
====================
9,11,9 (9,11,9)
Connected (9,11,9) -> (10,11,9)
Connected (9,11,9) -> (8,11,9)
Connected (9,11,9) -> (9,12,9)
Connected (9,11,9) -> (9,10,9)
Connected (9,11,9) -> (9,11,10)
Connected (9,11,9) -> (9,11,8)
====================
9,11,10 (9,11,10)
Connected (9,11,10) -> (10,11,10)
Connected (9,11,10) -> (8,11,10)
Connected (9,11,10) -> (9,12,10)
Connected (9,11,10) -> (9,10,10)
Connected (9,11,10) -> (9,11,11)
Connected (9,11,10) -> (9,11,9)
====================
9,11,11 (9,11,11)
Connected (9,11,11) -> (10,11,11)
Connected (9,11,11) -> (8,11,11)
Connected (9,11,11) -> (9,12,11)
Connected (9,11,11) -> (9,10,11)
Connected (9,11,11) -> (9,11,12)
Connected (9,11,11) -> (9,11,10)
====================
9,11,12 (9,11,12)
Connected (9,11,12) -> (10,11,12)
Connected (9,11,12) -> (8,11,12)
Connected (9,11,12) -> (9,12,12)
Connected (9,11,12) -> (9,10,12)
Connected (9,11,12) -> (9,11,13)
Connected (9,11,12) -> (9,11,11)
====================
9,11,13 (9,11,13)
Connected (9,11,13) -> (10,11,13)
Connected (9,11,13) -> (8,11,13)
Connected (9,11,13) -> (9,12,13)
Connected (9,11,13) -> (9,10,13)
Connected (9,11,13) -> (9,11,14)
Connected (9,11,13) -> (9,11,12)
====================
9,11,14 (9,11,14)
Connected (9,11,14) -> (10,11,14)
Connected (9,11,14) -> (8,11,14)
Ignored (9,12,14) because a block exists there.
Connected (9,11,14) -> (9,10,14)
Connected (9,11,14) -> (9,11,15)
Connected (9,11,14) -> (9,11,13)
====================
9,11,15 (9,11,15)
Connected (9,11,15) -> (10,11,15)
Ignored (8,11,15) because a block exists there.
Connected (9,11,15) -> (9,12,15)
Connected (9,11,15) -> (9,10,15)
Ignored (9,11,16) because a block exists there.
Connected (9,11,15) -> (9,11,14)
====================
9,11,19 (9,11,19)
Connected (9,11,19) -> (10,11,19)
Connected (9,11,19) -> (8,11,19)
Connected (9,11,19) -> (9,12,19)
Connected (9,11,19) -> (9,10,19)
Connected (9,11,19) -> (9,11,20)
Ignored (9,11,18) because a block exists there.
====================
9,11,20 (9,11,20)
Connected (9,11,20) -> (10,11,20)
Connected (9,11,20) -> (8,11,20)
Connected (9,11,20) -> (9,12,20)
Connected (9,11,20) -> (9,10,20)
Ignored (9,11,21) because it's out of bounds.
Connected (9,11,20) -> (9,11,19)
====================
9,12,-1 (9,12,-1)
Connected (9,12,-1) -> (10,12,-1)
Connected (9,12,-1) -> (8,12,-1)
Connected (9,12,-1) -> (9,13,-1)
Connected (9,12,-1) -> (9,11,-1)
Connected (9,12,-1) -> (9,12,0)
Ignored (9,12,-2) because it's out of bounds.
====================
9,12,0 (9,12,0)
Connected (9,12,0) -> (10,12,0)
Connected (9,12,0) -> (8,12,0)
Connected (9,12,0) -> (9,13,0)
Ignored (9,11,0) because a block exists there.
Ignored (9,12,1) because a block exists there.
Connected (9,12,0) -> (9,12,-1)
====================
9,12,3 (9,12,3)
Ignored (10,12,3) because a block exists there.
Connected (9,12,3) -> (8,12,3)
Ignored (9,13,3) because a block exists there.
Ignored (9,11,3) because a block exists there.
Ignored (9,12,4) because a block exists there.
Ignored (9,12,2) because a block exists there.
====================
9,12,6 (9,12,6)
Connected (9,12,6) -> (10,12,6)
Connected (9,12,6) -> (8,12,6)
Connected (9,12,6) -> (9,13,6)
Connected (9,12,6) -> (9,11,6)
Connected (9,12,6) -> (9,12,7)
Ignored (9,12,5) because a block exists there.
====================
9,12,7 (9,12,7)
Connected (9,12,7) -> (10,12,7)
Connected (9,12,7) -> (8,12,7)
Connected (9,12,7) -> (9,13,7)
Connected (9,12,7) -> (9,11,7)
Connected (9,12,7) -> (9,12,8)
Connected (9,12,7) -> (9,12,6)
====================
9,12,8 (9,12,8)
Connected (9,12,8) -> (10,12,8)
Connected (9,12,8) -> (8,12,8)
Connected (9,12,8) -> (9,13,8)
Connected (9,12,8) -> (9,11,8)
Connected (9,12,8) -> (9,12,9)
Connected (9,12,8) -> (9,12,7)
====================
9,12,9 (9,12,9)
Connected (9,12,9) -> (10,12,9)
Connected (9,12,9) -> (8,12,9)
Connected (9,12,9) -> (9,13,9)
Connected (9,12,9) -> (9,11,9)
Connected (9,12,9) -> (9,12,10)
Connected (9,12,9) -> (9,12,8)
====================
9,12,10 (9,12,10)
Connected (9,12,10) -> (10,12,10)
Connected (9,12,10) -> (8,12,10)
Connected (9,12,10) -> (9,13,10)
Connected (9,12,10) -> (9,11,10)
Connected (9,12,10) -> (9,12,11)
Connected (9,12,10) -> (9,12,9)
====================
9,12,11 (9,12,11)
Connected (9,12,11) -> (10,12,11)
Connected (9,12,11) -> (8,12,11)
Connected (9,12,11) -> (9,13,11)
Connected (9,12,11) -> (9,11,11)
Connected (9,12,11) -> (9,12,12)
Connected (9,12,11) -> (9,12,10)
====================
9,12,12 (9,12,12)
Connected (9,12,12) -> (10,12,12)
Connected (9,12,12) -> (8,12,12)
Connected (9,12,12) -> (9,13,12)
Connected (9,12,12) -> (9,11,12)
Connected (9,12,12) -> (9,12,13)
Connected (9,12,12) -> (9,12,11)
====================
9,12,13 (9,12,13)
Connected (9,12,13) -> (10,12,13)
Connected (9,12,13) -> (8,12,13)
Connected (9,12,13) -> (9,13,13)
Connected (9,12,13) -> (9,11,13)
Ignored (9,12,14) because a block exists there.
Connected (9,12,13) -> (9,12,12)
====================
9,12,15 (9,12,15)
Connected (9,12,15) -> (10,12,15)
Ignored (8,12,15) because a block exists there.
Ignored (9,13,15) because a block exists there.
Connected (9,12,15) -> (9,11,15)
Ignored (9,12,16) because a block exists there.
Ignored (9,12,14) because a block exists there.
====================
9,12,19 (9,12,19)
Connected (9,12,19) -> (10,12,19)
Connected (9,12,19) -> (8,12,19)
Connected (9,12,19) -> (9,13,19)
Connected (9,12,19) -> (9,11,19)
Connected (9,12,19) -> (9,12,20)
Ignored (9,12,18) because a block exists there.
====================
9,12,20 (9,12,20)
Connected (9,12,20) -> (10,12,20)
Connected (9,12,20) -> (8,12,20)
Connected (9,12,20) -> (9,13,20)
Connected (9,12,20) -> (9,11,20)
Ignored (9,12,21) because it's out of bounds.
Connected (9,12,20) -> (9,12,19)
====================
9,13,-1 (9,13,-1)
Connected (9,13,-1) -> (10,13,-1)
Connected (9,13,-1) -> (8,13,-1)
Connected (9,13,-1) -> (9,14,-1)
Connected (9,13,-1) -> (9,12,-1)
Connected (9,13,-1) -> (9,13,0)
Ignored (9,13,-2) because it's out of bounds.
====================
9,13,0 (9,13,0)
Connected (9,13,0) -> (10,13,0)
Connected (9,13,0) -> (8,13,0)
Connected (9,13,0) -> (9,14,0)
Connected (9,13,0) -> (9,12,0)
Connected (9,13,0) -> (9,13,1)
Connected (9,13,0) -> (9,13,-1)
====================
9,13,1 (9,13,1)
Ignored (10,13,1) because a block exists there.
Ignored (8,13,1) because a block exists there.
Connected (9,13,1) -> (9,14,1)
Ignored (9,12,1) because a block exists there.
Ignored (9,13,2) because a block exists there.
Connected (9,13,1) -> (9,13,0)
====================
9,13,5 (9,13,5)
Connected (9,13,5) -> (10,13,5)
Connected (9,13,5) -> (8,13,5)
Ignored (9,14,5) because a block exists there.
Ignored (9,12,5) because a block exists there.
Connected (9,13,5) -> (9,13,6)
Ignored (9,13,4) because a block exists there.
====================
9,13,6 (9,13,6)
Connected (9,13,6) -> (10,13,6)
Connected (9,13,6) -> (8,13,6)
Connected (9,13,6) -> (9,14,6)
Connected (9,13,6) -> (9,12,6)
Connected (9,13,6) -> (9,13,7)
Connected (9,13,6) -> (9,13,5)
====================
9,13,7 (9,13,7)
Connected (9,13,7) -> (10,13,7)
Connected (9,13,7) -> (8,13,7)
Connected (9,13,7) -> (9,14,7)
Connected (9,13,7) -> (9,12,7)
Connected (9,13,7) -> (9,13,8)
Connected (9,13,7) -> (9,13,6)
====================
9,13,8 (9,13,8)
Connected (9,13,8) -> (10,13,8)
Connected (9,13,8) -> (8,13,8)
Connected (9,13,8) -> (9,14,8)
Connected (9,13,8) -> (9,12,8)
Connected (9,13,8) -> (9,13,9)
Connected (9,13,8) -> (9,13,7)
====================
9,13,9 (9,13,9)
Connected (9,13,9) -> (10,13,9)
Connected (9,13,9) -> (8,13,9)
Connected (9,13,9) -> (9,14,9)
Connected (9,13,9) -> (9,12,9)
Connected (9,13,9) -> (9,13,10)
Connected (9,13,9) -> (9,13,8)
====================
9,13,10 (9,13,10)
Connected (9,13,10) -> (10,13,10)
Connected (9,13,10) -> (8,13,10)
Connected (9,13,10) -> (9,14,10)
Connected (9,13,10) -> (9,12,10)
Connected (9,13,10) -> (9,13,11)
Connected (9,13,10) -> (9,13,9)
====================
9,13,11 (9,13,11)
Connected (9,13,11) -> (10,13,11)
Connected (9,13,11) -> (8,13,11)
Connected (9,13,11) -> (9,14,11)
Connected (9,13,11) -> (9,12,11)
Connected (9,13,11) -> (9,13,12)
Connected (9,13,11) -> (9,13,10)
====================
9,13,12 (9,13,12)
Connected (9,13,12) -> (10,13,12)
Connected (9,13,12) -> (8,13,12)
Connected (9,13,12) -> (9,14,12)
Connected (9,13,12) -> (9,12,12)
Connected (9,13,12) -> (9,13,13)
Connected (9,13,12) -> (9,13,11)
====================
9,13,13 (9,13,13)
Connected (9,13,13) -> (10,13,13)
Ignored (8,13,13) because a block exists there.
Connected (9,13,13) -> (9,14,13)
Connected (9,13,13) -> (9,12,13)
Connected (9,13,13) -> (9,13,14)
Connected (9,13,13) -> (9,13,12)
====================
9,13,14 (9,13,14)
Connected (9,13,14) -> (10,13,14)
Connected (9,13,14) -> (8,13,14)
Ignored (9,14,14) because a block exists there.
Ignored (9,12,14) because a block exists there.
Ignored (9,13,15) because a block exists there.
Connected (9,13,14) -> (9,13,13)
====================
9,13,18 (9,13,18)
Connected (9,13,18) -> (10,13,18)
Connected (9,13,18) -> (8,13,18)
Connected (9,13,18) -> (9,14,18)
Ignored (9,12,18) because a block exists there.
Connected (9,13,18) -> (9,13,19)
Ignored (9,13,17) because a block exists there.
====================
9,13,19 (9,13,19)
Connected (9,13,19) -> (10,13,19)
Connected (9,13,19) -> (8,13,19)
Connected (9,13,19) -> (9,14,19)
Connected (9,13,19) -> (9,12,19)
Connected (9,13,19) -> (9,13,20)
Connected (9,13,19) -> (9,13,18)
====================
9,13,20 (9,13,20)
Connected (9,13,20) -> (10,13,20)
Connected (9,13,20) -> (8,13,20)
Connected (9,13,20) -> (9,14,20)
Connected (9,13,20) -> (9,12,20)
Ignored (9,13,21) because it's out of bounds.
Connected (9,13,20) -> (9,13,19)
====================
9,14,-1 (9,14,-1)
Connected (9,14,-1) -> (10,14,-1)
Connected (9,14,-1) -> (8,14,-1)
Connected (9,14,-1) -> (9,15,-1)
Connected (9,14,-1) -> (9,13,-1)
Connected (9,14,-1) -> (9,14,0)
Ignored (9,14,-2) because it's out of bounds.
====================
9,14,0 (9,14,0)
Connected (9,14,0) -> (10,14,0)
Connected (9,14,0) -> (8,14,0)
Connected (9,14,0) -> (9,15,0)
Connected (9,14,0) -> (9,13,0)
Connected (9,14,0) -> (9,14,1)
Connected (9,14,0) -> (9,14,-1)
====================
9,14,1 (9,14,1)
Connected (9,14,1) -> (10,14,1)
Connected (9,14,1) -> (8,14,1)
Connected (9,14,1) -> (9,15,1)
Connected (9,14,1) -> (9,13,1)
Ignored (9,14,2) because a block exists there.
Connected (9,14,1) -> (9,14,0)
====================
9,14,6 (9,14,6)
Ignored (10,14,6) because a block exists there.
Connected (9,14,6) -> (8,14,6)
Ignored (9,15,6) because a block exists there.
Connected (9,14,6) -> (9,13,6)
Connected (9,14,6) -> (9,14,7)
Ignored (9,14,5) because a block exists there.
====================
9,14,7 (9,14,7)
Connected (9,14,7) -> (10,14,7)
Connected (9,14,7) -> (8,14,7)
Connected (9,14,7) -> (9,15,7)
Connected (9,14,7) -> (9,13,7)
Connected (9,14,7) -> (9,14,8)
Connected (9,14,7) -> (9,14,6)
====================
9,14,8 (9,14,8)
Connected (9,14,8) -> (10,14,8)
Connected (9,14,8) -> (8,14,8)
Ignored (9,15,8) because a block exists there.
Connected (9,14,8) -> (9,13,8)
Connected (9,14,8) -> (9,14,9)
Connected (9,14,8) -> (9,14,7)
====================
9,14,9 (9,14,9)
Connected (9,14,9) -> (10,14,9)
Connected (9,14,9) -> (8,14,9)
Connected (9,14,9) -> (9,15,9)
Connected (9,14,9) -> (9,13,9)
Connected (9,14,9) -> (9,14,10)
Connected (9,14,9) -> (9,14,8)
====================
9,14,10 (9,14,10)
Connected (9,14,10) -> (10,14,10)
Connected (9,14,10) -> (8,14,10)
Connected (9,14,10) -> (9,15,10)
Connected (9,14,10) -> (9,13,10)
Connected (9,14,10) -> (9,14,11)
Connected (9,14,10) -> (9,14,9)
====================
9,14,11 (9,14,11)
Connected (9,14,11) -> (10,14,11)
Connected (9,14,11) -> (8,14,11)
Connected (9,14,11) -> (9,15,11)
Connected (9,14,11) -> (9,13,11)
Connected (9,14,11) -> (9,14,12)
Connected (9,14,11) -> (9,14,10)
====================
9,14,12 (9,14,12)
Connected (9,14,12) -> (10,14,12)
Connected (9,14,12) -> (8,14,12)
Ignored (9,15,12) because a block exists there.
Connected (9,14,12) -> (9,13,12)
Connected (9,14,12) -> (9,14,13)
Connected (9,14,12) -> (9,14,11)
====================
9,14,13 (9,14,13)
Ignored (10,14,13) because a block exists there.
Connected (9,14,13) -> (8,14,13)
Connected (9,14,13) -> (9,15,13)
Connected (9,14,13) -> (9,13,13)
Ignored (9,14,14) because a block exists there.
Connected (9,14,13) -> (9,14,12)
====================
9,14,15 (9,14,15)
Ignored (10,14,15) because a block exists there.
Ignored (8,14,15) because a block exists there.
Ignored (9,15,15) because a block exists there.
Ignored (9,13,15) because a block exists there.
Ignored (9,14,16) because a block exists there.
Ignored (9,14,14) because a block exists there.
====================
9,14,18 (9,14,18)
Connected (9,14,18) -> (10,14,18)
Connected (9,14,18) -> (8,14,18)
Connected (9,14,18) -> (9,15,18)
Connected (9,14,18) -> (9,13,18)
Connected (9,14,18) -> (9,14,19)
Ignored (9,14,17) because a block exists there.
====================
9,14,19 (9,14,19)
Connected (9,14,19) -> (10,14,19)
Connected (9,14,19) -> (8,14,19)
Connected (9,14,19) -> (9,15,19)
Connected (9,14,19) -> (9,13,19)
Connected (9,14,19) -> (9,14,20)
Connected (9,14,19) -> (9,14,18)
====================
9,14,20 (9,14,20)
Connected (9,14,20) -> (10,14,20)
Connected (9,14,20) -> (8,14,20)
Connected (9,14,20) -> (9,15,20)
Connected (9,14,20) -> (9,13,20)
Ignored (9,14,21) because it's out of bounds.
Connected (9,14,20) -> (9,14,19)
====================
9,15,-1 (9,15,-1)
Connected (9,15,-1) -> (10,15,-1)
Connected (9,15,-1) -> (8,15,-1)
Connected (9,15,-1) -> (9,16,-1)
Connected (9,15,-1) -> (9,14,-1)
Connected (9,15,-1) -> (9,15,0)
Ignored (9,15,-2) because it's out of bounds.
====================
9,15,0 (9,15,0)
Connected (9,15,0) -> (10,15,0)
Connected (9,15,0) -> (8,15,0)
Connected (9,15,0) -> (9,16,0)
Connected (9,15,0) -> (9,14,0)
Connected (9,15,0) -> (9,15,1)
Connected (9,15,0) -> (9,15,-1)
====================
9,15,1 (9,15,1)
Connected (9,15,1) -> (10,15,1)
Connected (9,15,1) -> (8,15,1)
Connected (9,15,1) -> (9,16,1)
Connected (9,15,1) -> (9,14,1)
Ignored (9,15,2) because a block exists there.
Connected (9,15,1) -> (9,15,0)
====================
9,15,7 (9,15,7)
Ignored (10,15,7) because a block exists there.
Connected (9,15,7) -> (8,15,7)
Ignored (9,16,7) because a block exists there.
Connected (9,15,7) -> (9,14,7)
Ignored (9,15,8) because a block exists there.
Ignored (9,15,6) because a block exists there.
====================
9,15,9 (9,15,9)
Connected (9,15,9) -> (10,15,9)
Connected (9,15,9) -> (8,15,9)
Ignored (9,16,9) because a block exists there.
Connected (9,15,9) -> (9,14,9)
Connected (9,15,9) -> (9,15,10)
Ignored (9,15,8) because a block exists there.
====================
9,15,10 (9,15,10)
Connected (9,15,10) -> (10,15,10)
Connected (9,15,10) -> (8,15,10)
Ignored (9,16,10) because a block exists there.
Connected (9,15,10) -> (9,14,10)
Connected (9,15,10) -> (9,15,11)
Connected (9,15,10) -> (9,15,9)
====================
9,15,11 (9,15,11)
Connected (9,15,11) -> (10,15,11)
Connected (9,15,11) -> (8,15,11)
Ignored (9,16,11) because a block exists there.
Connected (9,15,11) -> (9,14,11)
Ignored (9,15,12) because a block exists there.
Connected (9,15,11) -> (9,15,10)
====================
9,15,13 (9,15,13)
Connected (9,15,13) -> (10,15,13)
Connected (9,15,13) -> (8,15,13)
Ignored (9,16,13) because a block exists there.
Connected (9,15,13) -> (9,14,13)
Ignored (9,15,14) because a block exists there.
Ignored (9,15,12) because a block exists there.
====================
9,15,17 (9,15,17)
Ignored (10,15,17) because a block exists there.
Connected (9,15,17) -> (8,15,17)
Connected (9,15,17) -> (9,16,17)
Ignored (9,14,17) because a block exists there.
Connected (9,15,17) -> (9,15,18)
Ignored (9,15,16) because a block exists there.
====================
9,15,18 (9,15,18)
Connected (9,15,18) -> (10,15,18)
Connected (9,15,18) -> (8,15,18)
Connected (9,15,18) -> (9,16,18)
Connected (9,15,18) -> (9,14,18)
Connected (9,15,18) -> (9,15,19)
Connected (9,15,18) -> (9,15,17)
====================
9,15,19 (9,15,19)
Connected (9,15,19) -> (10,15,19)
Connected (9,15,19) -> (8,15,19)
Connected (9,15,19) -> (9,16,19)
Connected (9,15,19) -> (9,14,19)
Connected (9,15,19) -> (9,15,20)
Connected (9,15,19) -> (9,15,18)
====================
9,15,20 (9,15,20)
Connected (9,15,20) -> (10,15,20)
Connected (9,15,20) -> (8,15,20)
Connected (9,15,20) -> (9,16,20)
Connected (9,15,20) -> (9,14,20)
Ignored (9,15,21) because it's out of bounds.
Connected (9,15,20) -> (9,15,19)
====================
9,16,-1 (9,16,-1)
Connected (9,16,-1) -> (10,16,-1)
Connected (9,16,-1) -> (8,16,-1)
Connected (9,16,-1) -> (9,17,-1)
Connected (9,16,-1) -> (9,15,-1)
Connected (9,16,-1) -> (9,16,0)
Ignored (9,16,-2) because it's out of bounds.
====================
9,16,0 (9,16,0)
Connected (9,16,0) -> (10,16,0)
Connected (9,16,0) -> (8,16,0)
Connected (9,16,0) -> (9,17,0)
Connected (9,16,0) -> (9,15,0)
Connected (9,16,0) -> (9,16,1)
Connected (9,16,0) -> (9,16,-1)
====================
9,16,1 (9,16,1)
Connected (9,16,1) -> (10,16,1)
Connected (9,16,1) -> (8,16,1)
Connected (9,16,1) -> (9,17,1)
Connected (9,16,1) -> (9,15,1)
Connected (9,16,1) -> (9,16,2)
Connected (9,16,1) -> (9,16,0)
====================
9,16,2 (9,16,2)
Connected (9,16,2) -> (10,16,2)
Connected (9,16,2) -> (8,16,2)
Connected (9,16,2) -> (9,17,2)
Ignored (9,15,2) because a block exists there.
Ignored (9,16,3) because a block exists there.
Connected (9,16,2) -> (9,16,1)
====================
9,16,12 (9,16,12)
Connected (9,16,12) -> (10,16,12)
Ignored (8,16,12) because a block exists there.
Ignored (9,17,12) because a block exists there.
Ignored (9,15,12) because a block exists there.
Ignored (9,16,13) because a block exists there.
Ignored (9,16,11) because a block exists there.
====================
9,16,17 (9,16,17)
Connected (9,16,17) -> (10,16,17)
Connected (9,16,17) -> (8,16,17)
Connected (9,16,17) -> (9,17,17)
Connected (9,16,17) -> (9,15,17)
Connected (9,16,17) -> (9,16,18)
Ignored (9,16,16) because a block exists there.
====================
9,16,18 (9,16,18)
Connected (9,16,18) -> (10,16,18)
Connected (9,16,18) -> (8,16,18)
Connected (9,16,18) -> (9,17,18)
Connected (9,16,18) -> (9,15,18)
Connected (9,16,18) -> (9,16,19)
Connected (9,16,18) -> (9,16,17)
====================
9,16,19 (9,16,19)
Connected (9,16,19) -> (10,16,19)
Connected (9,16,19) -> (8,16,19)
Connected (9,16,19) -> (9,17,19)
Connected (9,16,19) -> (9,15,19)
Connected (9,16,19) -> (9,16,20)
Connected (9,16,19) -> (9,16,18)
====================
9,16,20 (9,16,20)
Connected (9,16,20) -> (10,16,20)
Connected (9,16,20) -> (8,16,20)
Connected (9,16,20) -> (9,17,20)
Connected (9,16,20) -> (9,15,20)
Ignored (9,16,21) because it's out of bounds.
Connected (9,16,20) -> (9,16,19)
====================
9,17,-1 (9,17,-1)
Connected (9,17,-1) -> (10,17,-1)
Connected (9,17,-1) -> (8,17,-1)
Connected (9,17,-1) -> (9,18,-1)
Connected (9,17,-1) -> (9,16,-1)
Connected (9,17,-1) -> (9,17,0)
Ignored (9,17,-2) because it's out of bounds.
====================
9,17,0 (9,17,0)
Connected (9,17,0) -> (10,17,0)
Connected (9,17,0) -> (8,17,0)
Connected (9,17,0) -> (9,18,0)
Connected (9,17,0) -> (9,16,0)
Connected (9,17,0) -> (9,17,1)
Connected (9,17,0) -> (9,17,-1)
====================
9,17,1 (9,17,1)
Connected (9,17,1) -> (10,17,1)
Connected (9,17,1) -> (8,17,1)
Connected (9,17,1) -> (9,18,1)
Connected (9,17,1) -> (9,16,1)
Connected (9,17,1) -> (9,17,2)
Connected (9,17,1) -> (9,17,0)
====================
9,17,2 (9,17,2)
Connected (9,17,2) -> (10,17,2)
Connected (9,17,2) -> (8,17,2)
Connected (9,17,2) -> (9,18,2)
Connected (9,17,2) -> (9,16,2)
Connected (9,17,2) -> (9,17,3)
Connected (9,17,2) -> (9,17,1)
====================
9,17,3 (9,17,3)
Connected (9,17,3) -> (10,17,3)
Connected (9,17,3) -> (8,17,3)
Connected (9,17,3) -> (9,18,3)
Ignored (9,16,3) because a block exists there.
Connected (9,17,3) -> (9,17,4)
Connected (9,17,3) -> (9,17,2)
====================
9,17,4 (9,17,4)
Connected (9,17,4) -> (10,17,4)
Connected (9,17,4) -> (8,17,4)
Connected (9,17,4) -> (9,18,4)
Ignored (9,16,4) because a block exists there.
Ignored (9,17,5) because a block exists there.
Connected (9,17,4) -> (9,17,3)
====================
9,17,15 (9,17,15)
Connected (9,17,15) -> (10,17,15)
Connected (9,17,15) -> (8,17,15)
Connected (9,17,15) -> (9,18,15)
Ignored (9,16,15) because a block exists there.
Connected (9,17,15) -> (9,17,16)
Ignored (9,17,14) because a block exists there.
====================
9,17,16 (9,17,16)
Connected (9,17,16) -> (10,17,16)
Connected (9,17,16) -> (8,17,16)
Connected (9,17,16) -> (9,18,16)
Ignored (9,16,16) because a block exists there.
Connected (9,17,16) -> (9,17,17)
Connected (9,17,16) -> (9,17,15)
====================
9,17,17 (9,17,17)
Connected (9,17,17) -> (10,17,17)
Connected (9,17,17) -> (8,17,17)
Connected (9,17,17) -> (9,18,17)
Connected (9,17,17) -> (9,16,17)
Connected (9,17,17) -> (9,17,18)
Connected (9,17,17) -> (9,17,16)
====================
9,17,18 (9,17,18)
Connected (9,17,18) -> (10,17,18)
Connected (9,17,18) -> (8,17,18)
Connected (9,17,18) -> (9,18,18)
Connected (9,17,18) -> (9,16,18)
Connected (9,17,18) -> (9,17,19)
Connected (9,17,18) -> (9,17,17)
====================
9,17,19 (9,17,19)
Connected (9,17,19) -> (10,17,19)
Connected (9,17,19) -> (8,17,19)
Connected (9,17,19) -> (9,18,19)
Connected (9,17,19) -> (9,16,19)
Connected (9,17,19) -> (9,17,20)
Connected (9,17,19) -> (9,17,18)
====================
9,17,20 (9,17,20)
Connected (9,17,20) -> (10,17,20)
Connected (9,17,20) -> (8,17,20)
Connected (9,17,20) -> (9,18,20)
Connected (9,17,20) -> (9,16,20)
Ignored (9,17,21) because it's out of bounds.
Connected (9,17,20) -> (9,17,19)
====================
9,18,-1 (9,18,-1)
Connected (9,18,-1) -> (10,18,-1)
Connected (9,18,-1) -> (8,18,-1)
Connected (9,18,-1) -> (9,19,-1)
Connected (9,18,-1) -> (9,17,-1)
Connected (9,18,-1) -> (9,18,0)
Ignored (9,18,-2) because it's out of bounds.
====================
9,18,0 (9,18,0)
Connected (9,18,0) -> (10,18,0)
Connected (9,18,0) -> (8,18,0)
Connected (9,18,0) -> (9,19,0)
Connected (9,18,0) -> (9,17,0)
Connected (9,18,0) -> (9,18,1)
Connected (9,18,0) -> (9,18,-1)
====================
9,18,1 (9,18,1)
Connected (9,18,1) -> (10,18,1)
Connected (9,18,1) -> (8,18,1)
Connected (9,18,1) -> (9,19,1)
Connected (9,18,1) -> (9,17,1)
Connected (9,18,1) -> (9,18,2)
Connected (9,18,1) -> (9,18,0)
====================
9,18,2 (9,18,2)
Connected (9,18,2) -> (10,18,2)
Connected (9,18,2) -> (8,18,2)
Connected (9,18,2) -> (9,19,2)
Connected (9,18,2) -> (9,17,2)
Connected (9,18,2) -> (9,18,3)
Connected (9,18,2) -> (9,18,1)
====================
9,18,3 (9,18,3)
Connected (9,18,3) -> (10,18,3)
Connected (9,18,3) -> (8,18,3)
Connected (9,18,3) -> (9,19,3)
Connected (9,18,3) -> (9,17,3)
Connected (9,18,3) -> (9,18,4)
Connected (9,18,3) -> (9,18,2)
====================
9,18,4 (9,18,4)
Connected (9,18,4) -> (10,18,4)
Connected (9,18,4) -> (8,18,4)
Connected (9,18,4) -> (9,19,4)
Connected (9,18,4) -> (9,17,4)
Connected (9,18,4) -> (9,18,5)
Connected (9,18,4) -> (9,18,3)
====================
9,18,5 (9,18,5)
Ignored (10,18,5) because a block exists there.
Connected (9,18,5) -> (8,18,5)
Connected (9,18,5) -> (9,19,5)
Ignored (9,17,5) because a block exists there.
Connected (9,18,5) -> (9,18,6)
Connected (9,18,5) -> (9,18,4)
====================
9,18,6 (9,18,6)
Ignored (10,18,6) because a block exists there.
Ignored (8,18,6) because a block exists there.
Connected (9,18,6) -> (9,19,6)
Ignored (9,17,6) because a block exists there.
Ignored (9,18,7) because a block exists there.
Connected (9,18,6) -> (9,18,5)
====================
9,18,12 (9,18,12)
Ignored (10,18,12) because a block exists there.
Ignored (8,18,12) because a block exists there.
Connected (9,18,12) -> (9,19,12)
Ignored (9,17,12) because a block exists there.
Connected (9,18,12) -> (9,18,13)
Ignored (9,18,11) because a block exists there.
====================
9,18,13 (9,18,13)
Ignored (10,18,13) because a block exists there.
Connected (9,18,13) -> (8,18,13)
Connected (9,18,13) -> (9,19,13)
Ignored (9,17,13) because a block exists there.
Connected (9,18,13) -> (9,18,14)
Connected (9,18,13) -> (9,18,12)
====================
9,18,14 (9,18,14)
Connected (9,18,14) -> (10,18,14)
Connected (9,18,14) -> (8,18,14)
Connected (9,18,14) -> (9,19,14)
Ignored (9,17,14) because a block exists there.
Connected (9,18,14) -> (9,18,15)
Connected (9,18,14) -> (9,18,13)
====================
9,18,15 (9,18,15)
Connected (9,18,15) -> (10,18,15)
Connected (9,18,15) -> (8,18,15)
Connected (9,18,15) -> (9,19,15)
Connected (9,18,15) -> (9,17,15)
Connected (9,18,15) -> (9,18,16)
Connected (9,18,15) -> (9,18,14)
====================
9,18,16 (9,18,16)
Connected (9,18,16) -> (10,18,16)
Connected (9,18,16) -> (8,18,16)
Connected (9,18,16) -> (9,19,16)
Connected (9,18,16) -> (9,17,16)
Connected (9,18,16) -> (9,18,17)
Connected (9,18,16) -> (9,18,15)
====================
9,18,17 (9,18,17)
Connected (9,18,17) -> (10,18,17)
Connected (9,18,17) -> (8,18,17)
Connected (9,18,17) -> (9,19,17)
Connected (9,18,17) -> (9,17,17)
Connected (9,18,17) -> (9,18,18)
Connected (9,18,17) -> (9,18,16)
====================
9,18,18 (9,18,18)
Connected (9,18,18) -> (10,18,18)
Connected (9,18,18) -> (8,18,18)
Connected (9,18,18) -> (9,19,18)
Connected (9,18,18) -> (9,17,18)
Connected (9,18,18) -> (9,18,19)
Connected (9,18,18) -> (9,18,17)
====================
9,18,19 (9,18,19)
Connected (9,18,19) -> (10,18,19)
Connected (9,18,19) -> (8,18,19)
Connected (9,18,19) -> (9,19,19)
Connected (9,18,19) -> (9,17,19)
Connected (9,18,19) -> (9,18,20)
Connected (9,18,19) -> (9,18,18)
====================
9,18,20 (9,18,20)
Connected (9,18,20) -> (10,18,20)
Connected (9,18,20) -> (8,18,20)
Connected (9,18,20) -> (9,19,20)
Connected (9,18,20) -> (9,17,20)
Ignored (9,18,21) because it's out of bounds.
Connected (9,18,20) -> (9,18,19)
====================
9,19,-1 (9,19,-1)
Connected (9,19,-1) -> (10,19,-1)
Connected (9,19,-1) -> (8,19,-1)
Ignored (9,20,-1) because it's out of bounds.
Connected (9,19,-1) -> (9,18,-1)
Connected (9,19,-1) -> (9,19,0)
Ignored (9,19,-2) because it's out of bounds.
====================
9,19,0 (9,19,0)
Connected (9,19,0) -> (10,19,0)
Connected (9,19,0) -> (8,19,0)
Ignored (9,20,0) because it's out of bounds.
Connected (9,19,0) -> (9,18,0)
Connected (9,19,0) -> (9,19,1)
Connected (9,19,0) -> (9,19,-1)
====================
9,19,1 (9,19,1)
Connected (9,19,1) -> (10,19,1)
Connected (9,19,1) -> (8,19,1)
Ignored (9,20,1) because it's out of bounds.
Connected (9,19,1) -> (9,18,1)
Connected (9,19,1) -> (9,19,2)
Connected (9,19,1) -> (9,19,0)
====================
9,19,2 (9,19,2)
Connected (9,19,2) -> (10,19,2)
Connected (9,19,2) -> (8,19,2)
Ignored (9,20,2) because it's out of bounds.
Connected (9,19,2) -> (9,18,2)
Connected (9,19,2) -> (9,19,3)
Connected (9,19,2) -> (9,19,1)
====================
9,19,3 (9,19,3)
Connected (9,19,3) -> (10,19,3)
Connected (9,19,3) -> (8,19,3)
Ignored (9,20,3) because it's out of bounds.
Connected (9,19,3) -> (9,18,3)
Connected (9,19,3) -> (9,19,4)
Connected (9,19,3) -> (9,19,2)
====================
9,19,4 (9,19,4)
Connected (9,19,4) -> (10,19,4)
Connected (9,19,4) -> (8,19,4)
Ignored (9,20,4) because it's out of bounds.
Connected (9,19,4) -> (9,18,4)
Connected (9,19,4) -> (9,19,5)
Connected (9,19,4) -> (9,19,3)
====================
9,19,5 (9,19,5)
Connected (9,19,5) -> (10,19,5)
Connected (9,19,5) -> (8,19,5)
Ignored (9,20,5) because it's out of bounds.
Connected (9,19,5) -> (9,18,5)
Connected (9,19,5) -> (9,19,6)
Connected (9,19,5) -> (9,19,4)
====================
9,19,6 (9,19,6)
Connected (9,19,6) -> (10,19,6)
Connected (9,19,6) -> (8,19,6)
Ignored (9,20,6) because it's out of bounds.
Connected (9,19,6) -> (9,18,6)
Connected (9,19,6) -> (9,19,7)
Connected (9,19,6) -> (9,19,5)
====================
9,19,7 (9,19,7)
Connected (9,19,7) -> (10,19,7)
Connected (9,19,7) -> (8,19,7)
Ignored (9,20,7) because it's out of bounds.
Ignored (9,18,7) because a block exists there.
Connected (9,19,7) -> (9,19,8)
Connected (9,19,7) -> (9,19,6)
====================
9,19,8 (9,19,8)
Connected (9,19,8) -> (10,19,8)
Connected (9,19,8) -> (8,19,8)
Ignored (9,20,8) because it's out of bounds.
Ignored (9,18,8) because a block exists there.
Connected (9,19,8) -> (9,19,9)
Connected (9,19,8) -> (9,19,7)
====================
9,19,9 (9,19,9)
Connected (9,19,9) -> (10,19,9)
Connected (9,19,9) -> (8,19,9)
Ignored (9,20,9) because it's out of bounds.
Ignored (9,18,9) because a block exists there.
Connected (9,19,9) -> (9,19,10)
Connected (9,19,9) -> (9,19,8)
====================
9,19,10 (9,19,10)
Connected (9,19,10) -> (10,19,10)
Connected (9,19,10) -> (8,19,10)
Ignored (9,20,10) because it's out of bounds.
Ignored (9,18,10) because a block exists there.
Connected (9,19,10) -> (9,19,11)
Connected (9,19,10) -> (9,19,9)
====================
9,19,11 (9,19,11)
Connected (9,19,11) -> (10,19,11)
Connected (9,19,11) -> (8,19,11)
Ignored (9,20,11) because it's out of bounds.
Ignored (9,18,11) because a block exists there.
Connected (9,19,11) -> (9,19,12)
Connected (9,19,11) -> (9,19,10)
====================
9,19,12 (9,19,12)
Connected (9,19,12) -> (10,19,12)
Connected (9,19,12) -> (8,19,12)
Ignored (9,20,12) because it's out of bounds.
Connected (9,19,12) -> (9,18,12)
Connected (9,19,12) -> (9,19,13)
Connected (9,19,12) -> (9,19,11)
====================
9,19,13 (9,19,13)
Connected (9,19,13) -> (10,19,13)
Connected (9,19,13) -> (8,19,13)
Ignored (9,20,13) because it's out of bounds.
Connected (9,19,13) -> (9,18,13)
Connected (9,19,13) -> (9,19,14)
Connected (9,19,13) -> (9,19,12)
====================
9,19,14 (9,19,14)
Connected (9,19,14) -> (10,19,14)
Connected (9,19,14) -> (8,19,14)
Ignored (9,20,14) because it's out of bounds.
Connected (9,19,14) -> (9,18,14)
Connected (9,19,14) -> (9,19,15)
Connected (9,19,14) -> (9,19,13)
====================
9,19,15 (9,19,15)
Connected (9,19,15) -> (10,19,15)
Connected (9,19,15) -> (8,19,15)
Ignored (9,20,15) because it's out of bounds.
Connected (9,19,15) -> (9,18,15)
Connected (9,19,15) -> (9,19,16)
Connected (9,19,15) -> (9,19,14)
====================
9,19,16 (9,19,16)
Connected (9,19,16) -> (10,19,16)
Connected (9,19,16) -> (8,19,16)
Ignored (9,20,16) because it's out of bounds.
Connected (9,19,16) -> (9,18,16)
Connected (9,19,16) -> (9,19,17)
Connected (9,19,16) -> (9,19,15)
====================
9,19,17 (9,19,17)
Connected (9,19,17) -> (10,19,17)
Connected (9,19,17) -> (8,19,17)
Ignored (9,20,17) because it's out of bounds.
Connected (9,19,17) -> (9,18,17)
Connected (9,19,17) -> (9,19,18)
Connected (9,19,17) -> (9,19,16)
====================
9,19,18 (9,19,18)
Connected (9,19,18) -> (10,19,18)
Connected (9,19,18) -> (8,19,18)
Ignored (9,20,18) because it's out of bounds.
Connected (9,19,18) -> (9,18,18)
Connected (9,19,18) -> (9,19,19)
Connected (9,19,18) -> (9,19,17)
====================
9,19,19 (9,19,19)
Connected (9,19,19) -> (10,19,19)
Connected (9,19,19) -> (8,19,19)
Ignored (9,20,19) because it's out of bounds.
Connected (9,19,19) -> (9,18,19)
Connected (9,19,19) -> (9,19,20)
Connected (9,19,19) -> (9,19,18)
====================
9,19,20 (9,19,20)
Connected (9,19,20) -> (10,19,20)
Connected (9,19,20) -> (8,19,20)
Ignored (9,20,20) because it's out of bounds.
Connected (9,19,20) -> (9,18,20)
Ignored (9,19,21) because it's out of bounds.
Connected (9,19,20) -> (9,19,19)
====================
10,-1,-1 (10,-1,-1)
Connected (10,-1,-1) -> (11,-1,-1)
Connected (10,-1,-1) -> (9,-1,-1)
Connected (10,-1,-1) -> (10,0,-1)
Ignored (10,-2,-1) because it's out of bounds.
Connected (10,-1,-1) -> (10,-1,0)
Ignored (10,-1,-2) because it's out of bounds.
====================
10,-1,0 (10,-1,0)
Connected (10,-1,0) -> (11,-1,0)
Connected (10,-1,0) -> (9,-1,0)
Connected (10,-1,0) -> (10,0,0)
Ignored (10,-2,0) because it's out of bounds.
Connected (10,-1,0) -> (10,-1,1)
Connected (10,-1,0) -> (10,-1,-1)
====================
10,-1,1 (10,-1,1)
Connected (10,-1,1) -> (11,-1,1)
Connected (10,-1,1) -> (9,-1,1)
Connected (10,-1,1) -> (10,0,1)
Ignored (10,-2,1) because it's out of bounds.
Connected (10,-1,1) -> (10,-1,2)
Connected (10,-1,1) -> (10,-1,0)
====================
10,-1,2 (10,-1,2)
Connected (10,-1,2) -> (11,-1,2)
Connected (10,-1,2) -> (9,-1,2)
Connected (10,-1,2) -> (10,0,2)
Ignored (10,-2,2) because it's out of bounds.
Connected (10,-1,2) -> (10,-1,3)
Connected (10,-1,2) -> (10,-1,1)
====================
10,-1,3 (10,-1,3)
Connected (10,-1,3) -> (11,-1,3)
Connected (10,-1,3) -> (9,-1,3)
Connected (10,-1,3) -> (10,0,3)
Ignored (10,-2,3) because it's out of bounds.
Connected (10,-1,3) -> (10,-1,4)
Connected (10,-1,3) -> (10,-1,2)
====================
10,-1,4 (10,-1,4)
Connected (10,-1,4) -> (11,-1,4)
Connected (10,-1,4) -> (9,-1,4)
Connected (10,-1,4) -> (10,0,4)
Ignored (10,-2,4) because it's out of bounds.
Connected (10,-1,4) -> (10,-1,5)
Connected (10,-1,4) -> (10,-1,3)
====================
10,-1,5 (10,-1,5)
Connected (10,-1,5) -> (11,-1,5)
Connected (10,-1,5) -> (9,-1,5)
Connected (10,-1,5) -> (10,0,5)
Ignored (10,-2,5) because it's out of bounds.
Connected (10,-1,5) -> (10,-1,6)
Connected (10,-1,5) -> (10,-1,4)
====================
10,-1,6 (10,-1,6)
Connected (10,-1,6) -> (11,-1,6)
Connected (10,-1,6) -> (9,-1,6)
Connected (10,-1,6) -> (10,0,6)
Ignored (10,-2,6) because it's out of bounds.
Connected (10,-1,6) -> (10,-1,7)
Connected (10,-1,6) -> (10,-1,5)
====================
10,-1,7 (10,-1,7)
Connected (10,-1,7) -> (11,-1,7)
Connected (10,-1,7) -> (9,-1,7)
Ignored (10,0,7) because a block exists there.
Ignored (10,-2,7) because it's out of bounds.
Connected (10,-1,7) -> (10,-1,8)
Connected (10,-1,7) -> (10,-1,6)
====================
10,-1,8 (10,-1,8)
Connected (10,-1,8) -> (11,-1,8)
Connected (10,-1,8) -> (9,-1,8)
Ignored (10,0,8) because a block exists there.
Ignored (10,-2,8) because it's out of bounds.
Connected (10,-1,8) -> (10,-1,9)
Connected (10,-1,8) -> (10,-1,7)
====================
10,-1,9 (10,-1,9)
Connected (10,-1,9) -> (11,-1,9)
Connected (10,-1,9) -> (9,-1,9)
Connected (10,-1,9) -> (10,0,9)
Ignored (10,-2,9) because it's out of bounds.
Connected (10,-1,9) -> (10,-1,10)
Connected (10,-1,9) -> (10,-1,8)
====================
10,-1,10 (10,-1,10)
Connected (10,-1,10) -> (11,-1,10)
Connected (10,-1,10) -> (9,-1,10)
Connected (10,-1,10) -> (10,0,10)
Ignored (10,-2,10) because it's out of bounds.
Connected (10,-1,10) -> (10,-1,11)
Connected (10,-1,10) -> (10,-1,9)
====================
10,-1,11 (10,-1,11)
Connected (10,-1,11) -> (11,-1,11)
Connected (10,-1,11) -> (9,-1,11)
Ignored (10,0,11) because a block exists there.
Ignored (10,-2,11) because it's out of bounds.
Connected (10,-1,11) -> (10,-1,12)
Connected (10,-1,11) -> (10,-1,10)
====================
10,-1,12 (10,-1,12)
Connected (10,-1,12) -> (11,-1,12)
Connected (10,-1,12) -> (9,-1,12)
Connected (10,-1,12) -> (10,0,12)
Ignored (10,-2,12) because it's out of bounds.
Connected (10,-1,12) -> (10,-1,13)
Connected (10,-1,12) -> (10,-1,11)
====================
10,-1,13 (10,-1,13)
Connected (10,-1,13) -> (11,-1,13)
Connected (10,-1,13) -> (9,-1,13)
Connected (10,-1,13) -> (10,0,13)
Ignored (10,-2,13) because it's out of bounds.
Connected (10,-1,13) -> (10,-1,14)
Connected (10,-1,13) -> (10,-1,12)
====================
10,-1,14 (10,-1,14)
Connected (10,-1,14) -> (11,-1,14)
Connected (10,-1,14) -> (9,-1,14)
Connected (10,-1,14) -> (10,0,14)
Ignored (10,-2,14) because it's out of bounds.
Connected (10,-1,14) -> (10,-1,15)
Connected (10,-1,14) -> (10,-1,13)
====================
10,-1,15 (10,-1,15)
Connected (10,-1,15) -> (11,-1,15)
Connected (10,-1,15) -> (9,-1,15)
Connected (10,-1,15) -> (10,0,15)
Ignored (10,-2,15) because it's out of bounds.
Connected (10,-1,15) -> (10,-1,16)
Connected (10,-1,15) -> (10,-1,14)
====================
10,-1,16 (10,-1,16)
Connected (10,-1,16) -> (11,-1,16)
Connected (10,-1,16) -> (9,-1,16)
Connected (10,-1,16) -> (10,0,16)
Ignored (10,-2,16) because it's out of bounds.
Connected (10,-1,16) -> (10,-1,17)
Connected (10,-1,16) -> (10,-1,15)
====================
10,-1,17 (10,-1,17)
Connected (10,-1,17) -> (11,-1,17)
Connected (10,-1,17) -> (9,-1,17)
Connected (10,-1,17) -> (10,0,17)
Ignored (10,-2,17) because it's out of bounds.
Connected (10,-1,17) -> (10,-1,18)
Connected (10,-1,17) -> (10,-1,16)
====================
10,-1,18 (10,-1,18)
Connected (10,-1,18) -> (11,-1,18)
Connected (10,-1,18) -> (9,-1,18)
Connected (10,-1,18) -> (10,0,18)
Ignored (10,-2,18) because it's out of bounds.
Connected (10,-1,18) -> (10,-1,19)
Connected (10,-1,18) -> (10,-1,17)
====================
10,-1,19 (10,-1,19)
Connected (10,-1,19) -> (11,-1,19)
Connected (10,-1,19) -> (9,-1,19)
Connected (10,-1,19) -> (10,0,19)
Ignored (10,-2,19) because it's out of bounds.
Connected (10,-1,19) -> (10,-1,20)
Connected (10,-1,19) -> (10,-1,18)
====================
10,-1,20 (10,-1,20)
Connected (10,-1,20) -> (11,-1,20)
Connected (10,-1,20) -> (9,-1,20)
Connected (10,-1,20) -> (10,0,20)
Ignored (10,-2,20) because it's out of bounds.
Ignored (10,-1,21) because it's out of bounds.
Connected (10,-1,20) -> (10,-1,19)
====================
10,0,-1 (10,0,-1)
Connected (10,0,-1) -> (11,0,-1)
Connected (10,0,-1) -> (9,0,-1)
Connected (10,0,-1) -> (10,1,-1)
Connected (10,0,-1) -> (10,-1,-1)
Connected (10,0,-1) -> (10,0,0)
Ignored (10,0,-2) because it's out of bounds.
====================
10,0,0 (10,0,0)
Connected (10,0,0) -> (11,0,0)
Connected (10,0,0) -> (9,0,0)
Connected (10,0,0) -> (10,1,0)
Connected (10,0,0) -> (10,-1,0)
Connected (10,0,0) -> (10,0,1)
Connected (10,0,0) -> (10,0,-1)
====================
10,0,1 (10,0,1)
Connected (10,0,1) -> (11,0,1)
Connected (10,0,1) -> (9,0,1)
Connected (10,0,1) -> (10,1,1)
Connected (10,0,1) -> (10,-1,1)
Connected (10,0,1) -> (10,0,2)
Connected (10,0,1) -> (10,0,0)
====================
10,0,2 (10,0,2)
Connected (10,0,2) -> (11,0,2)
Connected (10,0,2) -> (9,0,2)
Connected (10,0,2) -> (10,1,2)
Connected (10,0,2) -> (10,-1,2)
Connected (10,0,2) -> (10,0,3)
Connected (10,0,2) -> (10,0,1)
====================
10,0,3 (10,0,3)
Connected (10,0,3) -> (11,0,3)
Connected (10,0,3) -> (9,0,3)
Connected (10,0,3) -> (10,1,3)
Connected (10,0,3) -> (10,-1,3)
Connected (10,0,3) -> (10,0,4)
Connected (10,0,3) -> (10,0,2)
====================
10,0,4 (10,0,4)
Connected (10,0,4) -> (11,0,4)
Connected (10,0,4) -> (9,0,4)
Connected (10,0,4) -> (10,1,4)
Connected (10,0,4) -> (10,-1,4)
Connected (10,0,4) -> (10,0,5)
Connected (10,0,4) -> (10,0,3)
====================
10,0,5 (10,0,5)
Connected (10,0,5) -> (11,0,5)
Connected (10,0,5) -> (9,0,5)
Connected (10,0,5) -> (10,1,5)
Connected (10,0,5) -> (10,-1,5)
Connected (10,0,5) -> (10,0,6)
Connected (10,0,5) -> (10,0,4)
====================
10,0,6 (10,0,6)
Connected (10,0,6) -> (11,0,6)
Connected (10,0,6) -> (9,0,6)
Connected (10,0,6) -> (10,1,6)
Connected (10,0,6) -> (10,-1,6)
Ignored (10,0,7) because a block exists there.
Connected (10,0,6) -> (10,0,5)
====================
10,0,9 (10,0,9)
Connected (10,0,9) -> (11,0,9)
Connected (10,0,9) -> (9,0,9)
Ignored (10,1,9) because a block exists there.
Connected (10,0,9) -> (10,-1,9)
Connected (10,0,9) -> (10,0,10)
Ignored (10,0,8) because a block exists there.
====================
10,0,10 (10,0,10)
Connected (10,0,10) -> (11,0,10)
Connected (10,0,10) -> (9,0,10)
Ignored (10,1,10) because a block exists there.
Connected (10,0,10) -> (10,-1,10)
Ignored (10,0,11) because a block exists there.
Connected (10,0,10) -> (10,0,9)
====================
10,0,12 (10,0,12)
Connected (10,0,12) -> (11,0,12)
Connected (10,0,12) -> (9,0,12)
Ignored (10,1,12) because a block exists there.
Connected (10,0,12) -> (10,-1,12)
Connected (10,0,12) -> (10,0,13)
Ignored (10,0,11) because a block exists there.
====================
10,0,13 (10,0,13)
Connected (10,0,13) -> (11,0,13)
Connected (10,0,13) -> (9,0,13)
Connected (10,0,13) -> (10,1,13)
Connected (10,0,13) -> (10,-1,13)
Connected (10,0,13) -> (10,0,14)
Connected (10,0,13) -> (10,0,12)
====================
10,0,14 (10,0,14)
Connected (10,0,14) -> (11,0,14)
Connected (10,0,14) -> (9,0,14)
Connected (10,0,14) -> (10,1,14)
Connected (10,0,14) -> (10,-1,14)
Connected (10,0,14) -> (10,0,15)
Connected (10,0,14) -> (10,0,13)
====================
10,0,15 (10,0,15)
Connected (10,0,15) -> (11,0,15)
Connected (10,0,15) -> (9,0,15)
Connected (10,0,15) -> (10,1,15)
Connected (10,0,15) -> (10,-1,15)
Connected (10,0,15) -> (10,0,16)
Connected (10,0,15) -> (10,0,14)
====================
10,0,16 (10,0,16)
Connected (10,0,16) -> (11,0,16)
Connected (10,0,16) -> (9,0,16)
Connected (10,0,16) -> (10,1,16)
Connected (10,0,16) -> (10,-1,16)
Connected (10,0,16) -> (10,0,17)
Connected (10,0,16) -> (10,0,15)
====================
10,0,17 (10,0,17)
Connected (10,0,17) -> (11,0,17)
Connected (10,0,17) -> (9,0,17)
Connected (10,0,17) -> (10,1,17)
Connected (10,0,17) -> (10,-1,17)
Connected (10,0,17) -> (10,0,18)
Connected (10,0,17) -> (10,0,16)
====================
10,0,18 (10,0,18)
Connected (10,0,18) -> (11,0,18)
Connected (10,0,18) -> (9,0,18)
Connected (10,0,18) -> (10,1,18)
Connected (10,0,18) -> (10,-1,18)
Connected (10,0,18) -> (10,0,19)
Connected (10,0,18) -> (10,0,17)
====================
10,0,19 (10,0,19)
Connected (10,0,19) -> (11,0,19)
Connected (10,0,19) -> (9,0,19)
Connected (10,0,19) -> (10,1,19)
Connected (10,0,19) -> (10,-1,19)
Connected (10,0,19) -> (10,0,20)
Connected (10,0,19) -> (10,0,18)
====================
10,0,20 (10,0,20)
Connected (10,0,20) -> (11,0,20)
Connected (10,0,20) -> (9,0,20)
Connected (10,0,20) -> (10,1,20)
Connected (10,0,20) -> (10,-1,20)
Ignored (10,0,21) because it's out of bounds.
Connected (10,0,20) -> (10,0,19)
====================
10,1,-1 (10,1,-1)
Connected (10,1,-1) -> (11,1,-1)
Connected (10,1,-1) -> (9,1,-1)
Connected (10,1,-1) -> (10,2,-1)
Connected (10,1,-1) -> (10,0,-1)
Connected (10,1,-1) -> (10,1,0)
Ignored (10,1,-2) because it's out of bounds.
====================
10,1,0 (10,1,0)
Connected (10,1,0) -> (11,1,0)
Connected (10,1,0) -> (9,1,0)
Connected (10,1,0) -> (10,2,0)
Connected (10,1,0) -> (10,0,0)
Connected (10,1,0) -> (10,1,1)
Connected (10,1,0) -> (10,1,-1)
====================
10,1,1 (10,1,1)
Connected (10,1,1) -> (11,1,1)
Connected (10,1,1) -> (9,1,1)
Connected (10,1,1) -> (10,2,1)
Connected (10,1,1) -> (10,0,1)
Connected (10,1,1) -> (10,1,2)
Connected (10,1,1) -> (10,1,0)
====================
10,1,2 (10,1,2)
Connected (10,1,2) -> (11,1,2)
Connected (10,1,2) -> (9,1,2)
Connected (10,1,2) -> (10,2,2)
Connected (10,1,2) -> (10,0,2)
Connected (10,1,2) -> (10,1,3)
Connected (10,1,2) -> (10,1,1)
====================
10,1,3 (10,1,3)
Connected (10,1,3) -> (11,1,3)
Connected (10,1,3) -> (9,1,3)
Connected (10,1,3) -> (10,2,3)
Connected (10,1,3) -> (10,0,3)
Connected (10,1,3) -> (10,1,4)
Connected (10,1,3) -> (10,1,2)
====================
10,1,4 (10,1,4)
Connected (10,1,4) -> (11,1,4)
Connected (10,1,4) -> (9,1,4)
Connected (10,1,4) -> (10,2,4)
Connected (10,1,4) -> (10,0,4)
Connected (10,1,4) -> (10,1,5)
Connected (10,1,4) -> (10,1,3)
====================
10,1,5 (10,1,5)
Connected (10,1,5) -> (11,1,5)
Connected (10,1,5) -> (9,1,5)
Ignored (10,2,5) because a block exists there.
Connected (10,1,5) -> (10,0,5)
Connected (10,1,5) -> (10,1,6)
Connected (10,1,5) -> (10,1,4)
====================
10,1,6 (10,1,6)
Ignored (11,1,6) because a block exists there.
Connected (10,1,6) -> (9,1,6)
Ignored (10,2,6) because a block exists there.
Connected (10,1,6) -> (10,0,6)
Ignored (10,1,7) because a block exists there.
Connected (10,1,6) -> (10,1,5)
====================
10,1,13 (10,1,13)
Connected (10,1,13) -> (11,1,13)
Connected (10,1,13) -> (9,1,13)
Ignored (10,2,13) because a block exists there.
Connected (10,1,13) -> (10,0,13)
Connected (10,1,13) -> (10,1,14)
Ignored (10,1,12) because a block exists there.
====================
10,1,14 (10,1,14)
Ignored (11,1,14) because a block exists there.
Connected (10,1,14) -> (9,1,14)
Ignored (10,2,14) because a block exists there.
Connected (10,1,14) -> (10,0,14)
Connected (10,1,14) -> (10,1,15)
Connected (10,1,14) -> (10,1,13)
====================
10,1,15 (10,1,15)
Connected (10,1,15) -> (11,1,15)
Connected (10,1,15) -> (9,1,15)
Ignored (10,2,15) because a block exists there.
Connected (10,1,15) -> (10,0,15)
Connected (10,1,15) -> (10,1,16)
Connected (10,1,15) -> (10,1,14)
====================
10,1,16 (10,1,16)
Connected (10,1,16) -> (11,1,16)
Connected (10,1,16) -> (9,1,16)
Connected (10,1,16) -> (10,2,16)
Connected (10,1,16) -> (10,0,16)
Connected (10,1,16) -> (10,1,17)
Connected (10,1,16) -> (10,1,15)
====================
10,1,17 (10,1,17)
Connected (10,1,17) -> (11,1,17)
Connected (10,1,17) -> (9,1,17)
Connected (10,1,17) -> (10,2,17)
Connected (10,1,17) -> (10,0,17)
Connected (10,1,17) -> (10,1,18)
Connected (10,1,17) -> (10,1,16)
====================
10,1,18 (10,1,18)
Connected (10,1,18) -> (11,1,18)
Connected (10,1,18) -> (9,1,18)
Connected (10,1,18) -> (10,2,18)
Connected (10,1,18) -> (10,0,18)
Connected (10,1,18) -> (10,1,19)
Connected (10,1,18) -> (10,1,17)
====================
10,1,19 (10,1,19)
Connected (10,1,19) -> (11,1,19)
Connected (10,1,19) -> (9,1,19)
Connected (10,1,19) -> (10,2,19)
Connected (10,1,19) -> (10,0,19)
Connected (10,1,19) -> (10,1,20)
Connected (10,1,19) -> (10,1,18)
====================
10,1,20 (10,1,20)
Connected (10,1,20) -> (11,1,20)
Connected (10,1,20) -> (9,1,20)
Connected (10,1,20) -> (10,2,20)
Connected (10,1,20) -> (10,0,20)
Ignored (10,1,21) because it's out of bounds.
Connected (10,1,20) -> (10,1,19)
====================
10,2,-1 (10,2,-1)
Connected (10,2,-1) -> (11,2,-1)
Connected (10,2,-1) -> (9,2,-1)
Connected (10,2,-1) -> (10,3,-1)
Connected (10,2,-1) -> (10,1,-1)
Connected (10,2,-1) -> (10,2,0)
Ignored (10,2,-2) because it's out of bounds.
====================
10,2,0 (10,2,0)
Connected (10,2,0) -> (11,2,0)
Connected (10,2,0) -> (9,2,0)
Connected (10,2,0) -> (10,3,0)
Connected (10,2,0) -> (10,1,0)
Connected (10,2,0) -> (10,2,1)
Connected (10,2,0) -> (10,2,-1)
====================
10,2,1 (10,2,1)
Connected (10,2,1) -> (11,2,1)
Connected (10,2,1) -> (9,2,1)
Connected (10,2,1) -> (10,3,1)
Connected (10,2,1) -> (10,1,1)
Connected (10,2,1) -> (10,2,2)
Connected (10,2,1) -> (10,2,0)
====================
10,2,2 (10,2,2)
Connected (10,2,2) -> (11,2,2)
Connected (10,2,2) -> (9,2,2)
Connected (10,2,2) -> (10,3,2)
Connected (10,2,2) -> (10,1,2)
Connected (10,2,2) -> (10,2,3)
Connected (10,2,2) -> (10,2,1)
====================
10,2,3 (10,2,3)
Connected (10,2,3) -> (11,2,3)
Connected (10,2,3) -> (9,2,3)
Connected (10,2,3) -> (10,3,3)
Connected (10,2,3) -> (10,1,3)
Connected (10,2,3) -> (10,2,4)
Connected (10,2,3) -> (10,2,2)
====================
10,2,4 (10,2,4)
Connected (10,2,4) -> (11,2,4)
Connected (10,2,4) -> (9,2,4)
Ignored (10,3,4) because a block exists there.
Connected (10,2,4) -> (10,1,4)
Ignored (10,2,5) because a block exists there.
Connected (10,2,4) -> (10,2,3)
====================
10,2,16 (10,2,16)
Connected (10,2,16) -> (11,2,16)
Ignored (9,2,16) because a block exists there.
Ignored (10,3,16) because a block exists there.
Connected (10,2,16) -> (10,1,16)
Connected (10,2,16) -> (10,2,17)
Ignored (10,2,15) because a block exists there.
====================
10,2,17 (10,2,17)
Connected (10,2,17) -> (11,2,17)
Connected (10,2,17) -> (9,2,17)
Connected (10,2,17) -> (10,3,17)
Connected (10,2,17) -> (10,1,17)
Connected (10,2,17) -> (10,2,18)
Connected (10,2,17) -> (10,2,16)
====================
10,2,18 (10,2,18)
Connected (10,2,18) -> (11,2,18)
Connected (10,2,18) -> (9,2,18)
Connected (10,2,18) -> (10,3,18)
Connected (10,2,18) -> (10,1,18)
Connected (10,2,18) -> (10,2,19)
Connected (10,2,18) -> (10,2,17)
====================
10,2,19 (10,2,19)
Connected (10,2,19) -> (11,2,19)
Connected (10,2,19) -> (9,2,19)
Connected (10,2,19) -> (10,3,19)
Connected (10,2,19) -> (10,1,19)
Connected (10,2,19) -> (10,2,20)
Connected (10,2,19) -> (10,2,18)
====================
10,2,20 (10,2,20)
Connected (10,2,20) -> (11,2,20)
Connected (10,2,20) -> (9,2,20)
Connected (10,2,20) -> (10,3,20)
Connected (10,2,20) -> (10,1,20)
Ignored (10,2,21) because it's out of bounds.
Connected (10,2,20) -> (10,2,19)
====================
10,3,-1 (10,3,-1)
Connected (10,3,-1) -> (11,3,-1)
Connected (10,3,-1) -> (9,3,-1)
Connected (10,3,-1) -> (10,4,-1)
Connected (10,3,-1) -> (10,2,-1)
Connected (10,3,-1) -> (10,3,0)
Ignored (10,3,-2) because it's out of bounds.
====================
10,3,0 (10,3,0)
Connected (10,3,0) -> (11,3,0)
Connected (10,3,0) -> (9,3,0)
Connected (10,3,0) -> (10,4,0)
Connected (10,3,0) -> (10,2,0)
Connected (10,3,0) -> (10,3,1)
Connected (10,3,0) -> (10,3,-1)
====================
10,3,1 (10,3,1)
Connected (10,3,1) -> (11,3,1)
Connected (10,3,1) -> (9,3,1)
Connected (10,3,1) -> (10,4,1)
Connected (10,3,1) -> (10,2,1)
Connected (10,3,1) -> (10,3,2)
Connected (10,3,1) -> (10,3,0)
====================
10,3,2 (10,3,2)
Connected (10,3,2) -> (11,3,2)
Connected (10,3,2) -> (9,3,2)
Ignored (10,4,2) because a block exists there.
Connected (10,3,2) -> (10,2,2)
Connected (10,3,2) -> (10,3,3)
Connected (10,3,2) -> (10,3,1)
====================
10,3,3 (10,3,3)
Ignored (11,3,3) because a block exists there.
Connected (10,3,3) -> (9,3,3)
Ignored (10,4,3) because a block exists there.
Connected (10,3,3) -> (10,2,3)
Ignored (10,3,4) because a block exists there.
Connected (10,3,3) -> (10,3,2)
====================
10,3,10 (10,3,10)
Ignored (11,3,10) because a block exists there.
Connected (10,3,10) -> (9,3,10)
Ignored (10,4,10) because a block exists there.
Ignored (10,2,10) because a block exists there.
Connected (10,3,10) -> (10,3,11)
Ignored (10,3,9) because a block exists there.
====================
10,3,11 (10,3,11)
Ignored (11,3,11) because a block exists there.
Ignored (9,3,11) because a block exists there.
Connected (10,3,11) -> (10,4,11)
Ignored (10,2,11) because a block exists there.
Ignored (10,3,12) because a block exists there.
Connected (10,3,11) -> (10,3,10)
====================
10,3,17 (10,3,17)
Connected (10,3,17) -> (11,3,17)
Connected (10,3,17) -> (9,3,17)
Ignored (10,4,17) because a block exists there.
Connected (10,3,17) -> (10,2,17)
Connected (10,3,17) -> (10,3,18)
Ignored (10,3,16) because a block exists there.
====================
10,3,18 (10,3,18)
Connected (10,3,18) -> (11,3,18)
Connected (10,3,18) -> (9,3,18)
Connected (10,3,18) -> (10,4,18)
Connected (10,3,18) -> (10,2,18)
Connected (10,3,18) -> (10,3,19)
Connected (10,3,18) -> (10,3,17)
====================
10,3,19 (10,3,19)
Connected (10,3,19) -> (11,3,19)
Connected (10,3,19) -> (9,3,19)
Connected (10,3,19) -> (10,4,19)
Connected (10,3,19) -> (10,2,19)
Connected (10,3,19) -> (10,3,20)
Connected (10,3,19) -> (10,3,18)
====================
10,3,20 (10,3,20)
Connected (10,3,20) -> (11,3,20)
Connected (10,3,20) -> (9,3,20)
Connected (10,3,20) -> (10,4,20)
Connected (10,3,20) -> (10,2,20)
Ignored (10,3,21) because it's out of bounds.
Connected (10,3,20) -> (10,3,19)
====================
10,4,-1 (10,4,-1)
Connected (10,4,-1) -> (11,4,-1)
Connected (10,4,-1) -> (9,4,-1)
Connected (10,4,-1) -> (10,5,-1)
Connected (10,4,-1) -> (10,3,-1)
Connected (10,4,-1) -> (10,4,0)
Ignored (10,4,-2) because it's out of bounds.
====================
10,4,0 (10,4,0)
Connected (10,4,0) -> (11,4,0)
Connected (10,4,0) -> (9,4,0)
Connected (10,4,0) -> (10,5,0)
Connected (10,4,0) -> (10,3,0)
Connected (10,4,0) -> (10,4,1)
Connected (10,4,0) -> (10,4,-1)
====================
10,4,1 (10,4,1)
Connected (10,4,1) -> (11,4,1)
Connected (10,4,1) -> (9,4,1)
Connected (10,4,1) -> (10,5,1)
Connected (10,4,1) -> (10,3,1)
Ignored (10,4,2) because a block exists there.
Connected (10,4,1) -> (10,4,0)
====================
10,4,6 (10,4,6)
Ignored (11,4,6) because a block exists there.
Ignored (9,4,6) because a block exists there.
Connected (10,4,6) -> (10,5,6)
Ignored (10,3,6) because a block exists there.
Ignored (10,4,7) because a block exists there.
Ignored (10,4,5) because a block exists there.
====================
10,4,8 (10,4,8)
Ignored (11,4,8) because a block exists there.
Connected (10,4,8) -> (9,4,8)
Connected (10,4,8) -> (10,5,8)
Ignored (10,3,8) because a block exists there.
Connected (10,4,8) -> (10,4,9)
Ignored (10,4,7) because a block exists there.
====================
10,4,9 (10,4,9)
Connected (10,4,9) -> (11,4,9)
Ignored (9,4,9) because a block exists there.
Connected (10,4,9) -> (10,5,9)
Ignored (10,3,9) because a block exists there.
Ignored (10,4,10) because a block exists there.
Connected (10,4,9) -> (10,4,8)
====================
10,4,11 (10,4,11)
Ignored (11,4,11) because a block exists there.
Connected (10,4,11) -> (9,4,11)
Connected (10,4,11) -> (10,5,11)
Connected (10,4,11) -> (10,3,11)
Ignored (10,4,12) because a block exists there.
Ignored (10,4,10) because a block exists there.
====================
10,4,18 (10,4,18)
Connected (10,4,18) -> (11,4,18)
Connected (10,4,18) -> (9,4,18)
Connected (10,4,18) -> (10,5,18)
Connected (10,4,18) -> (10,3,18)
Connected (10,4,18) -> (10,4,19)
Ignored (10,4,17) because a block exists there.
====================
10,4,19 (10,4,19)
Connected (10,4,19) -> (11,4,19)
Connected (10,4,19) -> (9,4,19)
Connected (10,4,19) -> (10,5,19)
Connected (10,4,19) -> (10,3,19)
Connected (10,4,19) -> (10,4,20)
Connected (10,4,19) -> (10,4,18)
====================
10,4,20 (10,4,20)
Connected (10,4,20) -> (11,4,20)
Connected (10,4,20) -> (9,4,20)
Connected (10,4,20) -> (10,5,20)
Connected (10,4,20) -> (10,3,20)
Ignored (10,4,21) because it's out of bounds.
Connected (10,4,20) -> (10,4,19)
====================
10,5,-1 (10,5,-1)
Connected (10,5,-1) -> (11,5,-1)
Connected (10,5,-1) -> (9,5,-1)
Connected (10,5,-1) -> (10,6,-1)
Connected (10,5,-1) -> (10,4,-1)
Connected (10,5,-1) -> (10,5,0)
Ignored (10,5,-2) because it's out of bounds.
====================
10,5,0 (10,5,0)
Connected (10,5,0) -> (11,5,0)
Connected (10,5,0) -> (9,5,0)
Connected (10,5,0) -> (10,6,0)
Connected (10,5,0) -> (10,4,0)
Connected (10,5,0) -> (10,5,1)
Connected (10,5,0) -> (10,5,-1)
====================
10,5,1 (10,5,1)
Connected (10,5,1) -> (11,5,1)
Ignored (9,5,1) because a block exists there.
Connected (10,5,1) -> (10,6,1)
Connected (10,5,1) -> (10,4,1)
Ignored (10,5,2) because a block exists there.
Connected (10,5,1) -> (10,5,0)
====================
10,5,6 (10,5,6)
Connected (10,5,6) -> (11,5,6)
Connected (10,5,6) -> (9,5,6)
Connected (10,5,6) -> (10,6,6)
Connected (10,5,6) -> (10,4,6)
Connected (10,5,6) -> (10,5,7)
Ignored (10,5,5) because a block exists there.
====================
10,5,7 (10,5,7)
Connected (10,5,7) -> (11,5,7)
Ignored (9,5,7) because a block exists there.
Connected (10,5,7) -> (10,6,7)
Ignored (10,4,7) because a block exists there.
Connected (10,5,7) -> (10,5,8)
Connected (10,5,7) -> (10,5,6)
====================
10,5,8 (10,5,8)
Connected (10,5,8) -> (11,5,8)
Connected (10,5,8) -> (9,5,8)
Connected (10,5,8) -> (10,6,8)
Connected (10,5,8) -> (10,4,8)
Connected (10,5,8) -> (10,5,9)
Connected (10,5,8) -> (10,5,7)
====================
10,5,9 (10,5,9)
Connected (10,5,9) -> (11,5,9)
Connected (10,5,9) -> (9,5,9)
Connected (10,5,9) -> (10,6,9)
Connected (10,5,9) -> (10,4,9)
Connected (10,5,9) -> (10,5,10)
Connected (10,5,9) -> (10,5,8)
====================
10,5,10 (10,5,10)
Connected (10,5,10) -> (11,5,10)
Connected (10,5,10) -> (9,5,10)
Connected (10,5,10) -> (10,6,10)
Ignored (10,4,10) because a block exists there.
Connected (10,5,10) -> (10,5,11)
Connected (10,5,10) -> (10,5,9)
====================
10,5,11 (10,5,11)
Connected (10,5,11) -> (11,5,11)
Ignored (9,5,11) because a block exists there.
Connected (10,5,11) -> (10,6,11)
Connected (10,5,11) -> (10,4,11)
Connected (10,5,11) -> (10,5,12)
Connected (10,5,11) -> (10,5,10)
====================
10,5,12 (10,5,12)
Connected (10,5,12) -> (11,5,12)
Connected (10,5,12) -> (9,5,12)
Connected (10,5,12) -> (10,6,12)
Ignored (10,4,12) because a block exists there.
Connected (10,5,12) -> (10,5,13)
Connected (10,5,12) -> (10,5,11)
====================
10,5,13 (10,5,13)
Ignored (11,5,13) because a block exists there.
Ignored (9,5,13) because a block exists there.
Connected (10,5,13) -> (10,6,13)
Ignored (10,4,13) because a block exists there.
Connected (10,5,13) -> (10,5,14)
Connected (10,5,13) -> (10,5,12)
====================
10,5,14 (10,5,14)
Connected (10,5,14) -> (11,5,14)
Ignored (9,5,14) because a block exists there.
Connected (10,5,14) -> (10,6,14)
Ignored (10,4,14) because a block exists there.
Connected (10,5,14) -> (10,5,15)
Connected (10,5,14) -> (10,5,13)
====================
10,5,15 (10,5,15)
Connected (10,5,15) -> (11,5,15)
Ignored (9,5,15) because a block exists there.
Ignored (10,6,15) because a block exists there.
Ignored (10,4,15) because a block exists there.
Ignored (10,5,16) because a block exists there.
Connected (10,5,15) -> (10,5,14)
====================
10,5,18 (10,5,18)
Connected (10,5,18) -> (11,5,18)
Connected (10,5,18) -> (9,5,18)
Ignored (10,6,18) because a block exists there.
Connected (10,5,18) -> (10,4,18)
Connected (10,5,18) -> (10,5,19)
Ignored (10,5,17) because a block exists there.
====================
10,5,19 (10,5,19)
Connected (10,5,19) -> (11,5,19)
Connected (10,5,19) -> (9,5,19)
Connected (10,5,19) -> (10,6,19)
Connected (10,5,19) -> (10,4,19)
Connected (10,5,19) -> (10,5,20)
Connected (10,5,19) -> (10,5,18)
====================
10,5,20 (10,5,20)
Connected (10,5,20) -> (11,5,20)
Connected (10,5,20) -> (9,5,20)
Connected (10,5,20) -> (10,6,20)
Connected (10,5,20) -> (10,4,20)
Ignored (10,5,21) because it's out of bounds.
Connected (10,5,20) -> (10,5,19)
====================
10,6,-1 (10,6,-1)
Connected (10,6,-1) -> (11,6,-1)
Connected (10,6,-1) -> (9,6,-1)
Connected (10,6,-1) -> (10,7,-1)
Connected (10,6,-1) -> (10,5,-1)
Connected (10,6,-1) -> (10,6,0)
Ignored (10,6,-2) because it's out of bounds.
====================
10,6,0 (10,6,0)
Connected (10,6,0) -> (11,6,0)
Connected (10,6,0) -> (9,6,0)
Connected (10,6,0) -> (10,7,0)
Connected (10,6,0) -> (10,5,0)
Connected (10,6,0) -> (10,6,1)
Connected (10,6,0) -> (10,6,-1)
====================
10,6,1 (10,6,1)
Ignored (11,6,1) because a block exists there.
Ignored (9,6,1) because a block exists there.
Ignored (10,7,1) because a block exists there.
Connected (10,6,1) -> (10,5,1)
Ignored (10,6,2) because a block exists there.
Connected (10,6,1) -> (10,6,0)
====================
10,6,6 (10,6,6)
Connected (10,6,6) -> (11,6,6)
Connected (10,6,6) -> (9,6,6)
Connected (10,6,6) -> (10,7,6)
Connected (10,6,6) -> (10,5,6)
Connected (10,6,6) -> (10,6,7)
Ignored (10,6,5) because a block exists there.
====================
10,6,7 (10,6,7)
Connected (10,6,7) -> (11,6,7)
Connected (10,6,7) -> (9,6,7)
Connected (10,6,7) -> (10,7,7)
Connected (10,6,7) -> (10,5,7)
Connected (10,6,7) -> (10,6,8)
Connected (10,6,7) -> (10,6,6)
====================
10,6,8 (10,6,8)
Connected (10,6,8) -> (11,6,8)
Connected (10,6,8) -> (9,6,8)
Connected (10,6,8) -> (10,7,8)
Connected (10,6,8) -> (10,5,8)
Connected (10,6,8) -> (10,6,9)
Connected (10,6,8) -> (10,6,7)
====================
10,6,9 (10,6,9)
Connected (10,6,9) -> (11,6,9)
Connected (10,6,9) -> (9,6,9)
Connected (10,6,9) -> (10,7,9)
Connected (10,6,9) -> (10,5,9)
Connected (10,6,9) -> (10,6,10)
Connected (10,6,9) -> (10,6,8)
====================
10,6,10 (10,6,10)
Connected (10,6,10) -> (11,6,10)
Connected (10,6,10) -> (9,6,10)
Connected (10,6,10) -> (10,7,10)
Connected (10,6,10) -> (10,5,10)
Connected (10,6,10) -> (10,6,11)
Connected (10,6,10) -> (10,6,9)
====================
10,6,11 (10,6,11)
Connected (10,6,11) -> (11,6,11)
Connected (10,6,11) -> (9,6,11)
Connected (10,6,11) -> (10,7,11)
Connected (10,6,11) -> (10,5,11)
Connected (10,6,11) -> (10,6,12)
Connected (10,6,11) -> (10,6,10)
====================
10,6,12 (10,6,12)
Connected (10,6,12) -> (11,6,12)
Connected (10,6,12) -> (9,6,12)
Connected (10,6,12) -> (10,7,12)
Connected (10,6,12) -> (10,5,12)
Connected (10,6,12) -> (10,6,13)
Connected (10,6,12) -> (10,6,11)
====================
10,6,13 (10,6,13)
Connected (10,6,13) -> (11,6,13)
Connected (10,6,13) -> (9,6,13)
Connected (10,6,13) -> (10,7,13)
Connected (10,6,13) -> (10,5,13)
Connected (10,6,13) -> (10,6,14)
Connected (10,6,13) -> (10,6,12)
====================
10,6,14 (10,6,14)
Connected (10,6,14) -> (11,6,14)
Connected (10,6,14) -> (9,6,14)
Connected (10,6,14) -> (10,7,14)
Connected (10,6,14) -> (10,5,14)
Ignored (10,6,15) because a block exists there.
Connected (10,6,14) -> (10,6,13)
====================
10,6,19 (10,6,19)
Connected (10,6,19) -> (11,6,19)
Connected (10,6,19) -> (9,6,19)
Connected (10,6,19) -> (10,7,19)
Connected (10,6,19) -> (10,5,19)
Connected (10,6,19) -> (10,6,20)
Ignored (10,6,18) because a block exists there.
====================
10,6,20 (10,6,20)
Connected (10,6,20) -> (11,6,20)
Connected (10,6,20) -> (9,6,20)
Connected (10,6,20) -> (10,7,20)
Connected (10,6,20) -> (10,5,20)
Ignored (10,6,21) because it's out of bounds.
Connected (10,6,20) -> (10,6,19)
====================
10,7,-1 (10,7,-1)
Connected (10,7,-1) -> (11,7,-1)
Connected (10,7,-1) -> (9,7,-1)
Connected (10,7,-1) -> (10,8,-1)
Connected (10,7,-1) -> (10,6,-1)
Connected (10,7,-1) -> (10,7,0)
Ignored (10,7,-2) because it's out of bounds.
====================
10,7,0 (10,7,0)
Connected (10,7,0) -> (11,7,0)
Connected (10,7,0) -> (9,7,0)
Connected (10,7,0) -> (10,8,0)
Connected (10,7,0) -> (10,6,0)
Ignored (10,7,1) because a block exists there.
Connected (10,7,0) -> (10,7,-1)
====================
10,7,5 (10,7,5)
Ignored (11,7,5) because a block exists there.
Connected (10,7,5) -> (9,7,5)
Connected (10,7,5) -> (10,8,5)
Ignored (10,6,5) because a block exists there.
Connected (10,7,5) -> (10,7,6)
Ignored (10,7,4) because a block exists there.
====================
10,7,6 (10,7,6)
Connected (10,7,6) -> (11,7,6)
Connected (10,7,6) -> (9,7,6)
Connected (10,7,6) -> (10,8,6)
Connected (10,7,6) -> (10,6,6)
Connected (10,7,6) -> (10,7,7)
Connected (10,7,6) -> (10,7,5)
====================
10,7,7 (10,7,7)
Connected (10,7,7) -> (11,7,7)
Connected (10,7,7) -> (9,7,7)
Connected (10,7,7) -> (10,8,7)
Connected (10,7,7) -> (10,6,7)
Connected (10,7,7) -> (10,7,8)
Connected (10,7,7) -> (10,7,6)
====================
10,7,8 (10,7,8)
Connected (10,7,8) -> (11,7,8)
Connected (10,7,8) -> (9,7,8)
Connected (10,7,8) -> (10,8,8)
Connected (10,7,8) -> (10,6,8)
Connected (10,7,8) -> (10,7,9)
Connected (10,7,8) -> (10,7,7)
====================
10,7,9 (10,7,9)
Connected (10,7,9) -> (11,7,9)
Connected (10,7,9) -> (9,7,9)
Connected (10,7,9) -> (10,8,9)
Connected (10,7,9) -> (10,6,9)
Connected (10,7,9) -> (10,7,10)
Connected (10,7,9) -> (10,7,8)
====================
10,7,10 (10,7,10)
Connected (10,7,10) -> (11,7,10)
Connected (10,7,10) -> (9,7,10)
Connected (10,7,10) -> (10,8,10)
Connected (10,7,10) -> (10,6,10)
Connected (10,7,10) -> (10,7,11)
Connected (10,7,10) -> (10,7,9)
====================
10,7,11 (10,7,11)
Connected (10,7,11) -> (11,7,11)
Connected (10,7,11) -> (9,7,11)
Connected (10,7,11) -> (10,8,11)
Connected (10,7,11) -> (10,6,11)
Connected (10,7,11) -> (10,7,12)
Connected (10,7,11) -> (10,7,10)
====================
10,7,12 (10,7,12)
Connected (10,7,12) -> (11,7,12)
Connected (10,7,12) -> (9,7,12)
Connected (10,7,12) -> (10,8,12)
Connected (10,7,12) -> (10,6,12)
Connected (10,7,12) -> (10,7,13)
Connected (10,7,12) -> (10,7,11)
====================
10,7,13 (10,7,13)
Connected (10,7,13) -> (11,7,13)
Ignored (9,7,13) because a block exists there.
Connected (10,7,13) -> (10,8,13)
Connected (10,7,13) -> (10,6,13)
Connected (10,7,13) -> (10,7,14)
Connected (10,7,13) -> (10,7,12)
====================
10,7,14 (10,7,14)
Connected (10,7,14) -> (11,7,14)
Connected (10,7,14) -> (9,7,14)
Connected (10,7,14) -> (10,8,14)
Connected (10,7,14) -> (10,6,14)
Connected (10,7,14) -> (10,7,15)
Connected (10,7,14) -> (10,7,13)
====================
10,7,15 (10,7,15)
Connected (10,7,15) -> (11,7,15)
Connected (10,7,15) -> (9,7,15)
Connected (10,7,15) -> (10,8,15)
Ignored (10,6,15) because a block exists there.
Ignored (10,7,16) because a block exists there.
Connected (10,7,15) -> (10,7,14)
====================
10,7,18 (10,7,18)
Ignored (11,7,18) because a block exists there.
Ignored (9,7,18) because a block exists there.
Ignored (10,8,18) because a block exists there.
Ignored (10,6,18) because a block exists there.
Connected (10,7,18) -> (10,7,19)
Ignored (10,7,17) because a block exists there.
====================
10,7,19 (10,7,19)
Connected (10,7,19) -> (11,7,19)
Connected (10,7,19) -> (9,7,19)
Connected (10,7,19) -> (10,8,19)
Connected (10,7,19) -> (10,6,19)
Connected (10,7,19) -> (10,7,20)
Connected (10,7,19) -> (10,7,18)
====================
10,7,20 (10,7,20)
Connected (10,7,20) -> (11,7,20)
Connected (10,7,20) -> (9,7,20)
Connected (10,7,20) -> (10,8,20)
Connected (10,7,20) -> (10,6,20)
Ignored (10,7,21) because it's out of bounds.
Connected (10,7,20) -> (10,7,19)
====================
10,8,-1 (10,8,-1)
Connected (10,8,-1) -> (11,8,-1)
Connected (10,8,-1) -> (9,8,-1)
Connected (10,8,-1) -> (10,9,-1)
Connected (10,8,-1) -> (10,7,-1)
Connected (10,8,-1) -> (10,8,0)
Ignored (10,8,-2) because it's out of bounds.
====================
10,8,0 (10,8,0)
Connected (10,8,0) -> (11,8,0)
Connected (10,8,0) -> (9,8,0)
Ignored (10,9,0) because a block exists there.
Connected (10,8,0) -> (10,7,0)
Ignored (10,8,1) because a block exists there.
Connected (10,8,0) -> (10,8,-1)
====================
10,8,3 (10,8,3)
Ignored (11,8,3) because a block exists there.
Ignored (9,8,3) because a block exists there.
Ignored (10,9,3) because a block exists there.
Ignored (10,7,3) because a block exists there.
Connected (10,8,3) -> (10,8,4)
Ignored (10,8,2) because a block exists there.
====================
10,8,4 (10,8,4)
Ignored (11,8,4) because a block exists there.
Connected (10,8,4) -> (9,8,4)
Connected (10,8,4) -> (10,9,4)
Ignored (10,7,4) because a block exists there.
Connected (10,8,4) -> (10,8,5)
Connected (10,8,4) -> (10,8,3)
====================
10,8,5 (10,8,5)
Connected (10,8,5) -> (11,8,5)
Connected (10,8,5) -> (9,8,5)
Connected (10,8,5) -> (10,9,5)
Connected (10,8,5) -> (10,7,5)
Connected (10,8,5) -> (10,8,6)
Connected (10,8,5) -> (10,8,4)
====================
10,8,6 (10,8,6)
Connected (10,8,6) -> (11,8,6)
Connected (10,8,6) -> (9,8,6)
Connected (10,8,6) -> (10,9,6)
Connected (10,8,6) -> (10,7,6)
Connected (10,8,6) -> (10,8,7)
Connected (10,8,6) -> (10,8,5)
====================
10,8,7 (10,8,7)
Connected (10,8,7) -> (11,8,7)
Connected (10,8,7) -> (9,8,7)
Connected (10,8,7) -> (10,9,7)
Connected (10,8,7) -> (10,7,7)
Connected (10,8,7) -> (10,8,8)
Connected (10,8,7) -> (10,8,6)
====================
10,8,8 (10,8,8)
Connected (10,8,8) -> (11,8,8)
Connected (10,8,8) -> (9,8,8)
Connected (10,8,8) -> (10,9,8)
Connected (10,8,8) -> (10,7,8)
Connected (10,8,8) -> (10,8,9)
Connected (10,8,8) -> (10,8,7)
====================
10,8,9 (10,8,9)
Connected (10,8,9) -> (11,8,9)
Connected (10,8,9) -> (9,8,9)
Connected (10,8,9) -> (10,9,9)
Connected (10,8,9) -> (10,7,9)
Connected (10,8,9) -> (10,8,10)
Connected (10,8,9) -> (10,8,8)
====================
10,8,10 (10,8,10)
Connected (10,8,10) -> (11,8,10)
Connected (10,8,10) -> (9,8,10)
Connected (10,8,10) -> (10,9,10)
Connected (10,8,10) -> (10,7,10)
Connected (10,8,10) -> (10,8,11)
Connected (10,8,10) -> (10,8,9)
====================
10,8,11 (10,8,11)
Connected (10,8,11) -> (11,8,11)
Connected (10,8,11) -> (9,8,11)
Connected (10,8,11) -> (10,9,11)
Connected (10,8,11) -> (10,7,11)
Connected (10,8,11) -> (10,8,12)
Connected (10,8,11) -> (10,8,10)
====================
10,8,12 (10,8,12)
Connected (10,8,12) -> (11,8,12)
Connected (10,8,12) -> (9,8,12)
Connected (10,8,12) -> (10,9,12)
Connected (10,8,12) -> (10,7,12)
Connected (10,8,12) -> (10,8,13)
Connected (10,8,12) -> (10,8,11)
====================
10,8,13 (10,8,13)
Connected (10,8,13) -> (11,8,13)
Connected (10,8,13) -> (9,8,13)
Connected (10,8,13) -> (10,9,13)
Connected (10,8,13) -> (10,7,13)
Connected (10,8,13) -> (10,8,14)
Connected (10,8,13) -> (10,8,12)
====================
10,8,14 (10,8,14)
Connected (10,8,14) -> (11,8,14)
Connected (10,8,14) -> (9,8,14)
Connected (10,8,14) -> (10,9,14)
Connected (10,8,14) -> (10,7,14)
Connected (10,8,14) -> (10,8,15)
Connected (10,8,14) -> (10,8,13)
====================
10,8,15 (10,8,15)
Connected (10,8,15) -> (11,8,15)
Connected (10,8,15) -> (9,8,15)
Connected (10,8,15) -> (10,9,15)
Connected (10,8,15) -> (10,7,15)
Connected (10,8,15) -> (10,8,16)
Connected (10,8,15) -> (10,8,14)
====================
10,8,16 (10,8,16)
Ignored (11,8,16) because a block exists there.
Ignored (9,8,16) because a block exists there.
Ignored (10,9,16) because a block exists there.
Ignored (10,7,16) because a block exists there.
Ignored (10,8,17) because a block exists there.
Connected (10,8,16) -> (10,8,15)
====================
10,8,19 (10,8,19)
Connected (10,8,19) -> (11,8,19)
Connected (10,8,19) -> (9,8,19)
Connected (10,8,19) -> (10,9,19)
Connected (10,8,19) -> (10,7,19)
Connected (10,8,19) -> (10,8,20)
Ignored (10,8,18) because a block exists there.
====================
10,8,20 (10,8,20)
Connected (10,8,20) -> (11,8,20)
Connected (10,8,20) -> (9,8,20)
Connected (10,8,20) -> (10,9,20)
Connected (10,8,20) -> (10,7,20)
Ignored (10,8,21) because it's out of bounds.
Connected (10,8,20) -> (10,8,19)
====================
10,9,-1 (10,9,-1)
Connected (10,9,-1) -> (11,9,-1)
Connected (10,9,-1) -> (9,9,-1)
Connected (10,9,-1) -> (10,10,-1)
Connected (10,9,-1) -> (10,8,-1)
Ignored (10,9,0) because a block exists there.
Ignored (10,9,-2) because it's out of bounds.
====================
10,9,4 (10,9,4)
Ignored (11,9,4) because a block exists there.
Connected (10,9,4) -> (9,9,4)
Ignored (10,10,4) because a block exists there.
Connected (10,9,4) -> (10,8,4)
Connected (10,9,4) -> (10,9,5)
Ignored (10,9,3) because a block exists there.
====================
10,9,5 (10,9,5)
Connected (10,9,5) -> (11,9,5)
Connected (10,9,5) -> (9,9,5)
Connected (10,9,5) -> (10,10,5)
Connected (10,9,5) -> (10,8,5)
Connected (10,9,5) -> (10,9,6)
Connected (10,9,5) -> (10,9,4)
====================
10,9,6 (10,9,6)
Connected (10,9,6) -> (11,9,6)
Connected (10,9,6) -> (9,9,6)
Connected (10,9,6) -> (10,10,6)
Connected (10,9,6) -> (10,8,6)
Connected (10,9,6) -> (10,9,7)
Connected (10,9,6) -> (10,9,5)
====================
10,9,7 (10,9,7)
Connected (10,9,7) -> (11,9,7)
Connected (10,9,7) -> (9,9,7)
Connected (10,9,7) -> (10,10,7)
Connected (10,9,7) -> (10,8,7)
Connected (10,9,7) -> (10,9,8)
Connected (10,9,7) -> (10,9,6)
====================
10,9,8 (10,9,8)
Connected (10,9,8) -> (11,9,8)
Connected (10,9,8) -> (9,9,8)
Connected (10,9,8) -> (10,10,8)
Connected (10,9,8) -> (10,8,8)
Connected (10,9,8) -> (10,9,9)
Connected (10,9,8) -> (10,9,7)
====================
10,9,9 (10,9,9)
Connected (10,9,9) -> (11,9,9)
Connected (10,9,9) -> (9,9,9)
Connected (10,9,9) -> (10,10,9)
Connected (10,9,9) -> (10,8,9)
Connected (10,9,9) -> (10,9,10)
Connected (10,9,9) -> (10,9,8)
====================
10,9,10 (10,9,10)
Connected (10,9,10) -> (11,9,10)
Connected (10,9,10) -> (9,9,10)
Connected (10,9,10) -> (10,10,10)
Connected (10,9,10) -> (10,8,10)
Connected (10,9,10) -> (10,9,11)
Connected (10,9,10) -> (10,9,9)
====================
10,9,11 (10,9,11)
Connected (10,9,11) -> (11,9,11)
Connected (10,9,11) -> (9,9,11)
Connected (10,9,11) -> (10,10,11)
Connected (10,9,11) -> (10,8,11)
Connected (10,9,11) -> (10,9,12)
Connected (10,9,11) -> (10,9,10)
====================
10,9,12 (10,9,12)
Connected (10,9,12) -> (11,9,12)
Connected (10,9,12) -> (9,9,12)
Connected (10,9,12) -> (10,10,12)
Connected (10,9,12) -> (10,8,12)
Connected (10,9,12) -> (10,9,13)
Connected (10,9,12) -> (10,9,11)
====================
10,9,13 (10,9,13)
Connected (10,9,13) -> (11,9,13)
Connected (10,9,13) -> (9,9,13)
Connected (10,9,13) -> (10,10,13)
Connected (10,9,13) -> (10,8,13)
Connected (10,9,13) -> (10,9,14)
Connected (10,9,13) -> (10,9,12)
====================
10,9,14 (10,9,14)
Connected (10,9,14) -> (11,9,14)
Connected (10,9,14) -> (9,9,14)
Connected (10,9,14) -> (10,10,14)
Connected (10,9,14) -> (10,8,14)
Connected (10,9,14) -> (10,9,15)
Connected (10,9,14) -> (10,9,13)
====================
10,9,15 (10,9,15)
Connected (10,9,15) -> (11,9,15)
Connected (10,9,15) -> (9,9,15)
Ignored (10,10,15) because a block exists there.
Connected (10,9,15) -> (10,8,15)
Ignored (10,9,16) because a block exists there.
Connected (10,9,15) -> (10,9,14)
====================
10,9,19 (10,9,19)
Connected (10,9,19) -> (11,9,19)
Ignored (9,9,19) because a block exists there.
Connected (10,9,19) -> (10,10,19)
Connected (10,9,19) -> (10,8,19)
Connected (10,9,19) -> (10,9,20)
Ignored (10,9,18) because a block exists there.
====================
10,9,20 (10,9,20)
Connected (10,9,20) -> (11,9,20)
Connected (10,9,20) -> (9,9,20)
Connected (10,9,20) -> (10,10,20)
Connected (10,9,20) -> (10,8,20)
Ignored (10,9,21) because it's out of bounds.
Connected (10,9,20) -> (10,9,19)
====================
10,10,-1 (10,10,-1)
Connected (10,10,-1) -> (11,10,-1)
Connected (10,10,-1) -> (9,10,-1)
Connected (10,10,-1) -> (10,11,-1)
Connected (10,10,-1) -> (10,9,-1)
Connected (10,10,-1) -> (10,10,0)
Ignored (10,10,-2) because it's out of bounds.
====================
10,10,0 (10,10,0)
Connected (10,10,0) -> (11,10,0)
Connected (10,10,0) -> (9,10,0)
Connected (10,10,0) -> (10,11,0)
Ignored (10,9,0) because a block exists there.
Ignored (10,10,1) because a block exists there.
Connected (10,10,0) -> (10,10,-1)
====================
10,10,3 (10,10,3)
Ignored (11,10,3) because a block exists there.
Connected (10,10,3) -> (9,10,3)
Connected (10,10,3) -> (10,11,3)
Ignored (10,9,3) because a block exists there.
Ignored (10,10,4) because a block exists there.
Ignored (10,10,2) because a block exists there.
====================
10,10,5 (10,10,5)
Connected (10,10,5) -> (11,10,5)
Connected (10,10,5) -> (9,10,5)
Connected (10,10,5) -> (10,11,5)
Connected (10,10,5) -> (10,9,5)
Connected (10,10,5) -> (10,10,6)
Ignored (10,10,4) because a block exists there.
====================
10,10,6 (10,10,6)
Connected (10,10,6) -> (11,10,6)
Connected (10,10,6) -> (9,10,6)
Connected (10,10,6) -> (10,11,6)
Connected (10,10,6) -> (10,9,6)
Connected (10,10,6) -> (10,10,7)
Connected (10,10,6) -> (10,10,5)
====================
10,10,7 (10,10,7)
Connected (10,10,7) -> (11,10,7)
Connected (10,10,7) -> (9,10,7)
Connected (10,10,7) -> (10,11,7)
Connected (10,10,7) -> (10,9,7)
Connected (10,10,7) -> (10,10,8)
Connected (10,10,7) -> (10,10,6)
====================
10,10,8 (10,10,8)
Connected (10,10,8) -> (11,10,8)
Connected (10,10,8) -> (9,10,8)
Connected (10,10,8) -> (10,11,8)
Connected (10,10,8) -> (10,9,8)
Connected (10,10,8) -> (10,10,9)
Connected (10,10,8) -> (10,10,7)
====================
10,10,9 (10,10,9)
Connected (10,10,9) -> (11,10,9)
Connected (10,10,9) -> (9,10,9)
Connected (10,10,9) -> (10,11,9)
Connected (10,10,9) -> (10,9,9)
Connected (10,10,9) -> (10,10,10)
Connected (10,10,9) -> (10,10,8)
====================
10,10,10 (10,10,10)
Connected (10,10,10) -> (11,10,10)
Connected (10,10,10) -> (9,10,10)
Connected (10,10,10) -> (10,11,10)
Connected (10,10,10) -> (10,9,10)
Connected (10,10,10) -> (10,10,11)
Connected (10,10,10) -> (10,10,9)
====================
10,10,11 (10,10,11)
Connected (10,10,11) -> (11,10,11)
Connected (10,10,11) -> (9,10,11)
Connected (10,10,11) -> (10,11,11)
Connected (10,10,11) -> (10,9,11)
Connected (10,10,11) -> (10,10,12)
Connected (10,10,11) -> (10,10,10)
====================
10,10,12 (10,10,12)
Connected (10,10,12) -> (11,10,12)
Connected (10,10,12) -> (9,10,12)
Connected (10,10,12) -> (10,11,12)
Connected (10,10,12) -> (10,9,12)
Connected (10,10,12) -> (10,10,13)
Connected (10,10,12) -> (10,10,11)
====================
10,10,13 (10,10,13)
Connected (10,10,13) -> (11,10,13)
Connected (10,10,13) -> (9,10,13)
Connected (10,10,13) -> (10,11,13)
Connected (10,10,13) -> (10,9,13)
Connected (10,10,13) -> (10,10,14)
Connected (10,10,13) -> (10,10,12)
====================
10,10,14 (10,10,14)
Connected (10,10,14) -> (11,10,14)
Connected (10,10,14) -> (9,10,14)
Connected (10,10,14) -> (10,11,14)
Connected (10,10,14) -> (10,9,14)
Ignored (10,10,15) because a block exists there.
Connected (10,10,14) -> (10,10,13)
====================
10,10,19 (10,10,19)
Connected (10,10,19) -> (11,10,19)
Connected (10,10,19) -> (9,10,19)
Connected (10,10,19) -> (10,11,19)
Connected (10,10,19) -> (10,9,19)
Connected (10,10,19) -> (10,10,20)
Ignored (10,10,18) because a block exists there.
====================
10,10,20 (10,10,20)
Connected (10,10,20) -> (11,10,20)
Connected (10,10,20) -> (9,10,20)
Connected (10,10,20) -> (10,11,20)
Connected (10,10,20) -> (10,9,20)
Ignored (10,10,21) because it's out of bounds.
Connected (10,10,20) -> (10,10,19)
====================
10,11,-1 (10,11,-1)
Connected (10,11,-1) -> (11,11,-1)
Connected (10,11,-1) -> (9,11,-1)
Connected (10,11,-1) -> (10,12,-1)
Connected (10,11,-1) -> (10,10,-1)
Connected (10,11,-1) -> (10,11,0)
Ignored (10,11,-2) because it's out of bounds.
====================
10,11,0 (10,11,0)
Connected (10,11,0) -> (11,11,0)
Ignored (9,11,0) because a block exists there.
Connected (10,11,0) -> (10,12,0)
Connected (10,11,0) -> (10,10,0)
Ignored (10,11,1) because a block exists there.
Connected (10,11,0) -> (10,11,-1)
====================
10,11,3 (10,11,3)
Connected (10,11,3) -> (11,11,3)
Ignored (9,11,3) because a block exists there.
Ignored (10,12,3) because a block exists there.
Connected (10,11,3) -> (10,10,3)
Connected (10,11,3) -> (10,11,4)
Ignored (10,11,2) because a block exists there.
====================
10,11,4 (10,11,4)
Connected (10,11,4) -> (11,11,4)
Connected (10,11,4) -> (9,11,4)
Connected (10,11,4) -> (10,12,4)
Ignored (10,10,4) because a block exists there.
Connected (10,11,4) -> (10,11,5)
Connected (10,11,4) -> (10,11,3)
====================
10,11,5 (10,11,5)
Connected (10,11,5) -> (11,11,5)
Connected (10,11,5) -> (9,11,5)
Connected (10,11,5) -> (10,12,5)
Connected (10,11,5) -> (10,10,5)
Connected (10,11,5) -> (10,11,6)
Connected (10,11,5) -> (10,11,4)
====================
10,11,6 (10,11,6)
Connected (10,11,6) -> (11,11,6)
Connected (10,11,6) -> (9,11,6)
Connected (10,11,6) -> (10,12,6)
Connected (10,11,6) -> (10,10,6)
Connected (10,11,6) -> (10,11,7)
Connected (10,11,6) -> (10,11,5)
====================
10,11,7 (10,11,7)
Connected (10,11,7) -> (11,11,7)
Connected (10,11,7) -> (9,11,7)
Connected (10,11,7) -> (10,12,7)
Connected (10,11,7) -> (10,10,7)
Connected (10,11,7) -> (10,11,8)
Connected (10,11,7) -> (10,11,6)
====================
10,11,8 (10,11,8)
Connected (10,11,8) -> (11,11,8)
Connected (10,11,8) -> (9,11,8)
Connected (10,11,8) -> (10,12,8)
Connected (10,11,8) -> (10,10,8)
Connected (10,11,8) -> (10,11,9)
Connected (10,11,8) -> (10,11,7)
====================
10,11,9 (10,11,9)
Connected (10,11,9) -> (11,11,9)
Connected (10,11,9) -> (9,11,9)
Connected (10,11,9) -> (10,12,9)
Connected (10,11,9) -> (10,10,9)
Connected (10,11,9) -> (10,11,10)
Connected (10,11,9) -> (10,11,8)
====================
10,11,10 (10,11,10)
Connected (10,11,10) -> (11,11,10)
Connected (10,11,10) -> (9,11,10)
Connected (10,11,10) -> (10,12,10)
Connected (10,11,10) -> (10,10,10)
Connected (10,11,10) -> (10,11,11)
Connected (10,11,10) -> (10,11,9)
====================
10,11,11 (10,11,11)
Connected (10,11,11) -> (11,11,11)
Connected (10,11,11) -> (9,11,11)
Connected (10,11,11) -> (10,12,11)
Connected (10,11,11) -> (10,10,11)
Connected (10,11,11) -> (10,11,12)
Connected (10,11,11) -> (10,11,10)
====================
10,11,12 (10,11,12)
Connected (10,11,12) -> (11,11,12)
Connected (10,11,12) -> (9,11,12)
Connected (10,11,12) -> (10,12,12)
Connected (10,11,12) -> (10,10,12)
Connected (10,11,12) -> (10,11,13)
Connected (10,11,12) -> (10,11,11)
====================
10,11,13 (10,11,13)
Connected (10,11,13) -> (11,11,13)
Connected (10,11,13) -> (9,11,13)
Connected (10,11,13) -> (10,12,13)
Connected (10,11,13) -> (10,10,13)
Connected (10,11,13) -> (10,11,14)
Connected (10,11,13) -> (10,11,12)
====================
10,11,14 (10,11,14)
Connected (10,11,14) -> (11,11,14)
Connected (10,11,14) -> (9,11,14)
Connected (10,11,14) -> (10,12,14)
Connected (10,11,14) -> (10,10,14)
Connected (10,11,14) -> (10,11,15)
Connected (10,11,14) -> (10,11,13)
====================
10,11,15 (10,11,15)
Connected (10,11,15) -> (11,11,15)
Connected (10,11,15) -> (9,11,15)
Connected (10,11,15) -> (10,12,15)
Ignored (10,10,15) because a block exists there.
Ignored (10,11,16) because a block exists there.
Connected (10,11,15) -> (10,11,14)
====================
10,11,19 (10,11,19)
Connected (10,11,19) -> (11,11,19)
Connected (10,11,19) -> (9,11,19)
Connected (10,11,19) -> (10,12,19)
Connected (10,11,19) -> (10,10,19)
Connected (10,11,19) -> (10,11,20)
Ignored (10,11,18) because a block exists there.
====================
10,11,20 (10,11,20)
Connected (10,11,20) -> (11,11,20)
Connected (10,11,20) -> (9,11,20)
Connected (10,11,20) -> (10,12,20)
Connected (10,11,20) -> (10,10,20)
Ignored (10,11,21) because it's out of bounds.
Connected (10,11,20) -> (10,11,19)
====================
10,12,-1 (10,12,-1)
Connected (10,12,-1) -> (11,12,-1)
Connected (10,12,-1) -> (9,12,-1)
Connected (10,12,-1) -> (10,13,-1)
Connected (10,12,-1) -> (10,11,-1)
Connected (10,12,-1) -> (10,12,0)
Ignored (10,12,-2) because it's out of bounds.
====================
10,12,0 (10,12,0)
Connected (10,12,0) -> (11,12,0)
Connected (10,12,0) -> (9,12,0)
Connected (10,12,0) -> (10,13,0)
Connected (10,12,0) -> (10,11,0)
Ignored (10,12,1) because a block exists there.
Connected (10,12,0) -> (10,12,-1)
====================
10,12,2 (10,12,2)
Ignored (11,12,2) because a block exists there.
Ignored (9,12,2) because a block exists there.
Ignored (10,13,2) because a block exists there.
Ignored (10,11,2) because a block exists there.
Ignored (10,12,3) because a block exists there.
Ignored (10,12,1) because a block exists there.
====================
10,12,4 (10,12,4)
Ignored (11,12,4) because a block exists there.
Ignored (9,12,4) because a block exists there.
Ignored (10,13,4) because a block exists there.
Connected (10,12,4) -> (10,11,4)
Connected (10,12,4) -> (10,12,5)
Ignored (10,12,3) because a block exists there.
====================
10,12,5 (10,12,5)
Connected (10,12,5) -> (11,12,5)
Ignored (9,12,5) because a block exists there.
Connected (10,12,5) -> (10,13,5)
Connected (10,12,5) -> (10,11,5)
Connected (10,12,5) -> (10,12,6)
Connected (10,12,5) -> (10,12,4)
====================
10,12,6 (10,12,6)
Connected (10,12,6) -> (11,12,6)
Connected (10,12,6) -> (9,12,6)
Connected (10,12,6) -> (10,13,6)
Connected (10,12,6) -> (10,11,6)
Connected (10,12,6) -> (10,12,7)
Connected (10,12,6) -> (10,12,5)
====================
10,12,7 (10,12,7)
Connected (10,12,7) -> (11,12,7)
Connected (10,12,7) -> (9,12,7)
Connected (10,12,7) -> (10,13,7)
Connected (10,12,7) -> (10,11,7)
Connected (10,12,7) -> (10,12,8)
Connected (10,12,7) -> (10,12,6)
====================
10,12,8 (10,12,8)
Connected (10,12,8) -> (11,12,8)
Connected (10,12,8) -> (9,12,8)
Connected (10,12,8) -> (10,13,8)
Connected (10,12,8) -> (10,11,8)
Connected (10,12,8) -> (10,12,9)
Connected (10,12,8) -> (10,12,7)
====================
10,12,9 (10,12,9)
Connected (10,12,9) -> (11,12,9)
Connected (10,12,9) -> (9,12,9)
Connected (10,12,9) -> (10,13,9)
Connected (10,12,9) -> (10,11,9)
Connected (10,12,9) -> (10,12,10)
Connected (10,12,9) -> (10,12,8)
====================
10,12,10 (10,12,10)
Connected (10,12,10) -> (11,12,10)
Connected (10,12,10) -> (9,12,10)
Connected (10,12,10) -> (10,13,10)
Connected (10,12,10) -> (10,11,10)
Connected (10,12,10) -> (10,12,11)
Connected (10,12,10) -> (10,12,9)
====================
10,12,11 (10,12,11)
Connected (10,12,11) -> (11,12,11)
Connected (10,12,11) -> (9,12,11)
Connected (10,12,11) -> (10,13,11)
Connected (10,12,11) -> (10,11,11)
Connected (10,12,11) -> (10,12,12)
Connected (10,12,11) -> (10,12,10)
====================
10,12,12 (10,12,12)
Connected (10,12,12) -> (11,12,12)
Connected (10,12,12) -> (9,12,12)
Connected (10,12,12) -> (10,13,12)
Connected (10,12,12) -> (10,11,12)
Connected (10,12,12) -> (10,12,13)
Connected (10,12,12) -> (10,12,11)
====================
10,12,13 (10,12,13)
Connected (10,12,13) -> (11,12,13)
Connected (10,12,13) -> (9,12,13)
Connected (10,12,13) -> (10,13,13)
Connected (10,12,13) -> (10,11,13)
Connected (10,12,13) -> (10,12,14)
Connected (10,12,13) -> (10,12,12)
====================
10,12,14 (10,12,14)
Connected (10,12,14) -> (11,12,14)
Ignored (9,12,14) because a block exists there.
Connected (10,12,14) -> (10,13,14)
Connected (10,12,14) -> (10,11,14)
Connected (10,12,14) -> (10,12,15)
Connected (10,12,14) -> (10,12,13)
====================
10,12,15 (10,12,15)
Connected (10,12,15) -> (11,12,15)
Connected (10,12,15) -> (9,12,15)
Connected (10,12,15) -> (10,13,15)
Connected (10,12,15) -> (10,11,15)
Ignored (10,12,16) because a block exists there.
Connected (10,12,15) -> (10,12,14)
====================
10,12,19 (10,12,19)
Connected (10,12,19) -> (11,12,19)
Connected (10,12,19) -> (9,12,19)
Connected (10,12,19) -> (10,13,19)
Connected (10,12,19) -> (10,11,19)
Connected (10,12,19) -> (10,12,20)
Ignored (10,12,18) because a block exists there.
====================
10,12,20 (10,12,20)
Connected (10,12,20) -> (11,12,20)
Connected (10,12,20) -> (9,12,20)
Connected (10,12,20) -> (10,13,20)
Connected (10,12,20) -> (10,11,20)
Ignored (10,12,21) because it's out of bounds.
Connected (10,12,20) -> (10,12,19)
====================
10,13,-1 (10,13,-1)
Connected (10,13,-1) -> (11,13,-1)
Connected (10,13,-1) -> (9,13,-1)
Connected (10,13,-1) -> (10,14,-1)
Connected (10,13,-1) -> (10,12,-1)
Connected (10,13,-1) -> (10,13,0)
Ignored (10,13,-2) because it's out of bounds.
====================
10,13,0 (10,13,0)
Connected (10,13,0) -> (11,13,0)
Connected (10,13,0) -> (9,13,0)
Connected (10,13,0) -> (10,14,0)
Connected (10,13,0) -> (10,12,0)
Ignored (10,13,1) because a block exists there.
Connected (10,13,0) -> (10,13,-1)
====================
10,13,5 (10,13,5)
Ignored (11,13,5) because a block exists there.
Connected (10,13,5) -> (9,13,5)
Ignored (10,14,5) because a block exists there.
Connected (10,13,5) -> (10,12,5)
Connected (10,13,5) -> (10,13,6)
Ignored (10,13,4) because a block exists there.
====================
10,13,6 (10,13,6)
Connected (10,13,6) -> (11,13,6)
Connected (10,13,6) -> (9,13,6)
Ignored (10,14,6) because a block exists there.
Connected (10,13,6) -> (10,12,6)
Connected (10,13,6) -> (10,13,7)
Connected (10,13,6) -> (10,13,5)
====================
10,13,7 (10,13,7)
Connected (10,13,7) -> (11,13,7)
Connected (10,13,7) -> (9,13,7)
Connected (10,13,7) -> (10,14,7)
Connected (10,13,7) -> (10,12,7)
Connected (10,13,7) -> (10,13,8)
Connected (10,13,7) -> (10,13,6)
====================
10,13,8 (10,13,8)
Connected (10,13,8) -> (11,13,8)
Connected (10,13,8) -> (9,13,8)
Connected (10,13,8) -> (10,14,8)
Connected (10,13,8) -> (10,12,8)
Connected (10,13,8) -> (10,13,9)
Connected (10,13,8) -> (10,13,7)
====================
10,13,9 (10,13,9)
Connected (10,13,9) -> (11,13,9)
Connected (10,13,9) -> (9,13,9)
Connected (10,13,9) -> (10,14,9)
Connected (10,13,9) -> (10,12,9)
Connected (10,13,9) -> (10,13,10)
Connected (10,13,9) -> (10,13,8)
====================
10,13,10 (10,13,10)
Connected (10,13,10) -> (11,13,10)
Connected (10,13,10) -> (9,13,10)
Connected (10,13,10) -> (10,14,10)
Connected (10,13,10) -> (10,12,10)
Connected (10,13,10) -> (10,13,11)
Connected (10,13,10) -> (10,13,9)
====================
10,13,11 (10,13,11)
Connected (10,13,11) -> (11,13,11)
Connected (10,13,11) -> (9,13,11)
Connected (10,13,11) -> (10,14,11)
Connected (10,13,11) -> (10,12,11)
Connected (10,13,11) -> (10,13,12)
Connected (10,13,11) -> (10,13,10)
====================
10,13,12 (10,13,12)
Connected (10,13,12) -> (11,13,12)
Connected (10,13,12) -> (9,13,12)
Connected (10,13,12) -> (10,14,12)
Connected (10,13,12) -> (10,12,12)
Connected (10,13,12) -> (10,13,13)
Connected (10,13,12) -> (10,13,11)
====================
10,13,13 (10,13,13)
Connected (10,13,13) -> (11,13,13)
Connected (10,13,13) -> (9,13,13)
Ignored (10,14,13) because a block exists there.
Connected (10,13,13) -> (10,12,13)
Connected (10,13,13) -> (10,13,14)
Connected (10,13,13) -> (10,13,12)
====================
10,13,14 (10,13,14)
Connected (10,13,14) -> (11,13,14)
Connected (10,13,14) -> (9,13,14)
Connected (10,13,14) -> (10,14,14)
Connected (10,13,14) -> (10,12,14)
Connected (10,13,14) -> (10,13,15)
Connected (10,13,14) -> (10,13,13)
====================
10,13,15 (10,13,15)
Ignored (11,13,15) because a block exists there.
Ignored (9,13,15) because a block exists there.
Ignored (10,14,15) because a block exists there.
Connected (10,13,15) -> (10,12,15)
Ignored (10,13,16) because a block exists there.
Connected (10,13,15) -> (10,13,14)
====================
10,13,18 (10,13,18)
Ignored (11,13,18) because a block exists there.
Connected (10,13,18) -> (9,13,18)
Connected (10,13,18) -> (10,14,18)
Ignored (10,12,18) because a block exists there.
Connected (10,13,18) -> (10,13,19)
Ignored (10,13,17) because a block exists there.
====================
10,13,19 (10,13,19)
Connected (10,13,19) -> (11,13,19)
Connected (10,13,19) -> (9,13,19)
Connected (10,13,19) -> (10,14,19)
Connected (10,13,19) -> (10,12,19)
Connected (10,13,19) -> (10,13,20)
Connected (10,13,19) -> (10,13,18)
====================
10,13,20 (10,13,20)
Connected (10,13,20) -> (11,13,20)
Connected (10,13,20) -> (9,13,20)
Connected (10,13,20) -> (10,14,20)
Connected (10,13,20) -> (10,12,20)
Ignored (10,13,21) because it's out of bounds.
Connected (10,13,20) -> (10,13,19)
====================
10,14,-1 (10,14,-1)
Connected (10,14,-1) -> (11,14,-1)
Connected (10,14,-1) -> (9,14,-1)
Connected (10,14,-1) -> (10,15,-1)
Connected (10,14,-1) -> (10,13,-1)
Connected (10,14,-1) -> (10,14,0)
Ignored (10,14,-2) because it's out of bounds.
====================
10,14,0 (10,14,0)
Connected (10,14,0) -> (11,14,0)
Connected (10,14,0) -> (9,14,0)
Connected (10,14,0) -> (10,15,0)
Connected (10,14,0) -> (10,13,0)
Connected (10,14,0) -> (10,14,1)
Connected (10,14,0) -> (10,14,-1)
====================
10,14,1 (10,14,1)
Connected (10,14,1) -> (11,14,1)
Connected (10,14,1) -> (9,14,1)
Connected (10,14,1) -> (10,15,1)
Ignored (10,13,1) because a block exists there.
Ignored (10,14,2) because a block exists there.
Connected (10,14,1) -> (10,14,0)
====================
10,14,7 (10,14,7)
Connected (10,14,7) -> (11,14,7)
Connected (10,14,7) -> (9,14,7)
Ignored (10,15,7) because a block exists there.
Connected (10,14,7) -> (10,13,7)
Connected (10,14,7) -> (10,14,8)
Ignored (10,14,6) because a block exists there.
====================
10,14,8 (10,14,8)
Connected (10,14,8) -> (11,14,8)
Connected (10,14,8) -> (9,14,8)
Connected (10,14,8) -> (10,15,8)
Connected (10,14,8) -> (10,13,8)
Connected (10,14,8) -> (10,14,9)
Connected (10,14,8) -> (10,14,7)
====================
10,14,9 (10,14,9)
Connected (10,14,9) -> (11,14,9)
Connected (10,14,9) -> (9,14,9)
Connected (10,14,9) -> (10,15,9)
Connected (10,14,9) -> (10,13,9)
Connected (10,14,9) -> (10,14,10)
Connected (10,14,9) -> (10,14,8)
====================
10,14,10 (10,14,10)
Connected (10,14,10) -> (11,14,10)
Connected (10,14,10) -> (9,14,10)
Connected (10,14,10) -> (10,15,10)
Connected (10,14,10) -> (10,13,10)
Connected (10,14,10) -> (10,14,11)
Connected (10,14,10) -> (10,14,9)
====================
10,14,11 (10,14,11)
Connected (10,14,11) -> (11,14,11)
Connected (10,14,11) -> (9,14,11)
Connected (10,14,11) -> (10,15,11)
Connected (10,14,11) -> (10,13,11)
Connected (10,14,11) -> (10,14,12)
Connected (10,14,11) -> (10,14,10)
====================
10,14,12 (10,14,12)
Connected (10,14,12) -> (11,14,12)
Connected (10,14,12) -> (9,14,12)
Ignored (10,15,12) because a block exists there.
Connected (10,14,12) -> (10,13,12)
Ignored (10,14,13) because a block exists there.
Connected (10,14,12) -> (10,14,11)
====================
10,14,14 (10,14,14)
Ignored (11,14,14) because a block exists there.
Ignored (9,14,14) because a block exists there.
Ignored (10,15,14) because a block exists there.
Connected (10,14,14) -> (10,13,14)
Ignored (10,14,15) because a block exists there.
Ignored (10,14,13) because a block exists there.
====================
10,14,18 (10,14,18)
Connected (10,14,18) -> (11,14,18)
Connected (10,14,18) -> (9,14,18)
Connected (10,14,18) -> (10,15,18)
Connected (10,14,18) -> (10,13,18)
Connected (10,14,18) -> (10,14,19)
Ignored (10,14,17) because a block exists there.
====================
10,14,19 (10,14,19)
Connected (10,14,19) -> (11,14,19)
Connected (10,14,19) -> (9,14,19)
Connected (10,14,19) -> (10,15,19)
Connected (10,14,19) -> (10,13,19)
Connected (10,14,19) -> (10,14,20)
Connected (10,14,19) -> (10,14,18)
====================
10,14,20 (10,14,20)
Connected (10,14,20) -> (11,14,20)
Connected (10,14,20) -> (9,14,20)
Connected (10,14,20) -> (10,15,20)
Connected (10,14,20) -> (10,13,20)
Ignored (10,14,21) because it's out of bounds.
Connected (10,14,20) -> (10,14,19)
====================
10,15,-1 (10,15,-1)
Connected (10,15,-1) -> (11,15,-1)
Connected (10,15,-1) -> (9,15,-1)
Connected (10,15,-1) -> (10,16,-1)
Connected (10,15,-1) -> (10,14,-1)
Connected (10,15,-1) -> (10,15,0)
Ignored (10,15,-2) because it's out of bounds.
====================
10,15,0 (10,15,0)
Connected (10,15,0) -> (11,15,0)
Connected (10,15,0) -> (9,15,0)
Connected (10,15,0) -> (10,16,0)
Connected (10,15,0) -> (10,14,0)
Connected (10,15,0) -> (10,15,1)
Connected (10,15,0) -> (10,15,-1)
====================
10,15,1 (10,15,1)
Connected (10,15,1) -> (11,15,1)
Connected (10,15,1) -> (9,15,1)
Connected (10,15,1) -> (10,16,1)
Connected (10,15,1) -> (10,14,1)
Ignored (10,15,2) because a block exists there.
Connected (10,15,1) -> (10,15,0)
====================
10,15,4 (10,15,4)
Ignored (11,15,4) because a block exists there.
Ignored (9,15,4) because a block exists there.
Ignored (10,16,4) because a block exists there.
Ignored (10,14,4) because a block exists there.
Ignored (10,15,5) because a block exists there.
Ignored (10,15,3) because a block exists there.
====================
10,15,8 (10,15,8)
Connected (10,15,8) -> (11,15,8)
Ignored (9,15,8) because a block exists there.
Ignored (10,16,8) because a block exists there.
Connected (10,15,8) -> (10,14,8)
Connected (10,15,8) -> (10,15,9)
Ignored (10,15,7) because a block exists there.
====================
10,15,9 (10,15,9)
Ignored (11,15,9) because a block exists there.
Connected (10,15,9) -> (9,15,9)
Connected (10,15,9) -> (10,16,9)
Connected (10,15,9) -> (10,14,9)
Connected (10,15,9) -> (10,15,10)
Connected (10,15,9) -> (10,15,8)
====================
10,15,10 (10,15,10)
Connected (10,15,10) -> (11,15,10)
Connected (10,15,10) -> (9,15,10)
Connected (10,15,10) -> (10,16,10)
Connected (10,15,10) -> (10,14,10)
Connected (10,15,10) -> (10,15,11)
Connected (10,15,10) -> (10,15,9)
====================
10,15,11 (10,15,11)
Ignored (11,15,11) because a block exists there.
Connected (10,15,11) -> (9,15,11)
Ignored (10,16,11) because a block exists there.
Connected (10,15,11) -> (10,14,11)
Ignored (10,15,12) because a block exists there.
Connected (10,15,11) -> (10,15,10)
====================
10,15,13 (10,15,13)
Ignored (11,15,13) because a block exists there.
Connected (10,15,13) -> (9,15,13)
Ignored (10,16,13) because a block exists there.
Ignored (10,14,13) because a block exists there.
Ignored (10,15,14) because a block exists there.
Ignored (10,15,12) because a block exists there.
====================
10,15,18 (10,15,18)
Connected (10,15,18) -> (11,15,18)
Connected (10,15,18) -> (9,15,18)
Connected (10,15,18) -> (10,16,18)
Connected (10,15,18) -> (10,14,18)
Connected (10,15,18) -> (10,15,19)
Ignored (10,15,17) because a block exists there.
====================
10,15,19 (10,15,19)
Connected (10,15,19) -> (11,15,19)
Connected (10,15,19) -> (9,15,19)
Connected (10,15,19) -> (10,16,19)
Connected (10,15,19) -> (10,14,19)
Connected (10,15,19) -> (10,15,20)
Connected (10,15,19) -> (10,15,18)
====================
10,15,20 (10,15,20)
Connected (10,15,20) -> (11,15,20)
Connected (10,15,20) -> (9,15,20)
Connected (10,15,20) -> (10,16,20)
Connected (10,15,20) -> (10,14,20)
Ignored (10,15,21) because it's out of bounds.
Connected (10,15,20) -> (10,15,19)
====================
10,16,-1 (10,16,-1)
Connected (10,16,-1) -> (11,16,-1)
Connected (10,16,-1) -> (9,16,-1)
Connected (10,16,-1) -> (10,17,-1)
Connected (10,16,-1) -> (10,15,-1)
Connected (10,16,-1) -> (10,16,0)
Ignored (10,16,-2) because it's out of bounds.
====================
10,16,0 (10,16,0)
Connected (10,16,0) -> (11,16,0)
Connected (10,16,0) -> (9,16,0)
Connected (10,16,0) -> (10,17,0)
Connected (10,16,0) -> (10,15,0)
Connected (10,16,0) -> (10,16,1)
Connected (10,16,0) -> (10,16,-1)
====================
10,16,1 (10,16,1)
Connected (10,16,1) -> (11,16,1)
Connected (10,16,1) -> (9,16,1)
Connected (10,16,1) -> (10,17,1)
Connected (10,16,1) -> (10,15,1)
Connected (10,16,1) -> (10,16,2)
Connected (10,16,1) -> (10,16,0)
====================
10,16,2 (10,16,2)
Connected (10,16,2) -> (11,16,2)
Connected (10,16,2) -> (9,16,2)
Connected (10,16,2) -> (10,17,2)
Ignored (10,15,2) because a block exists there.
Connected (10,16,2) -> (10,16,3)
Connected (10,16,2) -> (10,16,1)
====================
10,16,3 (10,16,3)
Ignored (11,16,3) because a block exists there.
Ignored (9,16,3) because a block exists there.
Connected (10,16,3) -> (10,17,3)
Ignored (10,15,3) because a block exists there.
Ignored (10,16,4) because a block exists there.
Connected (10,16,3) -> (10,16,2)
====================
10,16,9 (10,16,9)
Ignored (11,16,9) because a block exists there.
Ignored (9,16,9) because a block exists there.
Ignored (10,17,9) because a block exists there.
Connected (10,16,9) -> (10,15,9)
Connected (10,16,9) -> (10,16,10)
Ignored (10,16,8) because a block exists there.
====================
10,16,10 (10,16,10)
Connected (10,16,10) -> (11,16,10)
Ignored (9,16,10) because a block exists there.
Ignored (10,17,10) because a block exists there.
Connected (10,16,10) -> (10,15,10)
Ignored (10,16,11) because a block exists there.
Connected (10,16,10) -> (10,16,9)
====================
10,16,12 (10,16,12)
Ignored (11,16,12) because a block exists there.
Connected (10,16,12) -> (9,16,12)
Ignored (10,17,12) because a block exists there.
Ignored (10,15,12) because a block exists there.
Ignored (10,16,13) because a block exists there.
Ignored (10,16,11) because a block exists there.
====================
10,16,17 (10,16,17)
Connected (10,16,17) -> (11,16,17)
Connected (10,16,17) -> (9,16,17)
Connected (10,16,17) -> (10,17,17)
Ignored (10,15,17) because a block exists there.
Connected (10,16,17) -> (10,16,18)
Ignored (10,16,16) because a block exists there.
====================
10,16,18 (10,16,18)
Connected (10,16,18) -> (11,16,18)
Connected (10,16,18) -> (9,16,18)
Connected (10,16,18) -> (10,17,18)
Connected (10,16,18) -> (10,15,18)
Connected (10,16,18) -> (10,16,19)
Connected (10,16,18) -> (10,16,17)
====================
10,16,19 (10,16,19)
Connected (10,16,19) -> (11,16,19)
Connected (10,16,19) -> (9,16,19)
Connected (10,16,19) -> (10,17,19)
Connected (10,16,19) -> (10,15,19)
Connected (10,16,19) -> (10,16,20)
Connected (10,16,19) -> (10,16,18)
====================
10,16,20 (10,16,20)
Connected (10,16,20) -> (11,16,20)
Connected (10,16,20) -> (9,16,20)
Connected (10,16,20) -> (10,17,20)
Connected (10,16,20) -> (10,15,20)
Ignored (10,16,21) because it's out of bounds.
Connected (10,16,20) -> (10,16,19)
====================
10,17,-1 (10,17,-1)
Connected (10,17,-1) -> (11,17,-1)
Connected (10,17,-1) -> (9,17,-1)
Connected (10,17,-1) -> (10,18,-1)
Connected (10,17,-1) -> (10,16,-1)
Connected (10,17,-1) -> (10,17,0)
Ignored (10,17,-2) because it's out of bounds.
====================
10,17,0 (10,17,0)
Connected (10,17,0) -> (11,17,0)
Connected (10,17,0) -> (9,17,0)
Connected (10,17,0) -> (10,18,0)
Connected (10,17,0) -> (10,16,0)
Connected (10,17,0) -> (10,17,1)
Connected (10,17,0) -> (10,17,-1)
====================
10,17,1 (10,17,1)
Connected (10,17,1) -> (11,17,1)
Connected (10,17,1) -> (9,17,1)
Connected (10,17,1) -> (10,18,1)
Connected (10,17,1) -> (10,16,1)
Connected (10,17,1) -> (10,17,2)
Connected (10,17,1) -> (10,17,0)
====================
10,17,2 (10,17,2)
Connected (10,17,2) -> (11,17,2)
Connected (10,17,2) -> (9,17,2)
Connected (10,17,2) -> (10,18,2)
Connected (10,17,2) -> (10,16,2)
Connected (10,17,2) -> (10,17,3)
Connected (10,17,2) -> (10,17,1)
====================
10,17,3 (10,17,3)
Connected (10,17,3) -> (11,17,3)
Connected (10,17,3) -> (9,17,3)
Connected (10,17,3) -> (10,18,3)
Connected (10,17,3) -> (10,16,3)
Connected (10,17,3) -> (10,17,4)
Connected (10,17,3) -> (10,17,2)
====================
10,17,4 (10,17,4)
Connected (10,17,4) -> (11,17,4)
Connected (10,17,4) -> (9,17,4)
Connected (10,17,4) -> (10,18,4)
Ignored (10,16,4) because a block exists there.
Ignored (10,17,5) because a block exists there.
Connected (10,17,4) -> (10,17,3)
====================
10,17,15 (10,17,15)
Connected (10,17,15) -> (11,17,15)
Connected (10,17,15) -> (9,17,15)
Connected (10,17,15) -> (10,18,15)
Ignored (10,16,15) because a block exists there.
Connected (10,17,15) -> (10,17,16)
Ignored (10,17,14) because a block exists there.
====================
10,17,16 (10,17,16)
Connected (10,17,16) -> (11,17,16)
Connected (10,17,16) -> (9,17,16)
Connected (10,17,16) -> (10,18,16)
Ignored (10,16,16) because a block exists there.
Connected (10,17,16) -> (10,17,17)
Connected (10,17,16) -> (10,17,15)
====================
10,17,17 (10,17,17)
Connected (10,17,17) -> (11,17,17)
Connected (10,17,17) -> (9,17,17)
Connected (10,17,17) -> (10,18,17)
Connected (10,17,17) -> (10,16,17)
Connected (10,17,17) -> (10,17,18)
Connected (10,17,17) -> (10,17,16)
====================
10,17,18 (10,17,18)
Connected (10,17,18) -> (11,17,18)
Connected (10,17,18) -> (9,17,18)
Connected (10,17,18) -> (10,18,18)
Connected (10,17,18) -> (10,16,18)
Connected (10,17,18) -> (10,17,19)
Connected (10,17,18) -> (10,17,17)
====================
10,17,19 (10,17,19)
Connected (10,17,19) -> (11,17,19)
Connected (10,17,19) -> (9,17,19)
Connected (10,17,19) -> (10,18,19)
Connected (10,17,19) -> (10,16,19)
Connected (10,17,19) -> (10,17,20)
Connected (10,17,19) -> (10,17,18)
====================
10,17,20 (10,17,20)
Connected (10,17,20) -> (11,17,20)
Connected (10,17,20) -> (9,17,20)
Connected (10,17,20) -> (10,18,20)
Connected (10,17,20) -> (10,16,20)
Ignored (10,17,21) because it's out of bounds.
Connected (10,17,20) -> (10,17,19)
====================
10,18,-1 (10,18,-1)
Connected (10,18,-1) -> (11,18,-1)
Connected (10,18,-1) -> (9,18,-1)
Connected (10,18,-1) -> (10,19,-1)
Connected (10,18,-1) -> (10,17,-1)
Connected (10,18,-1) -> (10,18,0)
Ignored (10,18,-2) because it's out of bounds.
====================
10,18,0 (10,18,0)
Connected (10,18,0) -> (11,18,0)
Connected (10,18,0) -> (9,18,0)
Connected (10,18,0) -> (10,19,0)
Connected (10,18,0) -> (10,17,0)
Connected (10,18,0) -> (10,18,1)
Connected (10,18,0) -> (10,18,-1)
====================
10,18,1 (10,18,1)
Connected (10,18,1) -> (11,18,1)
Connected (10,18,1) -> (9,18,1)
Connected (10,18,1) -> (10,19,1)
Connected (10,18,1) -> (10,17,1)
Connected (10,18,1) -> (10,18,2)
Connected (10,18,1) -> (10,18,0)
====================
10,18,2 (10,18,2)
Connected (10,18,2) -> (11,18,2)
Connected (10,18,2) -> (9,18,2)
Connected (10,18,2) -> (10,19,2)
Connected (10,18,2) -> (10,17,2)
Connected (10,18,2) -> (10,18,3)
Connected (10,18,2) -> (10,18,1)
====================
10,18,3 (10,18,3)
Connected (10,18,3) -> (11,18,3)
Connected (10,18,3) -> (9,18,3)
Connected (10,18,3) -> (10,19,3)
Connected (10,18,3) -> (10,17,3)
Connected (10,18,3) -> (10,18,4)
Connected (10,18,3) -> (10,18,2)
====================
10,18,4 (10,18,4)
Connected (10,18,4) -> (11,18,4)
Connected (10,18,4) -> (9,18,4)
Connected (10,18,4) -> (10,19,4)
Connected (10,18,4) -> (10,17,4)
Ignored (10,18,5) because a block exists there.
Connected (10,18,4) -> (10,18,3)
====================
10,18,8 (10,18,8)
Ignored (11,18,8) because a block exists there.
Ignored (9,18,8) because a block exists there.
Connected (10,18,8) -> (10,19,8)
Ignored (10,17,8) because a block exists there.
Ignored (10,18,9) because a block exists there.
Ignored (10,18,7) because a block exists there.
====================
10,18,14 (10,18,14)
Connected (10,18,14) -> (11,18,14)
Connected (10,18,14) -> (9,18,14)
Connected (10,18,14) -> (10,19,14)
Ignored (10,17,14) because a block exists there.
Connected (10,18,14) -> (10,18,15)
Ignored (10,18,13) because a block exists there.
====================
10,18,15 (10,18,15)
Connected (10,18,15) -> (11,18,15)
Connected (10,18,15) -> (9,18,15)
Connected (10,18,15) -> (10,19,15)
Connected (10,18,15) -> (10,17,15)
Connected (10,18,15) -> (10,18,16)
Connected (10,18,15) -> (10,18,14)
====================
10,18,16 (10,18,16)
Connected (10,18,16) -> (11,18,16)
Connected (10,18,16) -> (9,18,16)
Connected (10,18,16) -> (10,19,16)
Connected (10,18,16) -> (10,17,16)
Connected (10,18,16) -> (10,18,17)
Connected (10,18,16) -> (10,18,15)
====================
10,18,17 (10,18,17)
Connected (10,18,17) -> (11,18,17)
Connected (10,18,17) -> (9,18,17)
Connected (10,18,17) -> (10,19,17)
Connected (10,18,17) -> (10,17,17)
Connected (10,18,17) -> (10,18,18)
Connected (10,18,17) -> (10,18,16)
====================
10,18,18 (10,18,18)
Connected (10,18,18) -> (11,18,18)
Connected (10,18,18) -> (9,18,18)
Connected (10,18,18) -> (10,19,18)
Connected (10,18,18) -> (10,17,18)
Connected (10,18,18) -> (10,18,19)
Connected (10,18,18) -> (10,18,17)
====================
10,18,19 (10,18,19)
Connected (10,18,19) -> (11,18,19)
Connected (10,18,19) -> (9,18,19)
Connected (10,18,19) -> (10,19,19)
Connected (10,18,19) -> (10,17,19)
Connected (10,18,19) -> (10,18,20)
Connected (10,18,19) -> (10,18,18)
====================
10,18,20 (10,18,20)
Connected (10,18,20) -> (11,18,20)
Connected (10,18,20) -> (9,18,20)
Connected (10,18,20) -> (10,19,20)
Connected (10,18,20) -> (10,17,20)
Ignored (10,18,21) because it's out of bounds.
Connected (10,18,20) -> (10,18,19)
====================
10,19,-1 (10,19,-1)
Connected (10,19,-1) -> (11,19,-1)
Connected (10,19,-1) -> (9,19,-1)
Ignored (10,20,-1) because it's out of bounds.
Connected (10,19,-1) -> (10,18,-1)
Connected (10,19,-1) -> (10,19,0)
Ignored (10,19,-2) because it's out of bounds.
====================
10,19,0 (10,19,0)
Connected (10,19,0) -> (11,19,0)
Connected (10,19,0) -> (9,19,0)
Ignored (10,20,0) because it's out of bounds.
Connected (10,19,0) -> (10,18,0)
Connected (10,19,0) -> (10,19,1)
Connected (10,19,0) -> (10,19,-1)
====================
10,19,1 (10,19,1)
Connected (10,19,1) -> (11,19,1)
Connected (10,19,1) -> (9,19,1)
Ignored (10,20,1) because it's out of bounds.
Connected (10,19,1) -> (10,18,1)
Connected (10,19,1) -> (10,19,2)
Connected (10,19,1) -> (10,19,0)
====================
10,19,2 (10,19,2)
Connected (10,19,2) -> (11,19,2)
Connected (10,19,2) -> (9,19,2)
Ignored (10,20,2) because it's out of bounds.
Connected (10,19,2) -> (10,18,2)
Connected (10,19,2) -> (10,19,3)
Connected (10,19,2) -> (10,19,1)
====================
10,19,3 (10,19,3)
Connected (10,19,3) -> (11,19,3)
Connected (10,19,3) -> (9,19,3)
Ignored (10,20,3) because it's out of bounds.
Connected (10,19,3) -> (10,18,3)
Connected (10,19,3) -> (10,19,4)
Connected (10,19,3) -> (10,19,2)
====================
10,19,4 (10,19,4)
Connected (10,19,4) -> (11,19,4)
Connected (10,19,4) -> (9,19,4)
Ignored (10,20,4) because it's out of bounds.
Connected (10,19,4) -> (10,18,4)
Connected (10,19,4) -> (10,19,5)
Connected (10,19,4) -> (10,19,3)
====================
10,19,5 (10,19,5)
Connected (10,19,5) -> (11,19,5)
Connected (10,19,5) -> (9,19,5)
Ignored (10,20,5) because it's out of bounds.
Ignored (10,18,5) because a block exists there.
Connected (10,19,5) -> (10,19,6)
Connected (10,19,5) -> (10,19,4)
====================
10,19,6 (10,19,6)
Connected (10,19,6) -> (11,19,6)
Connected (10,19,6) -> (9,19,6)
Ignored (10,20,6) because it's out of bounds.
Ignored (10,18,6) because a block exists there.
Connected (10,19,6) -> (10,19,7)
Connected (10,19,6) -> (10,19,5)
====================
10,19,7 (10,19,7)
Connected (10,19,7) -> (11,19,7)
Connected (10,19,7) -> (9,19,7)
Ignored (10,20,7) because it's out of bounds.
Ignored (10,18,7) because a block exists there.
Connected (10,19,7) -> (10,19,8)
Connected (10,19,7) -> (10,19,6)
====================
10,19,8 (10,19,8)
Connected (10,19,8) -> (11,19,8)
Connected (10,19,8) -> (9,19,8)
Ignored (10,20,8) because it's out of bounds.
Connected (10,19,8) -> (10,18,8)
Connected (10,19,8) -> (10,19,9)
Connected (10,19,8) -> (10,19,7)
====================
10,19,9 (10,19,9)
Connected (10,19,9) -> (11,19,9)
Connected (10,19,9) -> (9,19,9)
Ignored (10,20,9) because it's out of bounds.
Ignored (10,18,9) because a block exists there.
Connected (10,19,9) -> (10,19,10)
Connected (10,19,9) -> (10,19,8)
====================
10,19,10 (10,19,10)
Connected (10,19,10) -> (11,19,10)
Connected (10,19,10) -> (9,19,10)
Ignored (10,20,10) because it's out of bounds.
Ignored (10,18,10) because a block exists there.
Connected (10,19,10) -> (10,19,11)
Connected (10,19,10) -> (10,19,9)
====================
10,19,11 (10,19,11)
Connected (10,19,11) -> (11,19,11)
Connected (10,19,11) -> (9,19,11)
Ignored (10,20,11) because it's out of bounds.
Ignored (10,18,11) because a block exists there.
Connected (10,19,11) -> (10,19,12)
Connected (10,19,11) -> (10,19,10)
====================
10,19,12 (10,19,12)
Connected (10,19,12) -> (11,19,12)
Connected (10,19,12) -> (9,19,12)
Ignored (10,20,12) because it's out of bounds.
Ignored (10,18,12) because a block exists there.
Connected (10,19,12) -> (10,19,13)
Connected (10,19,12) -> (10,19,11)
====================
10,19,13 (10,19,13)
Connected (10,19,13) -> (11,19,13)
Connected (10,19,13) -> (9,19,13)
Ignored (10,20,13) because it's out of bounds.
Ignored (10,18,13) because a block exists there.
Connected (10,19,13) -> (10,19,14)
Connected (10,19,13) -> (10,19,12)
====================
10,19,14 (10,19,14)
Connected (10,19,14) -> (11,19,14)
Connected (10,19,14) -> (9,19,14)
Ignored (10,20,14) because it's out of bounds.
Connected (10,19,14) -> (10,18,14)
Connected (10,19,14) -> (10,19,15)
Connected (10,19,14) -> (10,19,13)
====================
10,19,15 (10,19,15)
Connected (10,19,15) -> (11,19,15)
Connected (10,19,15) -> (9,19,15)
Ignored (10,20,15) because it's out of bounds.
Connected (10,19,15) -> (10,18,15)
Connected (10,19,15) -> (10,19,16)
Connected (10,19,15) -> (10,19,14)
====================
10,19,16 (10,19,16)
Connected (10,19,16) -> (11,19,16)
Connected (10,19,16) -> (9,19,16)
Ignored (10,20,16) because it's out of bounds.
Connected (10,19,16) -> (10,18,16)
Connected (10,19,16) -> (10,19,17)
Connected (10,19,16) -> (10,19,15)
====================
10,19,17 (10,19,17)
Connected (10,19,17) -> (11,19,17)
Connected (10,19,17) -> (9,19,17)
Ignored (10,20,17) because it's out of bounds.
Connected (10,19,17) -> (10,18,17)
Connected (10,19,17) -> (10,19,18)
Connected (10,19,17) -> (10,19,16)
====================
10,19,18 (10,19,18)
Connected (10,19,18) -> (11,19,18)
Connected (10,19,18) -> (9,19,18)
Ignored (10,20,18) because it's out of bounds.
Connected (10,19,18) -> (10,18,18)
Connected (10,19,18) -> (10,19,19)
Connected (10,19,18) -> (10,19,17)
====================
10,19,19 (10,19,19)
Connected (10,19,19) -> (11,19,19)
Connected (10,19,19) -> (9,19,19)
Ignored (10,20,19) because it's out of bounds.
Connected (10,19,19) -> (10,18,19)
Connected (10,19,19) -> (10,19,20)
Connected (10,19,19) -> (10,19,18)
====================
10,19,20 (10,19,20)
Connected (10,19,20) -> (11,19,20)
Connected (10,19,20) -> (9,19,20)
Ignored (10,20,20) because it's out of bounds.
Connected (10,19,20) -> (10,18,20)
Ignored (10,19,21) because it's out of bounds.
Connected (10,19,20) -> (10,19,19)
====================
11,-1,-1 (11,-1,-1)
Connected (11,-1,-1) -> (12,-1,-1)
Connected (11,-1,-1) -> (10,-1,-1)
Connected (11,-1,-1) -> (11,0,-1)
Ignored (11,-2,-1) because it's out of bounds.
Connected (11,-1,-1) -> (11,-1,0)
Ignored (11,-1,-2) because it's out of bounds.
====================
11,-1,0 (11,-1,0)
Connected (11,-1,0) -> (12,-1,0)
Connected (11,-1,0) -> (10,-1,0)
Connected (11,-1,0) -> (11,0,0)
Ignored (11,-2,0) because it's out of bounds.
Connected (11,-1,0) -> (11,-1,1)
Connected (11,-1,0) -> (11,-1,-1)
====================
11,-1,1 (11,-1,1)
Connected (11,-1,1) -> (12,-1,1)
Connected (11,-1,1) -> (10,-1,1)
Connected (11,-1,1) -> (11,0,1)
Ignored (11,-2,1) because it's out of bounds.
Connected (11,-1,1) -> (11,-1,2)
Connected (11,-1,1) -> (11,-1,0)
====================
11,-1,2 (11,-1,2)
Connected (11,-1,2) -> (12,-1,2)
Connected (11,-1,2) -> (10,-1,2)
Connected (11,-1,2) -> (11,0,2)
Ignored (11,-2,2) because it's out of bounds.
Connected (11,-1,2) -> (11,-1,3)
Connected (11,-1,2) -> (11,-1,1)
====================
11,-1,3 (11,-1,3)
Connected (11,-1,3) -> (12,-1,3)
Connected (11,-1,3) -> (10,-1,3)
Connected (11,-1,3) -> (11,0,3)
Ignored (11,-2,3) because it's out of bounds.
Connected (11,-1,3) -> (11,-1,4)
Connected (11,-1,3) -> (11,-1,2)
====================
11,-1,4 (11,-1,4)
Connected (11,-1,4) -> (12,-1,4)
Connected (11,-1,4) -> (10,-1,4)
Connected (11,-1,4) -> (11,0,4)
Ignored (11,-2,4) because it's out of bounds.
Connected (11,-1,4) -> (11,-1,5)
Connected (11,-1,4) -> (11,-1,3)
====================
11,-1,5 (11,-1,5)
Connected (11,-1,5) -> (12,-1,5)
Connected (11,-1,5) -> (10,-1,5)
Connected (11,-1,5) -> (11,0,5)
Ignored (11,-2,5) because it's out of bounds.
Connected (11,-1,5) -> (11,-1,6)
Connected (11,-1,5) -> (11,-1,4)
====================
11,-1,6 (11,-1,6)
Connected (11,-1,6) -> (12,-1,6)
Connected (11,-1,6) -> (10,-1,6)
Connected (11,-1,6) -> (11,0,6)
Ignored (11,-2,6) because it's out of bounds.
Connected (11,-1,6) -> (11,-1,7)
Connected (11,-1,6) -> (11,-1,5)
====================
11,-1,7 (11,-1,7)
Connected (11,-1,7) -> (12,-1,7)
Connected (11,-1,7) -> (10,-1,7)
Connected (11,-1,7) -> (11,0,7)
Ignored (11,-2,7) because it's out of bounds.
Connected (11,-1,7) -> (11,-1,8)
Connected (11,-1,7) -> (11,-1,6)
====================
11,-1,8 (11,-1,8)
Connected (11,-1,8) -> (12,-1,8)
Connected (11,-1,8) -> (10,-1,8)
Connected (11,-1,8) -> (11,0,8)
Ignored (11,-2,8) because it's out of bounds.
Connected (11,-1,8) -> (11,-1,9)
Connected (11,-1,8) -> (11,-1,7)
====================
11,-1,9 (11,-1,9)
Connected (11,-1,9) -> (12,-1,9)
Connected (11,-1,9) -> (10,-1,9)
Connected (11,-1,9) -> (11,0,9)
Ignored (11,-2,9) because it's out of bounds.
Connected (11,-1,9) -> (11,-1,10)
Connected (11,-1,9) -> (11,-1,8)
====================
11,-1,10 (11,-1,10)
Connected (11,-1,10) -> (12,-1,10)
Connected (11,-1,10) -> (10,-1,10)
Connected (11,-1,10) -> (11,0,10)
Ignored (11,-2,10) because it's out of bounds.
Connected (11,-1,10) -> (11,-1,11)
Connected (11,-1,10) -> (11,-1,9)
====================
11,-1,11 (11,-1,11)
Connected (11,-1,11) -> (12,-1,11)
Connected (11,-1,11) -> (10,-1,11)
Connected (11,-1,11) -> (11,0,11)
Ignored (11,-2,11) because it's out of bounds.
Connected (11,-1,11) -> (11,-1,12)
Connected (11,-1,11) -> (11,-1,10)
====================
11,-1,12 (11,-1,12)
Connected (11,-1,12) -> (12,-1,12)
Connected (11,-1,12) -> (10,-1,12)
Connected (11,-1,12) -> (11,0,12)
Ignored (11,-2,12) because it's out of bounds.
Connected (11,-1,12) -> (11,-1,13)
Connected (11,-1,12) -> (11,-1,11)
====================
11,-1,13 (11,-1,13)
Connected (11,-1,13) -> (12,-1,13)
Connected (11,-1,13) -> (10,-1,13)
Connected (11,-1,13) -> (11,0,13)
Ignored (11,-2,13) because it's out of bounds.
Connected (11,-1,13) -> (11,-1,14)
Connected (11,-1,13) -> (11,-1,12)
====================
11,-1,14 (11,-1,14)
Connected (11,-1,14) -> (12,-1,14)
Connected (11,-1,14) -> (10,-1,14)
Connected (11,-1,14) -> (11,0,14)
Ignored (11,-2,14) because it's out of bounds.
Connected (11,-1,14) -> (11,-1,15)
Connected (11,-1,14) -> (11,-1,13)
====================
11,-1,15 (11,-1,15)
Connected (11,-1,15) -> (12,-1,15)
Connected (11,-1,15) -> (10,-1,15)
Connected (11,-1,15) -> (11,0,15)
Ignored (11,-2,15) because it's out of bounds.
Connected (11,-1,15) -> (11,-1,16)
Connected (11,-1,15) -> (11,-1,14)
====================
11,-1,16 (11,-1,16)
Connected (11,-1,16) -> (12,-1,16)
Connected (11,-1,16) -> (10,-1,16)
Connected (11,-1,16) -> (11,0,16)
Ignored (11,-2,16) because it's out of bounds.
Connected (11,-1,16) -> (11,-1,17)
Connected (11,-1,16) -> (11,-1,15)
====================
11,-1,17 (11,-1,17)
Connected (11,-1,17) -> (12,-1,17)
Connected (11,-1,17) -> (10,-1,17)
Connected (11,-1,17) -> (11,0,17)
Ignored (11,-2,17) because it's out of bounds.
Connected (11,-1,17) -> (11,-1,18)
Connected (11,-1,17) -> (11,-1,16)
====================
11,-1,18 (11,-1,18)
Connected (11,-1,18) -> (12,-1,18)
Connected (11,-1,18) -> (10,-1,18)
Connected (11,-1,18) -> (11,0,18)
Ignored (11,-2,18) because it's out of bounds.
Connected (11,-1,18) -> (11,-1,19)
Connected (11,-1,18) -> (11,-1,17)
====================
11,-1,19 (11,-1,19)
Connected (11,-1,19) -> (12,-1,19)
Connected (11,-1,19) -> (10,-1,19)
Connected (11,-1,19) -> (11,0,19)
Ignored (11,-2,19) because it's out of bounds.
Connected (11,-1,19) -> (11,-1,20)
Connected (11,-1,19) -> (11,-1,18)
====================
11,-1,20 (11,-1,20)
Connected (11,-1,20) -> (12,-1,20)
Connected (11,-1,20) -> (10,-1,20)
Connected (11,-1,20) -> (11,0,20)
Ignored (11,-2,20) because it's out of bounds.
Ignored (11,-1,21) because it's out of bounds.
Connected (11,-1,20) -> (11,-1,19)
====================
11,0,-1 (11,0,-1)
Connected (11,0,-1) -> (12,0,-1)
Connected (11,0,-1) -> (10,0,-1)
Connected (11,0,-1) -> (11,1,-1)
Connected (11,0,-1) -> (11,-1,-1)
Connected (11,0,-1) -> (11,0,0)
Ignored (11,0,-2) because it's out of bounds.
====================
11,0,0 (11,0,0)
Connected (11,0,0) -> (12,0,0)
Connected (11,0,0) -> (10,0,0)
Connected (11,0,0) -> (11,1,0)
Connected (11,0,0) -> (11,-1,0)
Connected (11,0,0) -> (11,0,1)
Connected (11,0,0) -> (11,0,-1)
====================
11,0,1 (11,0,1)
Connected (11,0,1) -> (12,0,1)
Connected (11,0,1) -> (10,0,1)
Connected (11,0,1) -> (11,1,1)
Connected (11,0,1) -> (11,-1,1)
Connected (11,0,1) -> (11,0,2)
Connected (11,0,1) -> (11,0,0)
====================
11,0,2 (11,0,2)
Connected (11,0,2) -> (12,0,2)
Connected (11,0,2) -> (10,0,2)
Connected (11,0,2) -> (11,1,2)
Connected (11,0,2) -> (11,-1,2)
Connected (11,0,2) -> (11,0,3)
Connected (11,0,2) -> (11,0,1)
====================
11,0,3 (11,0,3)
Connected (11,0,3) -> (12,0,3)
Connected (11,0,3) -> (10,0,3)
Connected (11,0,3) -> (11,1,3)
Connected (11,0,3) -> (11,-1,3)
Connected (11,0,3) -> (11,0,4)
Connected (11,0,3) -> (11,0,2)
====================
11,0,4 (11,0,4)
Connected (11,0,4) -> (12,0,4)
Connected (11,0,4) -> (10,0,4)
Connected (11,0,4) -> (11,1,4)
Connected (11,0,4) -> (11,-1,4)
Connected (11,0,4) -> (11,0,5)
Connected (11,0,4) -> (11,0,3)
====================
11,0,5 (11,0,5)
Connected (11,0,5) -> (12,0,5)
Connected (11,0,5) -> (10,0,5)
Connected (11,0,5) -> (11,1,5)
Connected (11,0,5) -> (11,-1,5)
Connected (11,0,5) -> (11,0,6)
Connected (11,0,5) -> (11,0,4)
====================
11,0,6 (11,0,6)
Connected (11,0,6) -> (12,0,6)
Connected (11,0,6) -> (10,0,6)
Ignored (11,1,6) because a block exists there.
Connected (11,0,6) -> (11,-1,6)
Connected (11,0,6) -> (11,0,7)
Connected (11,0,6) -> (11,0,5)
====================
11,0,7 (11,0,7)
Connected (11,0,7) -> (12,0,7)
Ignored (10,0,7) because a block exists there.
Ignored (11,1,7) because a block exists there.
Connected (11,0,7) -> (11,-1,7)
Connected (11,0,7) -> (11,0,8)
Connected (11,0,7) -> (11,0,6)
====================
11,0,8 (11,0,8)
Connected (11,0,8) -> (12,0,8)
Ignored (10,0,8) because a block exists there.
Ignored (11,1,8) because a block exists there.
Connected (11,0,8) -> (11,-1,8)
Connected (11,0,8) -> (11,0,9)
Connected (11,0,8) -> (11,0,7)
====================
11,0,9 (11,0,9)
Connected (11,0,9) -> (12,0,9)
Connected (11,0,9) -> (10,0,9)
Ignored (11,1,9) because a block exists there.
Connected (11,0,9) -> (11,-1,9)
Connected (11,0,9) -> (11,0,10)
Connected (11,0,9) -> (11,0,8)
====================
11,0,10 (11,0,10)
Connected (11,0,10) -> (12,0,10)
Connected (11,0,10) -> (10,0,10)
Ignored (11,1,10) because a block exists there.
Connected (11,0,10) -> (11,-1,10)
Connected (11,0,10) -> (11,0,11)
Connected (11,0,10) -> (11,0,9)
====================
11,0,11 (11,0,11)
Connected (11,0,11) -> (12,0,11)
Ignored (10,0,11) because a block exists there.
Ignored (11,1,11) because a block exists there.
Connected (11,0,11) -> (11,-1,11)
Connected (11,0,11) -> (11,0,12)
Connected (11,0,11) -> (11,0,10)
====================
11,0,12 (11,0,12)
Connected (11,0,12) -> (12,0,12)
Connected (11,0,12) -> (10,0,12)
Ignored (11,1,12) because a block exists there.
Connected (11,0,12) -> (11,-1,12)
Connected (11,0,12) -> (11,0,13)
Connected (11,0,12) -> (11,0,11)
====================
11,0,13 (11,0,13)
Connected (11,0,13) -> (12,0,13)
Connected (11,0,13) -> (10,0,13)
Connected (11,0,13) -> (11,1,13)
Connected (11,0,13) -> (11,-1,13)
Connected (11,0,13) -> (11,0,14)
Connected (11,0,13) -> (11,0,12)
====================
11,0,14 (11,0,14)
Connected (11,0,14) -> (12,0,14)
Connected (11,0,14) -> (10,0,14)
Ignored (11,1,14) because a block exists there.
Connected (11,0,14) -> (11,-1,14)
Connected (11,0,14) -> (11,0,15)
Connected (11,0,14) -> (11,0,13)
====================
11,0,15 (11,0,15)
Connected (11,0,15) -> (12,0,15)
Connected (11,0,15) -> (10,0,15)
Connected (11,0,15) -> (11,1,15)
Connected (11,0,15) -> (11,-1,15)
Connected (11,0,15) -> (11,0,16)
Connected (11,0,15) -> (11,0,14)
====================
11,0,16 (11,0,16)
Connected (11,0,16) -> (12,0,16)
Connected (11,0,16) -> (10,0,16)
Connected (11,0,16) -> (11,1,16)
Connected (11,0,16) -> (11,-1,16)
Connected (11,0,16) -> (11,0,17)
Connected (11,0,16) -> (11,0,15)
====================
11,0,17 (11,0,17)
Connected (11,0,17) -> (12,0,17)
Connected (11,0,17) -> (10,0,17)
Connected (11,0,17) -> (11,1,17)
Connected (11,0,17) -> (11,-1,17)
Connected (11,0,17) -> (11,0,18)
Connected (11,0,17) -> (11,0,16)
====================
11,0,18 (11,0,18)
Connected (11,0,18) -> (12,0,18)
Connected (11,0,18) -> (10,0,18)
Connected (11,0,18) -> (11,1,18)
Connected (11,0,18) -> (11,-1,18)
Connected (11,0,18) -> (11,0,19)
Connected (11,0,18) -> (11,0,17)
====================
11,0,19 (11,0,19)
Connected (11,0,19) -> (12,0,19)
Connected (11,0,19) -> (10,0,19)
Connected (11,0,19) -> (11,1,19)
Connected (11,0,19) -> (11,-1,19)
Connected (11,0,19) -> (11,0,20)
Connected (11,0,19) -> (11,0,18)
====================
11,0,20 (11,0,20)
Connected (11,0,20) -> (12,0,20)
Connected (11,0,20) -> (10,0,20)
Connected (11,0,20) -> (11,1,20)
Connected (11,0,20) -> (11,-1,20)
Ignored (11,0,21) because it's out of bounds.
Connected (11,0,20) -> (11,0,19)
====================
11,1,-1 (11,1,-1)
Connected (11,1,-1) -> (12,1,-1)
Connected (11,1,-1) -> (10,1,-1)
Connected (11,1,-1) -> (11,2,-1)
Connected (11,1,-1) -> (11,0,-1)
Connected (11,1,-1) -> (11,1,0)
Ignored (11,1,-2) because it's out of bounds.
====================
11,1,0 (11,1,0)
Connected (11,1,0) -> (12,1,0)
Connected (11,1,0) -> (10,1,0)
Connected (11,1,0) -> (11,2,0)
Connected (11,1,0) -> (11,0,0)
Connected (11,1,0) -> (11,1,1)
Connected (11,1,0) -> (11,1,-1)
====================
11,1,1 (11,1,1)
Connected (11,1,1) -> (12,1,1)
Connected (11,1,1) -> (10,1,1)
Connected (11,1,1) -> (11,2,1)
Connected (11,1,1) -> (11,0,1)
Connected (11,1,1) -> (11,1,2)
Connected (11,1,1) -> (11,1,0)
====================
11,1,2 (11,1,2)
Connected (11,1,2) -> (12,1,2)
Connected (11,1,2) -> (10,1,2)
Connected (11,1,2) -> (11,2,2)
Connected (11,1,2) -> (11,0,2)
Connected (11,1,2) -> (11,1,3)
Connected (11,1,2) -> (11,1,1)
====================
11,1,3 (11,1,3)
Connected (11,1,3) -> (12,1,3)
Connected (11,1,3) -> (10,1,3)
Connected (11,1,3) -> (11,2,3)
Connected (11,1,3) -> (11,0,3)
Connected (11,1,3) -> (11,1,4)
Connected (11,1,3) -> (11,1,2)
====================
11,1,4 (11,1,4)
Connected (11,1,4) -> (12,1,4)
Connected (11,1,4) -> (10,1,4)
Connected (11,1,4) -> (11,2,4)
Connected (11,1,4) -> (11,0,4)
Connected (11,1,4) -> (11,1,5)
Connected (11,1,4) -> (11,1,3)
====================
11,1,5 (11,1,5)
Connected (11,1,5) -> (12,1,5)
Connected (11,1,5) -> (10,1,5)
Ignored (11,2,5) because a block exists there.
Connected (11,1,5) -> (11,0,5)
Ignored (11,1,6) because a block exists there.
Connected (11,1,5) -> (11,1,4)
====================
11,1,13 (11,1,13)
Connected (11,1,13) -> (12,1,13)
Connected (11,1,13) -> (10,1,13)
Connected (11,1,13) -> (11,2,13)
Connected (11,1,13) -> (11,0,13)
Ignored (11,1,14) because a block exists there.
Ignored (11,1,12) because a block exists there.
====================
11,1,15 (11,1,15)
Connected (11,1,15) -> (12,1,15)
Connected (11,1,15) -> (10,1,15)
Connected (11,1,15) -> (11,2,15)
Connected (11,1,15) -> (11,0,15)
Connected (11,1,15) -> (11,1,16)
Ignored (11,1,14) because a block exists there.
====================
11,1,16 (11,1,16)
Connected (11,1,16) -> (12,1,16)
Connected (11,1,16) -> (10,1,16)
Connected (11,1,16) -> (11,2,16)
Connected (11,1,16) -> (11,0,16)
Connected (11,1,16) -> (11,1,17)
Connected (11,1,16) -> (11,1,15)
====================
11,1,17 (11,1,17)
Connected (11,1,17) -> (12,1,17)
Connected (11,1,17) -> (10,1,17)
Connected (11,1,17) -> (11,2,17)
Connected (11,1,17) -> (11,0,17)
Connected (11,1,17) -> (11,1,18)
Connected (11,1,17) -> (11,1,16)
====================
11,1,18 (11,1,18)
Connected (11,1,18) -> (12,1,18)
Connected (11,1,18) -> (10,1,18)
Connected (11,1,18) -> (11,2,18)
Connected (11,1,18) -> (11,0,18)
Connected (11,1,18) -> (11,1,19)
Connected (11,1,18) -> (11,1,17)
====================
11,1,19 (11,1,19)
Connected (11,1,19) -> (12,1,19)
Connected (11,1,19) -> (10,1,19)
Connected (11,1,19) -> (11,2,19)
Connected (11,1,19) -> (11,0,19)
Connected (11,1,19) -> (11,1,20)
Connected (11,1,19) -> (11,1,18)
====================
11,1,20 (11,1,20)
Connected (11,1,20) -> (12,1,20)
Connected (11,1,20) -> (10,1,20)
Connected (11,1,20) -> (11,2,20)
Connected (11,1,20) -> (11,0,20)
Ignored (11,1,21) because it's out of bounds.
Connected (11,1,20) -> (11,1,19)
====================
11,2,-1 (11,2,-1)
Connected (11,2,-1) -> (12,2,-1)
Connected (11,2,-1) -> (10,2,-1)
Connected (11,2,-1) -> (11,3,-1)
Connected (11,2,-1) -> (11,1,-1)
Connected (11,2,-1) -> (11,2,0)
Ignored (11,2,-2) because it's out of bounds.
====================
11,2,0 (11,2,0)
Connected (11,2,0) -> (12,2,0)
Connected (11,2,0) -> (10,2,0)
Connected (11,2,0) -> (11,3,0)
Connected (11,2,0) -> (11,1,0)
Connected (11,2,0) -> (11,2,1)
Connected (11,2,0) -> (11,2,-1)
====================
11,2,1 (11,2,1)
Connected (11,2,1) -> (12,2,1)
Connected (11,2,1) -> (10,2,1)
Connected (11,2,1) -> (11,3,1)
Connected (11,2,1) -> (11,1,1)
Connected (11,2,1) -> (11,2,2)
Connected (11,2,1) -> (11,2,0)
====================
11,2,2 (11,2,2)
Connected (11,2,2) -> (12,2,2)
Connected (11,2,2) -> (10,2,2)
Connected (11,2,2) -> (11,3,2)
Connected (11,2,2) -> (11,1,2)
Connected (11,2,2) -> (11,2,3)
Connected (11,2,2) -> (11,2,1)
====================
11,2,3 (11,2,3)
Connected (11,2,3) -> (12,2,3)
Connected (11,2,3) -> (10,2,3)
Ignored (11,3,3) because a block exists there.
Connected (11,2,3) -> (11,1,3)
Connected (11,2,3) -> (11,2,4)
Connected (11,2,3) -> (11,2,2)
====================
11,2,4 (11,2,4)
Connected (11,2,4) -> (12,2,4)
Connected (11,2,4) -> (10,2,4)
Ignored (11,3,4) because a block exists there.
Connected (11,2,4) -> (11,1,4)
Ignored (11,2,5) because a block exists there.
Connected (11,2,4) -> (11,2,3)
====================
11,2,13 (11,2,13)
Ignored (12,2,13) because a block exists there.
Ignored (10,2,13) because a block exists there.
Ignored (11,3,13) because a block exists there.
Connected (11,2,13) -> (11,1,13)
Ignored (11,2,14) because a block exists there.
Ignored (11,2,12) because a block exists there.
====================
11,2,15 (11,2,15)
Connected (11,2,15) -> (12,2,15)
Ignored (10,2,15) because a block exists there.
Ignored (11,3,15) because a block exists there.
Connected (11,2,15) -> (11,1,15)
Connected (11,2,15) -> (11,2,16)
Ignored (11,2,14) because a block exists there.
====================
11,2,16 (11,2,16)
Connected (11,2,16) -> (12,2,16)
Connected (11,2,16) -> (10,2,16)
Ignored (11,3,16) because a block exists there.
Connected (11,2,16) -> (11,1,16)
Connected (11,2,16) -> (11,2,17)
Connected (11,2,16) -> (11,2,15)
====================
11,2,17 (11,2,17)
Connected (11,2,17) -> (12,2,17)
Connected (11,2,17) -> (10,2,17)
Connected (11,2,17) -> (11,3,17)
Connected (11,2,17) -> (11,1,17)
Connected (11,2,17) -> (11,2,18)
Connected (11,2,17) -> (11,2,16)
====================
11,2,18 (11,2,18)
Connected (11,2,18) -> (12,2,18)
Connected (11,2,18) -> (10,2,18)
Connected (11,2,18) -> (11,3,18)
Connected (11,2,18) -> (11,1,18)
Connected (11,2,18) -> (11,2,19)
Connected (11,2,18) -> (11,2,17)
====================
11,2,19 (11,2,19)
Connected (11,2,19) -> (12,2,19)
Connected (11,2,19) -> (10,2,19)
Connected (11,2,19) -> (11,3,19)
Connected (11,2,19) -> (11,1,19)
Connected (11,2,19) -> (11,2,20)
Connected (11,2,19) -> (11,2,18)
====================
11,2,20 (11,2,20)
Connected (11,2,20) -> (12,2,20)
Connected (11,2,20) -> (10,2,20)
Connected (11,2,20) -> (11,3,20)
Connected (11,2,20) -> (11,1,20)
Ignored (11,2,21) because it's out of bounds.
Connected (11,2,20) -> (11,2,19)
====================
11,3,-1 (11,3,-1)
Connected (11,3,-1) -> (12,3,-1)
Connected (11,3,-1) -> (10,3,-1)
Connected (11,3,-1) -> (11,4,-1)
Connected (11,3,-1) -> (11,2,-1)
Connected (11,3,-1) -> (11,3,0)
Ignored (11,3,-2) because it's out of bounds.
====================
11,3,0 (11,3,0)
Connected (11,3,0) -> (12,3,0)
Connected (11,3,0) -> (10,3,0)
Connected (11,3,0) -> (11,4,0)
Connected (11,3,0) -> (11,2,0)
Connected (11,3,0) -> (11,3,1)
Connected (11,3,0) -> (11,3,-1)
====================
11,3,1 (11,3,1)
Connected (11,3,1) -> (12,3,1)
Connected (11,3,1) -> (10,3,1)
Connected (11,3,1) -> (11,4,1)
Connected (11,3,1) -> (11,2,1)
Connected (11,3,1) -> (11,3,2)
Connected (11,3,1) -> (11,3,0)
====================
11,3,2 (11,3,2)
Connected (11,3,2) -> (12,3,2)
Connected (11,3,2) -> (10,3,2)
Connected (11,3,2) -> (11,4,2)
Connected (11,3,2) -> (11,2,2)
Ignored (11,3,3) because a block exists there.
Connected (11,3,2) -> (11,3,1)
====================
11,3,8 (11,3,8)
Ignored (12,3,8) because a block exists there.
Ignored (10,3,8) because a block exists there.
Ignored (11,4,8) because a block exists there.
Ignored (11,2,8) because a block exists there.
Ignored (11,3,9) because a block exists there.
Ignored (11,3,7) because a block exists there.
====================
11,3,17 (11,3,17)
Connected (11,3,17) -> (12,3,17)
Connected (11,3,17) -> (10,3,17)
Connected (11,3,17) -> (11,4,17)
Connected (11,3,17) -> (11,2,17)
Connected (11,3,17) -> (11,3,18)
Ignored (11,3,16) because a block exists there.
====================
11,3,18 (11,3,18)
Connected (11,3,18) -> (12,3,18)
Connected (11,3,18) -> (10,3,18)
Connected (11,3,18) -> (11,4,18)
Connected (11,3,18) -> (11,2,18)
Connected (11,3,18) -> (11,3,19)
Connected (11,3,18) -> (11,3,17)
====================
11,3,19 (11,3,19)
Connected (11,3,19) -> (12,3,19)
Connected (11,3,19) -> (10,3,19)
Connected (11,3,19) -> (11,4,19)
Connected (11,3,19) -> (11,2,19)
Connected (11,3,19) -> (11,3,20)
Connected (11,3,19) -> (11,3,18)
====================
11,3,20 (11,3,20)
Connected (11,3,20) -> (12,3,20)
Connected (11,3,20) -> (10,3,20)
Connected (11,3,20) -> (11,4,20)
Connected (11,3,20) -> (11,2,20)
Ignored (11,3,21) because it's out of bounds.
Connected (11,3,20) -> (11,3,19)
====================
11,4,-1 (11,4,-1)
Connected (11,4,-1) -> (12,4,-1)
Connected (11,4,-1) -> (10,4,-1)
Connected (11,4,-1) -> (11,5,-1)
Connected (11,4,-1) -> (11,3,-1)
Connected (11,4,-1) -> (11,4,0)
Ignored (11,4,-2) because it's out of bounds.
====================
11,4,0 (11,4,0)
Connected (11,4,0) -> (12,4,0)
Connected (11,4,0) -> (10,4,0)
Connected (11,4,0) -> (11,5,0)
Connected (11,4,0) -> (11,3,0)
Connected (11,4,0) -> (11,4,1)
Connected (11,4,0) -> (11,4,-1)
====================
11,4,1 (11,4,1)
Connected (11,4,1) -> (12,4,1)
Connected (11,4,1) -> (10,4,1)
Connected (11,4,1) -> (11,5,1)
Connected (11,4,1) -> (11,3,1)
Connected (11,4,1) -> (11,4,2)
Connected (11,4,1) -> (11,4,0)
====================
11,4,2 (11,4,2)
Connected (11,4,2) -> (12,4,2)
Ignored (10,4,2) because a block exists there.
Ignored (11,5,2) because a block exists there.
Connected (11,4,2) -> (11,3,2)
Ignored (11,4,3) because a block exists there.
Connected (11,4,2) -> (11,4,1)
====================
11,4,7 (11,4,7)
Ignored (12,4,7) because a block exists there.
Ignored (10,4,7) because a block exists there.
Connected (11,4,7) -> (11,5,7)
Ignored (11,3,7) because a block exists there.
Ignored (11,4,8) because a block exists there.
Ignored (11,4,6) because a block exists there.
====================
11,4,9 (11,4,9)
Connected (11,4,9) -> (12,4,9)
Connected (11,4,9) -> (10,4,9)
Connected (11,4,9) -> (11,5,9)
Ignored (11,3,9) because a block exists there.
Connected (11,4,9) -> (11,4,10)
Ignored (11,4,8) because a block exists there.
====================
11,4,10 (11,4,10)
Connected (11,4,10) -> (12,4,10)
Ignored (10,4,10) because a block exists there.
Connected (11,4,10) -> (11,5,10)
Ignored (11,3,10) because a block exists there.
Ignored (11,4,11) because a block exists there.
Connected (11,4,10) -> (11,4,9)
====================
11,4,12 (11,4,12)
Ignored (12,4,12) because a block exists there.
Ignored (10,4,12) because a block exists there.
Connected (11,4,12) -> (11,5,12)
Ignored (11,3,12) because a block exists there.
Ignored (11,4,13) because a block exists there.
Ignored (11,4,11) because a block exists there.
====================
11,4,17 (11,4,17)
Connected (11,4,17) -> (12,4,17)
Ignored (10,4,17) because a block exists there.
Ignored (11,5,17) because a block exists there.
Connected (11,4,17) -> (11,3,17)
Connected (11,4,17) -> (11,4,18)
Ignored (11,4,16) because a block exists there.
====================
11,4,18 (11,4,18)
Connected (11,4,18) -> (12,4,18)
Connected (11,4,18) -> (10,4,18)
Connected (11,4,18) -> (11,5,18)
Connected (11,4,18) -> (11,3,18)
Connected (11,4,18) -> (11,4,19)
Connected (11,4,18) -> (11,4,17)
====================
11,4,19 (11,4,19)
Connected (11,4,19) -> (12,4,19)
Connected (11,4,19) -> (10,4,19)
Connected (11,4,19) -> (11,5,19)
Connected (11,4,19) -> (11,3,19)
Connected (11,4,19) -> (11,4,20)
Connected (11,4,19) -> (11,4,18)
====================
11,4,20 (11,4,20)
Connected (11,4,20) -> (12,4,20)
Connected (11,4,20) -> (10,4,20)
Connected (11,4,20) -> (11,5,20)
Connected (11,4,20) -> (11,3,20)
Ignored (11,4,21) because it's out of bounds.
Connected (11,4,20) -> (11,4,19)
====================
11,5,-1 (11,5,-1)
Connected (11,5,-1) -> (12,5,-1)
Connected (11,5,-1) -> (10,5,-1)
Connected (11,5,-1) -> (11,6,-1)
Connected (11,5,-1) -> (11,4,-1)
Connected (11,5,-1) -> (11,5,0)
Ignored (11,5,-2) because it's out of bounds.
====================
11,5,0 (11,5,0)
Connected (11,5,0) -> (12,5,0)
Connected (11,5,0) -> (10,5,0)
Connected (11,5,0) -> (11,6,0)
Connected (11,5,0) -> (11,4,0)
Connected (11,5,0) -> (11,5,1)
Connected (11,5,0) -> (11,5,-1)
====================
11,5,1 (11,5,1)
Connected (11,5,1) -> (12,5,1)
Connected (11,5,1) -> (10,5,1)
Ignored (11,6,1) because a block exists there.
Connected (11,5,1) -> (11,4,1)
Ignored (11,5,2) because a block exists there.
Connected (11,5,1) -> (11,5,0)
====================
11,5,6 (11,5,6)
Connected (11,5,6) -> (12,5,6)
Connected (11,5,6) -> (10,5,6)
Connected (11,5,6) -> (11,6,6)
Ignored (11,4,6) because a block exists there.
Connected (11,5,6) -> (11,5,7)
Ignored (11,5,5) because a block exists there.
====================
11,5,7 (11,5,7)
Connected (11,5,7) -> (12,5,7)
Connected (11,5,7) -> (10,5,7)
Connected (11,5,7) -> (11,6,7)
Connected (11,5,7) -> (11,4,7)
Connected (11,5,7) -> (11,5,8)
Connected (11,5,7) -> (11,5,6)
====================
11,5,8 (11,5,8)
Connected (11,5,8) -> (12,5,8)
Connected (11,5,8) -> (10,5,8)
Connected (11,5,8) -> (11,6,8)
Ignored (11,4,8) because a block exists there.
Connected (11,5,8) -> (11,5,9)
Connected (11,5,8) -> (11,5,7)
====================
11,5,9 (11,5,9)
Connected (11,5,9) -> (12,5,9)
Connected (11,5,9) -> (10,5,9)
Connected (11,5,9) -> (11,6,9)
Connected (11,5,9) -> (11,4,9)
Connected (11,5,9) -> (11,5,10)
Connected (11,5,9) -> (11,5,8)
====================
11,5,10 (11,5,10)
Connected (11,5,10) -> (12,5,10)
Connected (11,5,10) -> (10,5,10)
Connected (11,5,10) -> (11,6,10)
Connected (11,5,10) -> (11,4,10)
Connected (11,5,10) -> (11,5,11)
Connected (11,5,10) -> (11,5,9)
====================
11,5,11 (11,5,11)
Connected (11,5,11) -> (12,5,11)
Connected (11,5,11) -> (10,5,11)
Connected (11,5,11) -> (11,6,11)
Ignored (11,4,11) because a block exists there.
Connected (11,5,11) -> (11,5,12)
Connected (11,5,11) -> (11,5,10)
====================
11,5,12 (11,5,12)
Connected (11,5,12) -> (12,5,12)
Connected (11,5,12) -> (10,5,12)
Connected (11,5,12) -> (11,6,12)
Connected (11,5,12) -> (11,4,12)
Ignored (11,5,13) because a block exists there.
Connected (11,5,12) -> (11,5,11)
====================
11,5,14 (11,5,14)
Ignored (12,5,14) because a block exists there.
Connected (11,5,14) -> (10,5,14)
Connected (11,5,14) -> (11,6,14)
Ignored (11,4,14) because a block exists there.
Connected (11,5,14) -> (11,5,15)
Ignored (11,5,13) because a block exists there.
====================
11,5,15 (11,5,15)
Ignored (12,5,15) because a block exists there.
Connected (11,5,15) -> (10,5,15)
Ignored (11,6,15) because a block exists there.
Ignored (11,4,15) because a block exists there.
Ignored (11,5,16) because a block exists there.
Connected (11,5,15) -> (11,5,14)
====================
11,5,18 (11,5,18)
Connected (11,5,18) -> (12,5,18)
Connected (11,5,18) -> (10,5,18)
Ignored (11,6,18) because a block exists there.
Connected (11,5,18) -> (11,4,18)
Connected (11,5,18) -> (11,5,19)
Ignored (11,5,17) because a block exists there.
====================
11,5,19 (11,5,19)
Connected (11,5,19) -> (12,5,19)
Connected (11,5,19) -> (10,5,19)
Connected (11,5,19) -> (11,6,19)
Connected (11,5,19) -> (11,4,19)
Connected (11,5,19) -> (11,5,20)
Connected (11,5,19) -> (11,5,18)
====================
11,5,20 (11,5,20)
Connected (11,5,20) -> (12,5,20)
Connected (11,5,20) -> (10,5,20)
Connected (11,5,20) -> (11,6,20)
Connected (11,5,20) -> (11,4,20)
Ignored (11,5,21) because it's out of bounds.
Connected (11,5,20) -> (11,5,19)
====================
11,6,-1 (11,6,-1)
Connected (11,6,-1) -> (12,6,-1)
Connected (11,6,-1) -> (10,6,-1)
Connected (11,6,-1) -> (11,7,-1)
Connected (11,6,-1) -> (11,5,-1)
Connected (11,6,-1) -> (11,6,0)
Ignored (11,6,-2) because it's out of bounds.
====================
11,6,0 (11,6,0)
Connected (11,6,0) -> (12,6,0)
Connected (11,6,0) -> (10,6,0)
Connected (11,6,0) -> (11,7,0)
Connected (11,6,0) -> (11,5,0)
Ignored (11,6,1) because a block exists there.
Connected (11,6,0) -> (11,6,-1)
====================
11,6,5 (11,6,5)
Ignored (12,6,5) because a block exists there.
Ignored (10,6,5) because a block exists there.
Ignored (11,7,5) because a block exists there.
Ignored (11,5,5) because a block exists there.
Connected (11,6,5) -> (11,6,6)
Ignored (11,6,4) because a block exists there.
====================
11,6,6 (11,6,6)
Connected (11,6,6) -> (12,6,6)
Connected (11,6,6) -> (10,6,6)
Connected (11,6,6) -> (11,7,6)
Connected (11,6,6) -> (11,5,6)
Connected (11,6,6) -> (11,6,7)
Connected (11,6,6) -> (11,6,5)
====================
11,6,7 (11,6,7)
Connected (11,6,7) -> (12,6,7)
Connected (11,6,7) -> (10,6,7)
Connected (11,6,7) -> (11,7,7)
Connected (11,6,7) -> (11,5,7)
Connected (11,6,7) -> (11,6,8)
Connected (11,6,7) -> (11,6,6)
====================
11,6,8 (11,6,8)
Connected (11,6,8) -> (12,6,8)
Connected (11,6,8) -> (10,6,8)
Connected (11,6,8) -> (11,7,8)
Connected (11,6,8) -> (11,5,8)
Connected (11,6,8) -> (11,6,9)
Connected (11,6,8) -> (11,6,7)
====================
11,6,9 (11,6,9)
Connected (11,6,9) -> (12,6,9)
Connected (11,6,9) -> (10,6,9)
Connected (11,6,9) -> (11,7,9)
Connected (11,6,9) -> (11,5,9)
Connected (11,6,9) -> (11,6,10)
Connected (11,6,9) -> (11,6,8)
====================
11,6,10 (11,6,10)
Connected (11,6,10) -> (12,6,10)
Connected (11,6,10) -> (10,6,10)
Connected (11,6,10) -> (11,7,10)
Connected (11,6,10) -> (11,5,10)
Connected (11,6,10) -> (11,6,11)
Connected (11,6,10) -> (11,6,9)
====================
11,6,11 (11,6,11)
Connected (11,6,11) -> (12,6,11)
Connected (11,6,11) -> (10,6,11)
Connected (11,6,11) -> (11,7,11)
Connected (11,6,11) -> (11,5,11)
Connected (11,6,11) -> (11,6,12)
Connected (11,6,11) -> (11,6,10)
====================
11,6,12 (11,6,12)
Connected (11,6,12) -> (12,6,12)
Connected (11,6,12) -> (10,6,12)
Connected (11,6,12) -> (11,7,12)
Connected (11,6,12) -> (11,5,12)
Connected (11,6,12) -> (11,6,13)
Connected (11,6,12) -> (11,6,11)
====================
11,6,13 (11,6,13)
Connected (11,6,13) -> (12,6,13)
Connected (11,6,13) -> (10,6,13)
Connected (11,6,13) -> (11,7,13)
Ignored (11,5,13) because a block exists there.
Connected (11,6,13) -> (11,6,14)
Connected (11,6,13) -> (11,6,12)
====================
11,6,14 (11,6,14)
Ignored (12,6,14) because a block exists there.
Connected (11,6,14) -> (10,6,14)
Connected (11,6,14) -> (11,7,14)
Connected (11,6,14) -> (11,5,14)
Ignored (11,6,15) because a block exists there.
Connected (11,6,14) -> (11,6,13)
====================
11,6,19 (11,6,19)
Connected (11,6,19) -> (12,6,19)
Connected (11,6,19) -> (10,6,19)
Connected (11,6,19) -> (11,7,19)
Connected (11,6,19) -> (11,5,19)
Connected (11,6,19) -> (11,6,20)
Ignored (11,6,18) because a block exists there.
====================
11,6,20 (11,6,20)
Connected (11,6,20) -> (12,6,20)
Connected (11,6,20) -> (10,6,20)
Connected (11,6,20) -> (11,7,20)
Connected (11,6,20) -> (11,5,20)
Ignored (11,6,21) because it's out of bounds.
Connected (11,6,20) -> (11,6,19)
====================
11,7,-1 (11,7,-1)
Connected (11,7,-1) -> (12,7,-1)
Connected (11,7,-1) -> (10,7,-1)
Connected (11,7,-1) -> (11,8,-1)
Connected (11,7,-1) -> (11,6,-1)
Connected (11,7,-1) -> (11,7,0)
Ignored (11,7,-2) because it's out of bounds.
====================
11,7,0 (11,7,0)
Connected (11,7,0) -> (12,7,0)
Connected (11,7,0) -> (10,7,0)
Connected (11,7,0) -> (11,8,0)
Connected (11,7,0) -> (11,6,0)
Ignored (11,7,1) because a block exists there.
Connected (11,7,0) -> (11,7,-1)
====================
11,7,4 (11,7,4)
Connected (11,7,4) -> (12,7,4)
Ignored (10,7,4) because a block exists there.
Ignored (11,8,4) because a block exists there.
Ignored (11,6,4) because a block exists there.
Ignored (11,7,5) because a block exists there.
Ignored (11,7,3) because a block exists there.
====================
11,7,6 (11,7,6)
Connected (11,7,6) -> (12,7,6)
Connected (11,7,6) -> (10,7,6)
Connected (11,7,6) -> (11,8,6)
Connected (11,7,6) -> (11,6,6)
Connected (11,7,6) -> (11,7,7)
Ignored (11,7,5) because a block exists there.
====================
11,7,7 (11,7,7)
Connected (11,7,7) -> (12,7,7)
Connected (11,7,7) -> (10,7,7)
Connected (11,7,7) -> (11,8,7)
Connected (11,7,7) -> (11,6,7)
Connected (11,7,7) -> (11,7,8)
Connected (11,7,7) -> (11,7,6)
====================
11,7,8 (11,7,8)
Connected (11,7,8) -> (12,7,8)
Connected (11,7,8) -> (10,7,8)
Connected (11,7,8) -> (11,8,8)
Connected (11,7,8) -> (11,6,8)
Connected (11,7,8) -> (11,7,9)
Connected (11,7,8) -> (11,7,7)
====================
11,7,9 (11,7,9)
Connected (11,7,9) -> (12,7,9)
Connected (11,7,9) -> (10,7,9)
Connected (11,7,9) -> (11,8,9)
Connected (11,7,9) -> (11,6,9)
Connected (11,7,9) -> (11,7,10)
Connected (11,7,9) -> (11,7,8)
====================
11,7,10 (11,7,10)
Connected (11,7,10) -> (12,7,10)
Connected (11,7,10) -> (10,7,10)
Connected (11,7,10) -> (11,8,10)
Connected (11,7,10) -> (11,6,10)
Connected (11,7,10) -> (11,7,11)
Connected (11,7,10) -> (11,7,9)
====================
11,7,11 (11,7,11)
Connected (11,7,11) -> (12,7,11)
Connected (11,7,11) -> (10,7,11)
Connected (11,7,11) -> (11,8,11)
Connected (11,7,11) -> (11,6,11)
Connected (11,7,11) -> (11,7,12)
Connected (11,7,11) -> (11,7,10)
====================
11,7,12 (11,7,12)
Connected (11,7,12) -> (12,7,12)
Connected (11,7,12) -> (10,7,12)
Connected (11,7,12) -> (11,8,12)
Connected (11,7,12) -> (11,6,12)
Connected (11,7,12) -> (11,7,13)
Connected (11,7,12) -> (11,7,11)
====================
11,7,13 (11,7,13)
Connected (11,7,13) -> (12,7,13)
Connected (11,7,13) -> (10,7,13)
Connected (11,7,13) -> (11,8,13)
Connected (11,7,13) -> (11,6,13)
Connected (11,7,13) -> (11,7,14)
Connected (11,7,13) -> (11,7,12)
====================
11,7,14 (11,7,14)
Connected (11,7,14) -> (12,7,14)
Connected (11,7,14) -> (10,7,14)
Connected (11,7,14) -> (11,8,14)
Connected (11,7,14) -> (11,6,14)
Connected (11,7,14) -> (11,7,15)
Connected (11,7,14) -> (11,7,13)
====================
11,7,15 (11,7,15)
Ignored (12,7,15) because a block exists there.
Connected (11,7,15) -> (10,7,15)
Connected (11,7,15) -> (11,8,15)
Ignored (11,6,15) because a block exists there.
Ignored (11,7,16) because a block exists there.
Connected (11,7,15) -> (11,7,14)
====================
11,7,19 (11,7,19)
Connected (11,7,19) -> (12,7,19)
Connected (11,7,19) -> (10,7,19)
Connected (11,7,19) -> (11,8,19)
Connected (11,7,19) -> (11,6,19)
Connected (11,7,19) -> (11,7,20)
Ignored (11,7,18) because a block exists there.
====================
11,7,20 (11,7,20)
Connected (11,7,20) -> (12,7,20)
Connected (11,7,20) -> (10,7,20)
Connected (11,7,20) -> (11,8,20)
Connected (11,7,20) -> (11,6,20)
Ignored (11,7,21) because it's out of bounds.
Connected (11,7,20) -> (11,7,19)
====================
11,8,-1 (11,8,-1)
Connected (11,8,-1) -> (12,8,-1)
Connected (11,8,-1) -> (10,8,-1)
Connected (11,8,-1) -> (11,9,-1)
Connected (11,8,-1) -> (11,7,-1)
Connected (11,8,-1) -> (11,8,0)
Ignored (11,8,-2) because it's out of bounds.
====================
11,8,0 (11,8,0)
Connected (11,8,0) -> (12,8,0)
Connected (11,8,0) -> (10,8,0)
Connected (11,8,0) -> (11,9,0)
Connected (11,8,0) -> (11,7,0)
Ignored (11,8,1) because a block exists there.
Connected (11,8,0) -> (11,8,-1)
====================
11,8,5 (11,8,5)
Connected (11,8,5) -> (12,8,5)
Connected (11,8,5) -> (10,8,5)
Connected (11,8,5) -> (11,9,5)
Ignored (11,7,5) because a block exists there.
Connected (11,8,5) -> (11,8,6)
Ignored (11,8,4) because a block exists there.
====================
11,8,6 (11,8,6)
Connected (11,8,6) -> (12,8,6)
Connected (11,8,6) -> (10,8,6)
Connected (11,8,6) -> (11,9,6)
Connected (11,8,6) -> (11,7,6)
Connected (11,8,6) -> (11,8,7)
Connected (11,8,6) -> (11,8,5)
====================
11,8,7 (11,8,7)
Connected (11,8,7) -> (12,8,7)
Connected (11,8,7) -> (10,8,7)
Connected (11,8,7) -> (11,9,7)
Connected (11,8,7) -> (11,7,7)
Connected (11,8,7) -> (11,8,8)
Connected (11,8,7) -> (11,8,6)
====================
11,8,8 (11,8,8)
Connected (11,8,8) -> (12,8,8)
Connected (11,8,8) -> (10,8,8)
Connected (11,8,8) -> (11,9,8)
Connected (11,8,8) -> (11,7,8)
Connected (11,8,8) -> (11,8,9)
Connected (11,8,8) -> (11,8,7)
====================
11,8,9 (11,8,9)
Connected (11,8,9) -> (12,8,9)
Connected (11,8,9) -> (10,8,9)
Connected (11,8,9) -> (11,9,9)
Connected (11,8,9) -> (11,7,9)
Connected (11,8,9) -> (11,8,10)
Connected (11,8,9) -> (11,8,8)
====================
11,8,10 (11,8,10)
Connected (11,8,10) -> (12,8,10)
Connected (11,8,10) -> (10,8,10)
Connected (11,8,10) -> (11,9,10)
Connected (11,8,10) -> (11,7,10)
Connected (11,8,10) -> (11,8,11)
Connected (11,8,10) -> (11,8,9)
====================
11,8,11 (11,8,11)
Connected (11,8,11) -> (12,8,11)
Connected (11,8,11) -> (10,8,11)
Connected (11,8,11) -> (11,9,11)
Connected (11,8,11) -> (11,7,11)
Connected (11,8,11) -> (11,8,12)
Connected (11,8,11) -> (11,8,10)
====================
11,8,12 (11,8,12)
Connected (11,8,12) -> (12,8,12)
Connected (11,8,12) -> (10,8,12)
Connected (11,8,12) -> (11,9,12)
Connected (11,8,12) -> (11,7,12)
Connected (11,8,12) -> (11,8,13)
Connected (11,8,12) -> (11,8,11)
====================
11,8,13 (11,8,13)
Connected (11,8,13) -> (12,8,13)
Connected (11,8,13) -> (10,8,13)
Connected (11,8,13) -> (11,9,13)
Connected (11,8,13) -> (11,7,13)
Connected (11,8,13) -> (11,8,14)
Connected (11,8,13) -> (11,8,12)
====================
11,8,14 (11,8,14)
Connected (11,8,14) -> (12,8,14)
Connected (11,8,14) -> (10,8,14)
Connected (11,8,14) -> (11,9,14)
Connected (11,8,14) -> (11,7,14)
Connected (11,8,14) -> (11,8,15)
Connected (11,8,14) -> (11,8,13)
====================
11,8,15 (11,8,15)
Connected (11,8,15) -> (12,8,15)
Connected (11,8,15) -> (10,8,15)
Connected (11,8,15) -> (11,9,15)
Connected (11,8,15) -> (11,7,15)
Ignored (11,8,16) because a block exists there.
Connected (11,8,15) -> (11,8,14)
====================
11,8,19 (11,8,19)
Connected (11,8,19) -> (12,8,19)
Connected (11,8,19) -> (10,8,19)
Connected (11,8,19) -> (11,9,19)
Connected (11,8,19) -> (11,7,19)
Connected (11,8,19) -> (11,8,20)
Ignored (11,8,18) because a block exists there.
====================
11,8,20 (11,8,20)
Connected (11,8,20) -> (12,8,20)
Connected (11,8,20) -> (10,8,20)
Connected (11,8,20) -> (11,9,20)
Connected (11,8,20) -> (11,7,20)
Ignored (11,8,21) because it's out of bounds.
Connected (11,8,20) -> (11,8,19)
====================
11,9,-1 (11,9,-1)
Connected (11,9,-1) -> (12,9,-1)
Connected (11,9,-1) -> (10,9,-1)
Connected (11,9,-1) -> (11,10,-1)
Connected (11,9,-1) -> (11,8,-1)
Connected (11,9,-1) -> (11,9,0)
Ignored (11,9,-2) because it's out of bounds.
====================
11,9,0 (11,9,0)
Connected (11,9,0) -> (12,9,0)
Ignored (10,9,0) because a block exists there.
Connected (11,9,0) -> (11,10,0)
Connected (11,9,0) -> (11,8,0)
Ignored (11,9,1) because a block exists there.
Connected (11,9,0) -> (11,9,-1)
====================
11,9,5 (11,9,5)
Connected (11,9,5) -> (12,9,5)
Connected (11,9,5) -> (10,9,5)
Connected (11,9,5) -> (11,10,5)
Connected (11,9,5) -> (11,8,5)
Connected (11,9,5) -> (11,9,6)
Ignored (11,9,4) because a block exists there.
====================
11,9,6 (11,9,6)
Connected (11,9,6) -> (12,9,6)
Connected (11,9,6) -> (10,9,6)
Connected (11,9,6) -> (11,10,6)
Connected (11,9,6) -> (11,8,6)
Connected (11,9,6) -> (11,9,7)
Connected (11,9,6) -> (11,9,5)
====================
11,9,7 (11,9,7)
Connected (11,9,7) -> (12,9,7)
Connected (11,9,7) -> (10,9,7)
Connected (11,9,7) -> (11,10,7)
Connected (11,9,7) -> (11,8,7)
Connected (11,9,7) -> (11,9,8)
Connected (11,9,7) -> (11,9,6)
====================
11,9,8 (11,9,8)
Connected (11,9,8) -> (12,9,8)
Connected (11,9,8) -> (10,9,8)
Connected (11,9,8) -> (11,10,8)
Connected (11,9,8) -> (11,8,8)
Connected (11,9,8) -> (11,9,9)
Connected (11,9,8) -> (11,9,7)
====================
11,9,9 (11,9,9)
Connected (11,9,9) -> (12,9,9)
Connected (11,9,9) -> (10,9,9)
Connected (11,9,9) -> (11,10,9)
Connected (11,9,9) -> (11,8,9)
Connected (11,9,9) -> (11,9,10)
Connected (11,9,9) -> (11,9,8)
====================
11,9,10 (11,9,10)
Connected (11,9,10) -> (12,9,10)
Connected (11,9,10) -> (10,9,10)
Connected (11,9,10) -> (11,10,10)
Connected (11,9,10) -> (11,8,10)
Connected (11,9,10) -> (11,9,11)
Connected (11,9,10) -> (11,9,9)
====================
11,9,11 (11,9,11)
Connected (11,9,11) -> (12,9,11)
Connected (11,9,11) -> (10,9,11)
Connected (11,9,11) -> (11,10,11)
Connected (11,9,11) -> (11,8,11)
Connected (11,9,11) -> (11,9,12)
Connected (11,9,11) -> (11,9,10)
====================
11,9,12 (11,9,12)
Connected (11,9,12) -> (12,9,12)
Connected (11,9,12) -> (10,9,12)
Connected (11,9,12) -> (11,10,12)
Connected (11,9,12) -> (11,8,12)
Connected (11,9,12) -> (11,9,13)
Connected (11,9,12) -> (11,9,11)
====================
11,9,13 (11,9,13)
Connected (11,9,13) -> (12,9,13)
Connected (11,9,13) -> (10,9,13)
Connected (11,9,13) -> (11,10,13)
Connected (11,9,13) -> (11,8,13)
Connected (11,9,13) -> (11,9,14)
Connected (11,9,13) -> (11,9,12)
====================
11,9,14 (11,9,14)
Connected (11,9,14) -> (12,9,14)
Connected (11,9,14) -> (10,9,14)
Connected (11,9,14) -> (11,10,14)
Connected (11,9,14) -> (11,8,14)
Connected (11,9,14) -> (11,9,15)
Connected (11,9,14) -> (11,9,13)
====================
11,9,15 (11,9,15)
Connected (11,9,15) -> (12,9,15)
Connected (11,9,15) -> (10,9,15)
Connected (11,9,15) -> (11,10,15)
Connected (11,9,15) -> (11,8,15)
Connected (11,9,15) -> (11,9,16)
Connected (11,9,15) -> (11,9,14)
====================
11,9,16 (11,9,16)
Ignored (12,9,16) because a block exists there.
Ignored (10,9,16) because a block exists there.
Connected (11,9,16) -> (11,10,16)
Ignored (11,8,16) because a block exists there.
Ignored (11,9,17) because a block exists there.
Connected (11,9,16) -> (11,9,15)
====================
11,9,19 (11,9,19)
Connected (11,9,19) -> (12,9,19)
Connected (11,9,19) -> (10,9,19)
Connected (11,9,19) -> (11,10,19)
Connected (11,9,19) -> (11,8,19)
Connected (11,9,19) -> (11,9,20)
Ignored (11,9,18) because a block exists there.
====================
11,9,20 (11,9,20)
Connected (11,9,20) -> (12,9,20)
Connected (11,9,20) -> (10,9,20)
Connected (11,9,20) -> (11,10,20)
Connected (11,9,20) -> (11,8,20)
Ignored (11,9,21) because it's out of bounds.
Connected (11,9,20) -> (11,9,19)
====================
11,10,-1 (11,10,-1)
Connected (11,10,-1) -> (12,10,-1)
Connected (11,10,-1) -> (10,10,-1)
Connected (11,10,-1) -> (11,11,-1)
Connected (11,10,-1) -> (11,9,-1)
Connected (11,10,-1) -> (11,10,0)
Ignored (11,10,-2) because it's out of bounds.
====================
11,10,0 (11,10,0)
Connected (11,10,0) -> (12,10,0)
Connected (11,10,0) -> (10,10,0)
Connected (11,10,0) -> (11,11,0)
Connected (11,10,0) -> (11,9,0)
Ignored (11,10,1) because a block exists there.
Connected (11,10,0) -> (11,10,-1)
====================
11,10,4 (11,10,4)
Ignored (12,10,4) because a block exists there.
Ignored (10,10,4) because a block exists there.
Connected (11,10,4) -> (11,11,4)
Ignored (11,9,4) because a block exists there.
Connected (11,10,4) -> (11,10,5)
Ignored (11,10,3) because a block exists there.
====================
11,10,5 (11,10,5)
Connected (11,10,5) -> (12,10,5)
Connected (11,10,5) -> (10,10,5)
Connected (11,10,5) -> (11,11,5)
Connected (11,10,5) -> (11,9,5)
Connected (11,10,5) -> (11,10,6)
Connected (11,10,5) -> (11,10,4)
====================
11,10,6 (11,10,6)
Connected (11,10,6) -> (12,10,6)
Connected (11,10,6) -> (10,10,6)
Connected (11,10,6) -> (11,11,6)
Connected (11,10,6) -> (11,9,6)
Connected (11,10,6) -> (11,10,7)
Connected (11,10,6) -> (11,10,5)
====================
11,10,7 (11,10,7)
Connected (11,10,7) -> (12,10,7)
Connected (11,10,7) -> (10,10,7)
Connected (11,10,7) -> (11,11,7)
Connected (11,10,7) -> (11,9,7)
Connected (11,10,7) -> (11,10,8)
Connected (11,10,7) -> (11,10,6)
====================
11,10,8 (11,10,8)
Connected (11,10,8) -> (12,10,8)
Connected (11,10,8) -> (10,10,8)
Connected (11,10,8) -> (11,11,8)
Connected (11,10,8) -> (11,9,8)
Connected (11,10,8) -> (11,10,9)
Connected (11,10,8) -> (11,10,7)
====================
11,10,9 (11,10,9)
Connected (11,10,9) -> (12,10,9)
Connected (11,10,9) -> (10,10,9)
Connected (11,10,9) -> (11,11,9)
Connected (11,10,9) -> (11,9,9)
Connected (11,10,9) -> (11,10,10)
Connected (11,10,9) -> (11,10,8)
====================
11,10,10 (11,10,10)
Connected (11,10,10) -> (12,10,10)
Connected (11,10,10) -> (10,10,10)
Connected (11,10,10) -> (11,11,10)
Connected (11,10,10) -> (11,9,10)
Connected (11,10,10) -> (11,10,11)
Connected (11,10,10) -> (11,10,9)
====================
11,10,11 (11,10,11)
Connected (11,10,11) -> (12,10,11)
Connected (11,10,11) -> (10,10,11)
Connected (11,10,11) -> (11,11,11)
Connected (11,10,11) -> (11,9,11)
Connected (11,10,11) -> (11,10,12)
Connected (11,10,11) -> (11,10,10)
====================
11,10,12 (11,10,12)
Connected (11,10,12) -> (12,10,12)
Connected (11,10,12) -> (10,10,12)
Connected (11,10,12) -> (11,11,12)
Connected (11,10,12) -> (11,9,12)
Connected (11,10,12) -> (11,10,13)
Connected (11,10,12) -> (11,10,11)
====================
11,10,13 (11,10,13)
Connected (11,10,13) -> (12,10,13)
Connected (11,10,13) -> (10,10,13)
Connected (11,10,13) -> (11,11,13)
Connected (11,10,13) -> (11,9,13)
Connected (11,10,13) -> (11,10,14)
Connected (11,10,13) -> (11,10,12)
====================
11,10,14 (11,10,14)
Connected (11,10,14) -> (12,10,14)
Connected (11,10,14) -> (10,10,14)
Connected (11,10,14) -> (11,11,14)
Connected (11,10,14) -> (11,9,14)
Connected (11,10,14) -> (11,10,15)
Connected (11,10,14) -> (11,10,13)
====================
11,10,15 (11,10,15)
Connected (11,10,15) -> (12,10,15)
Ignored (10,10,15) because a block exists there.
Connected (11,10,15) -> (11,11,15)
Connected (11,10,15) -> (11,9,15)
Connected (11,10,15) -> (11,10,16)
Connected (11,10,15) -> (11,10,14)
====================
11,10,16 (11,10,16)
Ignored (12,10,16) because a block exists there.
Ignored (10,10,16) because a block exists there.
Ignored (11,11,16) because a block exists there.
Connected (11,10,16) -> (11,9,16)
Ignored (11,10,17) because a block exists there.
Connected (11,10,16) -> (11,10,15)
====================
11,10,19 (11,10,19)
Connected (11,10,19) -> (12,10,19)
Connected (11,10,19) -> (10,10,19)
Connected (11,10,19) -> (11,11,19)
Connected (11,10,19) -> (11,9,19)
Connected (11,10,19) -> (11,10,20)
Ignored (11,10,18) because a block exists there.
====================
11,10,20 (11,10,20)
Connected (11,10,20) -> (12,10,20)
Connected (11,10,20) -> (10,10,20)
Connected (11,10,20) -> (11,11,20)
Connected (11,10,20) -> (11,9,20)
Ignored (11,10,21) because it's out of bounds.
Connected (11,10,20) -> (11,10,19)
====================
11,11,-1 (11,11,-1)
Connected (11,11,-1) -> (12,11,-1)
Connected (11,11,-1) -> (10,11,-1)
Connected (11,11,-1) -> (11,12,-1)
Connected (11,11,-1) -> (11,10,-1)
Connected (11,11,-1) -> (11,11,0)
Ignored (11,11,-2) because it's out of bounds.
====================
11,11,0 (11,11,0)
Connected (11,11,0) -> (12,11,0)
Connected (11,11,0) -> (10,11,0)
Connected (11,11,0) -> (11,12,0)
Connected (11,11,0) -> (11,10,0)
Ignored (11,11,1) because a block exists there.
Connected (11,11,0) -> (11,11,-1)
====================
11,11,3 (11,11,3)
Connected (11,11,3) -> (12,11,3)
Connected (11,11,3) -> (10,11,3)
Ignored (11,12,3) because a block exists there.
Ignored (11,10,3) because a block exists there.
Connected (11,11,3) -> (11,11,4)
Ignored (11,11,2) because a block exists there.
====================
11,11,4 (11,11,4)
Ignored (12,11,4) because a block exists there.
Connected (11,11,4) -> (10,11,4)
Ignored (11,12,4) because a block exists there.
Connected (11,11,4) -> (11,10,4)
Connected (11,11,4) -> (11,11,5)
Connected (11,11,4) -> (11,11,3)
====================
11,11,5 (11,11,5)
Connected (11,11,5) -> (12,11,5)
Connected (11,11,5) -> (10,11,5)
Connected (11,11,5) -> (11,12,5)
Connected (11,11,5) -> (11,10,5)
Connected (11,11,5) -> (11,11,6)
Connected (11,11,5) -> (11,11,4)
====================
11,11,6 (11,11,6)
Connected (11,11,6) -> (12,11,6)
Connected (11,11,6) -> (10,11,6)
Connected (11,11,6) -> (11,12,6)
Connected (11,11,6) -> (11,10,6)
Connected (11,11,6) -> (11,11,7)
Connected (11,11,6) -> (11,11,5)
====================
11,11,7 (11,11,7)
Connected (11,11,7) -> (12,11,7)
Connected (11,11,7) -> (10,11,7)
Connected (11,11,7) -> (11,12,7)
Connected (11,11,7) -> (11,10,7)
Connected (11,11,7) -> (11,11,8)
Connected (11,11,7) -> (11,11,6)
====================
11,11,8 (11,11,8)
Connected (11,11,8) -> (12,11,8)
Connected (11,11,8) -> (10,11,8)
Connected (11,11,8) -> (11,12,8)
Connected (11,11,8) -> (11,10,8)
Connected (11,11,8) -> (11,11,9)
Connected (11,11,8) -> (11,11,7)
====================
11,11,9 (11,11,9)
Connected (11,11,9) -> (12,11,9)
Connected (11,11,9) -> (10,11,9)
Connected (11,11,9) -> (11,12,9)
Connected (11,11,9) -> (11,10,9)
Connected (11,11,9) -> (11,11,10)
Connected (11,11,9) -> (11,11,8)
====================
11,11,10 (11,11,10)
Connected (11,11,10) -> (12,11,10)
Connected (11,11,10) -> (10,11,10)
Connected (11,11,10) -> (11,12,10)
Connected (11,11,10) -> (11,10,10)
Connected (11,11,10) -> (11,11,11)
Connected (11,11,10) -> (11,11,9)
====================
11,11,11 (11,11,11)
Connected (11,11,11) -> (12,11,11)
Connected (11,11,11) -> (10,11,11)
Connected (11,11,11) -> (11,12,11)
Connected (11,11,11) -> (11,10,11)
Connected (11,11,11) -> (11,11,12)
Connected (11,11,11) -> (11,11,10)
====================
11,11,12 (11,11,12)
Connected (11,11,12) -> (12,11,12)
Connected (11,11,12) -> (10,11,12)
Connected (11,11,12) -> (11,12,12)
Connected (11,11,12) -> (11,10,12)
Connected (11,11,12) -> (11,11,13)
Connected (11,11,12) -> (11,11,11)
====================
11,11,13 (11,11,13)
Connected (11,11,13) -> (12,11,13)
Connected (11,11,13) -> (10,11,13)
Connected (11,11,13) -> (11,12,13)
Connected (11,11,13) -> (11,10,13)
Connected (11,11,13) -> (11,11,14)
Connected (11,11,13) -> (11,11,12)
====================
11,11,14 (11,11,14)
Connected (11,11,14) -> (12,11,14)
Connected (11,11,14) -> (10,11,14)
Connected (11,11,14) -> (11,12,14)
Connected (11,11,14) -> (11,10,14)
Connected (11,11,14) -> (11,11,15)
Connected (11,11,14) -> (11,11,13)
====================
11,11,15 (11,11,15)
Connected (11,11,15) -> (12,11,15)
Connected (11,11,15) -> (10,11,15)
Connected (11,11,15) -> (11,12,15)
Connected (11,11,15) -> (11,10,15)
Ignored (11,11,16) because a block exists there.
Connected (11,11,15) -> (11,11,14)
====================
11,11,19 (11,11,19)
Connected (11,11,19) -> (12,11,19)
Connected (11,11,19) -> (10,11,19)
Connected (11,11,19) -> (11,12,19)
Connected (11,11,19) -> (11,10,19)
Connected (11,11,19) -> (11,11,20)
Ignored (11,11,18) because a block exists there.
====================
11,11,20 (11,11,20)
Connected (11,11,20) -> (12,11,20)
Connected (11,11,20) -> (10,11,20)
Connected (11,11,20) -> (11,12,20)
Connected (11,11,20) -> (11,10,20)
Ignored (11,11,21) because it's out of bounds.
Connected (11,11,20) -> (11,11,19)
====================
11,12,-1 (11,12,-1)
Connected (11,12,-1) -> (12,12,-1)
Connected (11,12,-1) -> (10,12,-1)
Connected (11,12,-1) -> (11,13,-1)
Connected (11,12,-1) -> (11,11,-1)
Connected (11,12,-1) -> (11,12,0)
Ignored (11,12,-2) because it's out of bounds.
====================
11,12,0 (11,12,0)
Connected (11,12,0) -> (12,12,0)
Connected (11,12,0) -> (10,12,0)
Connected (11,12,0) -> (11,13,0)
Connected (11,12,0) -> (11,11,0)
Connected (11,12,0) -> (11,12,1)
Connected (11,12,0) -> (11,12,-1)
====================
11,12,1 (11,12,1)
Ignored (12,12,1) because a block exists there.
Ignored (10,12,1) because a block exists there.
Connected (11,12,1) -> (11,13,1)
Ignored (11,11,1) because a block exists there.
Ignored (11,12,2) because a block exists there.
Connected (11,12,1) -> (11,12,0)
====================
11,12,5 (11,12,5)
Connected (11,12,5) -> (12,12,5)
Connected (11,12,5) -> (10,12,5)
Ignored (11,13,5) because a block exists there.
Connected (11,12,5) -> (11,11,5)
Connected (11,12,5) -> (11,12,6)
Ignored (11,12,4) because a block exists there.
====================
11,12,6 (11,12,6)
Connected (11,12,6) -> (12,12,6)
Connected (11,12,6) -> (10,12,6)
Connected (11,12,6) -> (11,13,6)
Connected (11,12,6) -> (11,11,6)
Connected (11,12,6) -> (11,12,7)
Connected (11,12,6) -> (11,12,5)
====================
11,12,7 (11,12,7)
Connected (11,12,7) -> (12,12,7)
Connected (11,12,7) -> (10,12,7)
Connected (11,12,7) -> (11,13,7)
Connected (11,12,7) -> (11,11,7)
Connected (11,12,7) -> (11,12,8)
Connected (11,12,7) -> (11,12,6)
====================
11,12,8 (11,12,8)
Connected (11,12,8) -> (12,12,8)
Connected (11,12,8) -> (10,12,8)
Connected (11,12,8) -> (11,13,8)
Connected (11,12,8) -> (11,11,8)
Connected (11,12,8) -> (11,12,9)
Connected (11,12,8) -> (11,12,7)
====================
11,12,9 (11,12,9)
Connected (11,12,9) -> (12,12,9)
Connected (11,12,9) -> (10,12,9)
Connected (11,12,9) -> (11,13,9)
Connected (11,12,9) -> (11,11,9)
Connected (11,12,9) -> (11,12,10)
Connected (11,12,9) -> (11,12,8)
====================
11,12,10 (11,12,10)
Connected (11,12,10) -> (12,12,10)
Connected (11,12,10) -> (10,12,10)
Connected (11,12,10) -> (11,13,10)
Connected (11,12,10) -> (11,11,10)
Connected (11,12,10) -> (11,12,11)
Connected (11,12,10) -> (11,12,9)
====================
11,12,11 (11,12,11)
Connected (11,12,11) -> (12,12,11)
Connected (11,12,11) -> (10,12,11)
Connected (11,12,11) -> (11,13,11)
Connected (11,12,11) -> (11,11,11)
Connected (11,12,11) -> (11,12,12)
Connected (11,12,11) -> (11,12,10)
====================
11,12,12 (11,12,12)
Connected (11,12,12) -> (12,12,12)
Connected (11,12,12) -> (10,12,12)
Connected (11,12,12) -> (11,13,12)
Connected (11,12,12) -> (11,11,12)
Connected (11,12,12) -> (11,12,13)
Connected (11,12,12) -> (11,12,11)
====================
11,12,13 (11,12,13)
Connected (11,12,13) -> (12,12,13)
Connected (11,12,13) -> (10,12,13)
Connected (11,12,13) -> (11,13,13)
Connected (11,12,13) -> (11,11,13)
Connected (11,12,13) -> (11,12,14)
Connected (11,12,13) -> (11,12,12)
====================
11,12,14 (11,12,14)
Connected (11,12,14) -> (12,12,14)
Connected (11,12,14) -> (10,12,14)
Connected (11,12,14) -> (11,13,14)
Connected (11,12,14) -> (11,11,14)
Connected (11,12,14) -> (11,12,15)
Connected (11,12,14) -> (11,12,13)
====================
11,12,15 (11,12,15)
Ignored (12,12,15) because a block exists there.
Connected (11,12,15) -> (10,12,15)
Ignored (11,13,15) because a block exists there.
Connected (11,12,15) -> (11,11,15)
Connected (11,12,15) -> (11,12,16)
Connected (11,12,15) -> (11,12,14)
====================
11,12,16 (11,12,16)
Ignored (12,12,16) because a block exists there.
Ignored (10,12,16) because a block exists there.
Ignored (11,13,16) because a block exists there.
Ignored (11,11,16) because a block exists there.
Ignored (11,12,17) because a block exists there.
Connected (11,12,16) -> (11,12,15)
====================
11,12,18 (11,12,18)
Connected (11,12,18) -> (12,12,18)
Ignored (10,12,18) because a block exists there.
Ignored (11,13,18) because a block exists there.
Ignored (11,11,18) because a block exists there.
Connected (11,12,18) -> (11,12,19)
Ignored (11,12,17) because a block exists there.
====================
11,12,19 (11,12,19)
Connected (11,12,19) -> (12,12,19)
Connected (11,12,19) -> (10,12,19)
Connected (11,12,19) -> (11,13,19)
Connected (11,12,19) -> (11,11,19)
Connected (11,12,19) -> (11,12,20)
Connected (11,12,19) -> (11,12,18)
====================
11,12,20 (11,12,20)
Connected (11,12,20) -> (12,12,20)
Connected (11,12,20) -> (10,12,20)
Connected (11,12,20) -> (11,13,20)
Connected (11,12,20) -> (11,11,20)
Ignored (11,12,21) because it's out of bounds.
Connected (11,12,20) -> (11,12,19)
====================
11,13,-1 (11,13,-1)
Connected (11,13,-1) -> (12,13,-1)
Connected (11,13,-1) -> (10,13,-1)
Connected (11,13,-1) -> (11,14,-1)
Connected (11,13,-1) -> (11,12,-1)
Connected (11,13,-1) -> (11,13,0)
Ignored (11,13,-2) because it's out of bounds.
====================
11,13,0 (11,13,0)
Connected (11,13,0) -> (12,13,0)
Connected (11,13,0) -> (10,13,0)
Connected (11,13,0) -> (11,14,0)
Connected (11,13,0) -> (11,12,0)
Connected (11,13,0) -> (11,13,1)
Connected (11,13,0) -> (11,13,-1)
====================
11,13,1 (11,13,1)
Connected (11,13,1) -> (12,13,1)
Ignored (10,13,1) because a block exists there.
Connected (11,13,1) -> (11,14,1)
Connected (11,13,1) -> (11,12,1)
Ignored (11,13,2) because a block exists there.
Connected (11,13,1) -> (11,13,0)
====================
11,13,6 (11,13,6)
Connected (11,13,6) -> (12,13,6)
Connected (11,13,6) -> (10,13,6)
Connected (11,13,6) -> (11,14,6)
Connected (11,13,6) -> (11,12,6)
Connected (11,13,6) -> (11,13,7)
Ignored (11,13,5) because a block exists there.
====================
11,13,7 (11,13,7)
Connected (11,13,7) -> (12,13,7)
Connected (11,13,7) -> (10,13,7)
Connected (11,13,7) -> (11,14,7)
Connected (11,13,7) -> (11,12,7)
Connected (11,13,7) -> (11,13,8)
Connected (11,13,7) -> (11,13,6)
====================
11,13,8 (11,13,8)
Connected (11,13,8) -> (12,13,8)
Connected (11,13,8) -> (10,13,8)
Connected (11,13,8) -> (11,14,8)
Connected (11,13,8) -> (11,12,8)
Connected (11,13,8) -> (11,13,9)
Connected (11,13,8) -> (11,13,7)
====================
11,13,9 (11,13,9)
Connected (11,13,9) -> (12,13,9)
Connected (11,13,9) -> (10,13,9)
Connected (11,13,9) -> (11,14,9)
Connected (11,13,9) -> (11,12,9)
Connected (11,13,9) -> (11,13,10)
Connected (11,13,9) -> (11,13,8)
====================
11,13,10 (11,13,10)
Connected (11,13,10) -> (12,13,10)
Connected (11,13,10) -> (10,13,10)
Connected (11,13,10) -> (11,14,10)
Connected (11,13,10) -> (11,12,10)
Connected (11,13,10) -> (11,13,11)
Connected (11,13,10) -> (11,13,9)
====================
11,13,11 (11,13,11)
Connected (11,13,11) -> (12,13,11)
Connected (11,13,11) -> (10,13,11)
Connected (11,13,11) -> (11,14,11)
Connected (11,13,11) -> (11,12,11)
Connected (11,13,11) -> (11,13,12)
Connected (11,13,11) -> (11,13,10)
====================
11,13,12 (11,13,12)
Connected (11,13,12) -> (12,13,12)
Connected (11,13,12) -> (10,13,12)
Connected (11,13,12) -> (11,14,12)
Connected (11,13,12) -> (11,12,12)
Connected (11,13,12) -> (11,13,13)
Connected (11,13,12) -> (11,13,11)
====================
11,13,13 (11,13,13)
Connected (11,13,13) -> (12,13,13)
Connected (11,13,13) -> (10,13,13)
Connected (11,13,13) -> (11,14,13)
Connected (11,13,13) -> (11,12,13)
Connected (11,13,13) -> (11,13,14)
Connected (11,13,13) -> (11,13,12)
====================
11,13,14 (11,13,14)
Ignored (12,13,14) because a block exists there.
Connected (11,13,14) -> (10,13,14)
Ignored (11,14,14) because a block exists there.
Connected (11,13,14) -> (11,12,14)
Ignored (11,13,15) because a block exists there.
Connected (11,13,14) -> (11,13,13)
====================
11,13,19 (11,13,19)
Connected (11,13,19) -> (12,13,19)
Connected (11,13,19) -> (10,13,19)
Connected (11,13,19) -> (11,14,19)
Connected (11,13,19) -> (11,12,19)
Connected (11,13,19) -> (11,13,20)
Ignored (11,13,18) because a block exists there.
====================
11,13,20 (11,13,20)
Connected (11,13,20) -> (12,13,20)
Connected (11,13,20) -> (10,13,20)
Connected (11,13,20) -> (11,14,20)
Connected (11,13,20) -> (11,12,20)
Ignored (11,13,21) because it's out of bounds.
Connected (11,13,20) -> (11,13,19)
====================
11,14,-1 (11,14,-1)
Connected (11,14,-1) -> (12,14,-1)
Connected (11,14,-1) -> (10,14,-1)
Connected (11,14,-1) -> (11,15,-1)
Connected (11,14,-1) -> (11,13,-1)
Connected (11,14,-1) -> (11,14,0)
Ignored (11,14,-2) because it's out of bounds.
====================
11,14,0 (11,14,0)
Connected (11,14,0) -> (12,14,0)
Connected (11,14,0) -> (10,14,0)
Connected (11,14,0) -> (11,15,0)
Connected (11,14,0) -> (11,13,0)
Connected (11,14,0) -> (11,14,1)
Connected (11,14,0) -> (11,14,-1)
====================
11,14,1 (11,14,1)
Connected (11,14,1) -> (12,14,1)
Connected (11,14,1) -> (10,14,1)
Connected (11,14,1) -> (11,15,1)
Connected (11,14,1) -> (11,13,1)
Ignored (11,14,2) because a block exists there.
Connected (11,14,1) -> (11,14,0)
====================
11,14,6 (11,14,6)
Connected (11,14,6) -> (12,14,6)
Ignored (10,14,6) because a block exists there.
Connected (11,14,6) -> (11,15,6)
Connected (11,14,6) -> (11,13,6)
Connected (11,14,6) -> (11,14,7)
Ignored (11,14,5) because a block exists there.
====================
11,14,7 (11,14,7)
Connected (11,14,7) -> (12,14,7)
Connected (11,14,7) -> (10,14,7)
Connected (11,14,7) -> (11,15,7)
Connected (11,14,7) -> (11,13,7)
Connected (11,14,7) -> (11,14,8)
Connected (11,14,7) -> (11,14,6)
====================
11,14,8 (11,14,8)
Connected (11,14,8) -> (12,14,8)
Connected (11,14,8) -> (10,14,8)
Connected (11,14,8) -> (11,15,8)
Connected (11,14,8) -> (11,13,8)
Connected (11,14,8) -> (11,14,9)
Connected (11,14,8) -> (11,14,7)
====================
11,14,9 (11,14,9)
Connected (11,14,9) -> (12,14,9)
Connected (11,14,9) -> (10,14,9)
Ignored (11,15,9) because a block exists there.
Connected (11,14,9) -> (11,13,9)
Connected (11,14,9) -> (11,14,10)
Connected (11,14,9) -> (11,14,8)
====================
11,14,10 (11,14,10)
Connected (11,14,10) -> (12,14,10)
Connected (11,14,10) -> (10,14,10)
Connected (11,14,10) -> (11,15,10)
Connected (11,14,10) -> (11,13,10)
Connected (11,14,10) -> (11,14,11)
Connected (11,14,10) -> (11,14,9)
====================
11,14,11 (11,14,11)
Connected (11,14,11) -> (12,14,11)
Connected (11,14,11) -> (10,14,11)
Ignored (11,15,11) because a block exists there.
Connected (11,14,11) -> (11,13,11)
Connected (11,14,11) -> (11,14,12)
Connected (11,14,11) -> (11,14,10)
====================
11,14,12 (11,14,12)
Connected (11,14,12) -> (12,14,12)
Connected (11,14,12) -> (10,14,12)
Ignored (11,15,12) because a block exists there.
Connected (11,14,12) -> (11,13,12)
Connected (11,14,12) -> (11,14,13)
Connected (11,14,12) -> (11,14,11)
====================
11,14,13 (11,14,13)
Connected (11,14,13) -> (12,14,13)
Ignored (10,14,13) because a block exists there.
Ignored (11,15,13) because a block exists there.
Connected (11,14,13) -> (11,13,13)
Ignored (11,14,14) because a block exists there.
Connected (11,14,13) -> (11,14,12)
====================
11,14,18 (11,14,18)
Connected (11,14,18) -> (12,14,18)
Connected (11,14,18) -> (10,14,18)
Connected (11,14,18) -> (11,15,18)
Ignored (11,13,18) because a block exists there.
Connected (11,14,18) -> (11,14,19)
Ignored (11,14,17) because a block exists there.
====================
11,14,19 (11,14,19)
Connected (11,14,19) -> (12,14,19)
Connected (11,14,19) -> (10,14,19)
Connected (11,14,19) -> (11,15,19)
Connected (11,14,19) -> (11,13,19)
Connected (11,14,19) -> (11,14,20)
Connected (11,14,19) -> (11,14,18)
====================
11,14,20 (11,14,20)
Connected (11,14,20) -> (12,14,20)
Connected (11,14,20) -> (10,14,20)
Connected (11,14,20) -> (11,15,20)
Connected (11,14,20) -> (11,13,20)
Ignored (11,14,21) because it's out of bounds.
Connected (11,14,20) -> (11,14,19)
====================
11,15,-1 (11,15,-1)
Connected (11,15,-1) -> (12,15,-1)
Connected (11,15,-1) -> (10,15,-1)
Connected (11,15,-1) -> (11,16,-1)
Connected (11,15,-1) -> (11,14,-1)
Connected (11,15,-1) -> (11,15,0)
Ignored (11,15,-2) because it's out of bounds.
====================
11,15,0 (11,15,0)
Connected (11,15,0) -> (12,15,0)
Connected (11,15,0) -> (10,15,0)
Connected (11,15,0) -> (11,16,0)
Connected (11,15,0) -> (11,14,0)
Connected (11,15,0) -> (11,15,1)
Connected (11,15,0) -> (11,15,-1)
====================
11,15,1 (11,15,1)
Connected (11,15,1) -> (12,15,1)
Connected (11,15,1) -> (10,15,1)
Connected (11,15,1) -> (11,16,1)
Connected (11,15,1) -> (11,14,1)
Ignored (11,15,2) because a block exists there.
Connected (11,15,1) -> (11,15,0)
====================
11,15,6 (11,15,6)
Ignored (12,15,6) because a block exists there.
Ignored (10,15,6) because a block exists there.
Ignored (11,16,6) because a block exists there.
Connected (11,15,6) -> (11,14,6)
Connected (11,15,6) -> (11,15,7)
Ignored (11,15,5) because a block exists there.
====================
11,15,7 (11,15,7)
Ignored (12,15,7) because a block exists there.
Ignored (10,15,7) because a block exists there.
Ignored (11,16,7) because a block exists there.
Connected (11,15,7) -> (11,14,7)
Connected (11,15,7) -> (11,15,8)
Connected (11,15,7) -> (11,15,6)
====================
11,15,8 (11,15,8)
Connected (11,15,8) -> (12,15,8)
Connected (11,15,8) -> (10,15,8)
Connected (11,15,8) -> (11,16,8)
Connected (11,15,8) -> (11,14,8)
Ignored (11,15,9) because a block exists there.
Connected (11,15,8) -> (11,15,7)
====================
11,15,10 (11,15,10)
Connected (11,15,10) -> (12,15,10)
Connected (11,15,10) -> (10,15,10)
Connected (11,15,10) -> (11,16,10)
Connected (11,15,10) -> (11,14,10)
Ignored (11,15,11) because a block exists there.
Ignored (11,15,9) because a block exists there.
====================
11,15,14 (11,15,14)
Ignored (12,15,14) because a block exists there.
Ignored (10,15,14) because a block exists there.
Ignored (11,16,14) because a block exists there.
Ignored (11,14,14) because a block exists there.
Ignored (11,15,15) because a block exists there.
Ignored (11,15,13) because a block exists there.
====================
11,15,16 (11,15,16)
Ignored (12,15,16) because a block exists there.
Ignored (10,15,16) because a block exists there.
Connected (11,15,16) -> (11,16,16)
Ignored (11,14,16) because a block exists there.
Ignored (11,15,17) because a block exists there.
Ignored (11,15,15) because a block exists there.
====================
11,15,18 (11,15,18)
Connected (11,15,18) -> (12,15,18)
Connected (11,15,18) -> (10,15,18)
Connected (11,15,18) -> (11,16,18)
Connected (11,15,18) -> (11,14,18)
Connected (11,15,18) -> (11,15,19)
Ignored (11,15,17) because a block exists there.
====================
11,15,19 (11,15,19)
Connected (11,15,19) -> (12,15,19)
Connected (11,15,19) -> (10,15,19)
Connected (11,15,19) -> (11,16,19)
Connected (11,15,19) -> (11,14,19)
Connected (11,15,19) -> (11,15,20)
Connected (11,15,19) -> (11,15,18)
====================
11,15,20 (11,15,20)
Connected (11,15,20) -> (12,15,20)
Connected (11,15,20) -> (10,15,20)
Connected (11,15,20) -> (11,16,20)
Connected (11,15,20) -> (11,14,20)
Ignored (11,15,21) because it's out of bounds.
Connected (11,15,20) -> (11,15,19)
====================
11,16,-1 (11,16,-1)
Connected (11,16,-1) -> (12,16,-1)
Connected (11,16,-1) -> (10,16,-1)
Connected (11,16,-1) -> (11,17,-1)
Connected (11,16,-1) -> (11,15,-1)
Connected (11,16,-1) -> (11,16,0)
Ignored (11,16,-2) because it's out of bounds.
====================
11,16,0 (11,16,0)
Connected (11,16,0) -> (12,16,0)
Connected (11,16,0) -> (10,16,0)
Connected (11,16,0) -> (11,17,0)
Connected (11,16,0) -> (11,15,0)
Connected (11,16,0) -> (11,16,1)
Connected (11,16,0) -> (11,16,-1)
====================
11,16,1 (11,16,1)
Connected (11,16,1) -> (12,16,1)
Connected (11,16,1) -> (10,16,1)
Connected (11,16,1) -> (11,17,1)
Connected (11,16,1) -> (11,15,1)
Connected (11,16,1) -> (11,16,2)
Connected (11,16,1) -> (11,16,0)
====================
11,16,2 (11,16,2)
Connected (11,16,2) -> (12,16,2)
Connected (11,16,2) -> (10,16,2)
Connected (11,16,2) -> (11,17,2)
Ignored (11,15,2) because a block exists there.
Ignored (11,16,3) because a block exists there.
Connected (11,16,2) -> (11,16,1)
====================
11,16,8 (11,16,8)
Connected (11,16,8) -> (12,16,8)
Ignored (10,16,8) because a block exists there.
Ignored (11,17,8) because a block exists there.
Connected (11,16,8) -> (11,15,8)
Ignored (11,16,9) because a block exists there.
Ignored (11,16,7) because a block exists there.
====================
11,16,10 (11,16,10)
Ignored (12,16,10) because a block exists there.
Connected (11,16,10) -> (10,16,10)
Ignored (11,17,10) because a block exists there.
Connected (11,16,10) -> (11,15,10)
Ignored (11,16,11) because a block exists there.
Ignored (11,16,9) because a block exists there.
====================
11,16,16 (11,16,16)
Connected (11,16,16) -> (12,16,16)
Ignored (10,16,16) because a block exists there.
Connected (11,16,16) -> (11,17,16)
Connected (11,16,16) -> (11,15,16)
Connected (11,16,16) -> (11,16,17)
Ignored (11,16,15) because a block exists there.
====================
11,16,17 (11,16,17)
Connected (11,16,17) -> (12,16,17)
Connected (11,16,17) -> (10,16,17)
Connected (11,16,17) -> (11,17,17)
Ignored (11,15,17) because a block exists there.
Connected (11,16,17) -> (11,16,18)
Connected (11,16,17) -> (11,16,16)
====================
11,16,18 (11,16,18)
Connected (11,16,18) -> (12,16,18)
Connected (11,16,18) -> (10,16,18)
Connected (11,16,18) -> (11,17,18)
Connected (11,16,18) -> (11,15,18)
Connected (11,16,18) -> (11,16,19)
Connected (11,16,18) -> (11,16,17)
====================
11,16,19 (11,16,19)
Connected (11,16,19) -> (12,16,19)
Connected (11,16,19) -> (10,16,19)
Connected (11,16,19) -> (11,17,19)
Connected (11,16,19) -> (11,15,19)
Connected (11,16,19) -> (11,16,20)
Connected (11,16,19) -> (11,16,18)
====================
11,16,20 (11,16,20)
Connected (11,16,20) -> (12,16,20)
Connected (11,16,20) -> (10,16,20)
Connected (11,16,20) -> (11,17,20)
Connected (11,16,20) -> (11,15,20)
Ignored (11,16,21) because it's out of bounds.
Connected (11,16,20) -> (11,16,19)
====================
11,17,-1 (11,17,-1)
Connected (11,17,-1) -> (12,17,-1)
Connected (11,17,-1) -> (10,17,-1)
Connected (11,17,-1) -> (11,18,-1)
Connected (11,17,-1) -> (11,16,-1)
Connected (11,17,-1) -> (11,17,0)
Ignored (11,17,-2) because it's out of bounds.
====================
11,17,0 (11,17,0)
Connected (11,17,0) -> (12,17,0)
Connected (11,17,0) -> (10,17,0)
Connected (11,17,0) -> (11,18,0)
Connected (11,17,0) -> (11,16,0)
Connected (11,17,0) -> (11,17,1)
Connected (11,17,0) -> (11,17,-1)
====================
11,17,1 (11,17,1)
Connected (11,17,1) -> (12,17,1)
Connected (11,17,1) -> (10,17,1)
Connected (11,17,1) -> (11,18,1)
Connected (11,17,1) -> (11,16,1)
Connected (11,17,1) -> (11,17,2)
Connected (11,17,1) -> (11,17,0)
====================
11,17,2 (11,17,2)
Connected (11,17,2) -> (12,17,2)
Connected (11,17,2) -> (10,17,2)
Connected (11,17,2) -> (11,18,2)
Connected (11,17,2) -> (11,16,2)
Connected (11,17,2) -> (11,17,3)
Connected (11,17,2) -> (11,17,1)
====================
11,17,3 (11,17,3)
Connected (11,17,3) -> (12,17,3)
Connected (11,17,3) -> (10,17,3)
Connected (11,17,3) -> (11,18,3)
Ignored (11,16,3) because a block exists there.
Connected (11,17,3) -> (11,17,4)
Connected (11,17,3) -> (11,17,2)
====================
11,17,4 (11,17,4)
Connected (11,17,4) -> (12,17,4)
Connected (11,17,4) -> (10,17,4)
Connected (11,17,4) -> (11,18,4)
Ignored (11,16,4) because a block exists there.
Ignored (11,17,5) because a block exists there.
Connected (11,17,4) -> (11,17,3)
====================
11,17,12 (11,17,12)
Ignored (12,17,12) because a block exists there.
Ignored (10,17,12) because a block exists there.
Connected (11,17,12) -> (11,18,12)
Ignored (11,16,12) because a block exists there.
Ignored (11,17,13) because a block exists there.
Ignored (11,17,11) because a block exists there.
====================
11,17,15 (11,17,15)
Connected (11,17,15) -> (12,17,15)
Connected (11,17,15) -> (10,17,15)
Connected (11,17,15) -> (11,18,15)
Ignored (11,16,15) because a block exists there.
Connected (11,17,15) -> (11,17,16)
Ignored (11,17,14) because a block exists there.
====================
11,17,16 (11,17,16)
Connected (11,17,16) -> (12,17,16)
Connected (11,17,16) -> (10,17,16)
Connected (11,17,16) -> (11,18,16)
Connected (11,17,16) -> (11,16,16)
Connected (11,17,16) -> (11,17,17)
Connected (11,17,16) -> (11,17,15)
====================
11,17,17 (11,17,17)
Connected (11,17,17) -> (12,17,17)
Connected (11,17,17) -> (10,17,17)
Connected (11,17,17) -> (11,18,17)
Connected (11,17,17) -> (11,16,17)
Connected (11,17,17) -> (11,17,18)
Connected (11,17,17) -> (11,17,16)
====================
11,17,18 (11,17,18)
Connected (11,17,18) -> (12,17,18)
Connected (11,17,18) -> (10,17,18)
Connected (11,17,18) -> (11,18,18)
Connected (11,17,18) -> (11,16,18)
Connected (11,17,18) -> (11,17,19)
Connected (11,17,18) -> (11,17,17)
====================
11,17,19 (11,17,19)
Connected (11,17,19) -> (12,17,19)
Connected (11,17,19) -> (10,17,19)
Connected (11,17,19) -> (11,18,19)
Connected (11,17,19) -> (11,16,19)
Connected (11,17,19) -> (11,17,20)
Connected (11,17,19) -> (11,17,18)
====================
11,17,20 (11,17,20)
Connected (11,17,20) -> (12,17,20)
Connected (11,17,20) -> (10,17,20)
Connected (11,17,20) -> (11,18,20)
Connected (11,17,20) -> (11,16,20)
Ignored (11,17,21) because it's out of bounds.
Connected (11,17,20) -> (11,17,19)
====================
11,18,-1 (11,18,-1)
Connected (11,18,-1) -> (12,18,-1)
Connected (11,18,-1) -> (10,18,-1)
Connected (11,18,-1) -> (11,19,-1)
Connected (11,18,-1) -> (11,17,-1)
Connected (11,18,-1) -> (11,18,0)
Ignored (11,18,-2) because it's out of bounds.
====================
11,18,0 (11,18,0)
Connected (11,18,0) -> (12,18,0)
Connected (11,18,0) -> (10,18,0)
Connected (11,18,0) -> (11,19,0)
Connected (11,18,0) -> (11,17,0)
Connected (11,18,0) -> (11,18,1)
Connected (11,18,0) -> (11,18,-1)
====================
11,18,1 (11,18,1)
Connected (11,18,1) -> (12,18,1)
Connected (11,18,1) -> (10,18,1)
Connected (11,18,1) -> (11,19,1)
Connected (11,18,1) -> (11,17,1)
Connected (11,18,1) -> (11,18,2)
Connected (11,18,1) -> (11,18,0)
====================
11,18,2 (11,18,2)
Connected (11,18,2) -> (12,18,2)
Connected (11,18,2) -> (10,18,2)
Connected (11,18,2) -> (11,19,2)
Connected (11,18,2) -> (11,17,2)
Connected (11,18,2) -> (11,18,3)
Connected (11,18,2) -> (11,18,1)
====================
11,18,3 (11,18,3)
Connected (11,18,3) -> (12,18,3)
Connected (11,18,3) -> (10,18,3)
Connected (11,18,3) -> (11,19,3)
Connected (11,18,3) -> (11,17,3)
Connected (11,18,3) -> (11,18,4)
Connected (11,18,3) -> (11,18,2)
====================
11,18,4 (11,18,4)
Connected (11,18,4) -> (12,18,4)
Connected (11,18,4) -> (10,18,4)
Connected (11,18,4) -> (11,19,4)
Connected (11,18,4) -> (11,17,4)
Connected (11,18,4) -> (11,18,5)
Connected (11,18,4) -> (11,18,3)
====================
11,18,5 (11,18,5)
Connected (11,18,5) -> (12,18,5)
Ignored (10,18,5) because a block exists there.
Connected (11,18,5) -> (11,19,5)
Ignored (11,17,5) because a block exists there.
Connected (11,18,5) -> (11,18,6)
Connected (11,18,5) -> (11,18,4)
====================
11,18,6 (11,18,6)
Connected (11,18,6) -> (12,18,6)
Ignored (10,18,6) because a block exists there.
Connected (11,18,6) -> (11,19,6)
Ignored (11,17,6) because a block exists there.
Ignored (11,18,7) because a block exists there.
Connected (11,18,6) -> (11,18,5)
====================
11,18,11 (11,18,11)
Ignored (12,18,11) because a block exists there.
Ignored (10,18,11) because a block exists there.
Connected (11,18,11) -> (11,19,11)
Ignored (11,17,11) because a block exists there.
Connected (11,18,11) -> (11,18,12)
Ignored (11,18,10) because a block exists there.
====================
11,18,12 (11,18,12)
Ignored (12,18,12) because a block exists there.
Ignored (10,18,12) because a block exists there.
Connected (11,18,12) -> (11,19,12)
Connected (11,18,12) -> (11,17,12)
Ignored (11,18,13) because a block exists there.
Connected (11,18,12) -> (11,18,11)
====================
11,18,14 (11,18,14)
Connected (11,18,14) -> (12,18,14)
Connected (11,18,14) -> (10,18,14)
Connected (11,18,14) -> (11,19,14)
Ignored (11,17,14) because a block exists there.
Connected (11,18,14) -> (11,18,15)
Ignored (11,18,13) because a block exists there.
====================
11,18,15 (11,18,15)
Connected (11,18,15) -> (12,18,15)
Connected (11,18,15) -> (10,18,15)
Connected (11,18,15) -> (11,19,15)
Connected (11,18,15) -> (11,17,15)
Connected (11,18,15) -> (11,18,16)
Connected (11,18,15) -> (11,18,14)
====================
11,18,16 (11,18,16)
Connected (11,18,16) -> (12,18,16)
Connected (11,18,16) -> (10,18,16)
Connected (11,18,16) -> (11,19,16)
Connected (11,18,16) -> (11,17,16)
Connected (11,18,16) -> (11,18,17)
Connected (11,18,16) -> (11,18,15)
====================
11,18,17 (11,18,17)
Connected (11,18,17) -> (12,18,17)
Connected (11,18,17) -> (10,18,17)
Connected (11,18,17) -> (11,19,17)
Connected (11,18,17) -> (11,17,17)
Connected (11,18,17) -> (11,18,18)
Connected (11,18,17) -> (11,18,16)
====================
11,18,18 (11,18,18)
Connected (11,18,18) -> (12,18,18)
Connected (11,18,18) -> (10,18,18)
Connected (11,18,18) -> (11,19,18)
Connected (11,18,18) -> (11,17,18)
Connected (11,18,18) -> (11,18,19)
Connected (11,18,18) -> (11,18,17)
====================
11,18,19 (11,18,19)
Connected (11,18,19) -> (12,18,19)
Connected (11,18,19) -> (10,18,19)
Connected (11,18,19) -> (11,19,19)
Connected (11,18,19) -> (11,17,19)
Connected (11,18,19) -> (11,18,20)
Connected (11,18,19) -> (11,18,18)
====================
11,18,20 (11,18,20)
Connected (11,18,20) -> (12,18,20)
Connected (11,18,20) -> (10,18,20)
Connected (11,18,20) -> (11,19,20)
Connected (11,18,20) -> (11,17,20)
Ignored (11,18,21) because it's out of bounds.
Connected (11,18,20) -> (11,18,19)
====================
11,19,-1 (11,19,-1)
Connected (11,19,-1) -> (12,19,-1)
Connected (11,19,-1) -> (10,19,-1)
Ignored (11,20,-1) because it's out of bounds.
Connected (11,19,-1) -> (11,18,-1)
Connected (11,19,-1) -> (11,19,0)
Ignored (11,19,-2) because it's out of bounds.
====================
11,19,0 (11,19,0)
Connected (11,19,0) -> (12,19,0)
Connected (11,19,0) -> (10,19,0)
Ignored (11,20,0) because it's out of bounds.
Connected (11,19,0) -> (11,18,0)
Connected (11,19,0) -> (11,19,1)
Connected (11,19,0) -> (11,19,-1)
====================
11,19,1 (11,19,1)
Connected (11,19,1) -> (12,19,1)
Connected (11,19,1) -> (10,19,1)
Ignored (11,20,1) because it's out of bounds.
Connected (11,19,1) -> (11,18,1)
Connected (11,19,1) -> (11,19,2)
Connected (11,19,1) -> (11,19,0)
====================
11,19,2 (11,19,2)
Connected (11,19,2) -> (12,19,2)
Connected (11,19,2) -> (10,19,2)
Ignored (11,20,2) because it's out of bounds.
Connected (11,19,2) -> (11,18,2)
Connected (11,19,2) -> (11,19,3)
Connected (11,19,2) -> (11,19,1)
====================
11,19,3 (11,19,3)
Connected (11,19,3) -> (12,19,3)
Connected (11,19,3) -> (10,19,3)
Ignored (11,20,3) because it's out of bounds.
Connected (11,19,3) -> (11,18,3)
Connected (11,19,3) -> (11,19,4)
Connected (11,19,3) -> (11,19,2)
====================
11,19,4 (11,19,4)
Connected (11,19,4) -> (12,19,4)
Connected (11,19,4) -> (10,19,4)
Ignored (11,20,4) because it's out of bounds.
Connected (11,19,4) -> (11,18,4)
Connected (11,19,4) -> (11,19,5)
Connected (11,19,4) -> (11,19,3)
====================
11,19,5 (11,19,5)
Connected (11,19,5) -> (12,19,5)
Connected (11,19,5) -> (10,19,5)
Ignored (11,20,5) because it's out of bounds.
Connected (11,19,5) -> (11,18,5)
Connected (11,19,5) -> (11,19,6)
Connected (11,19,5) -> (11,19,4)
====================
11,19,6 (11,19,6)
Connected (11,19,6) -> (12,19,6)
Connected (11,19,6) -> (10,19,6)
Ignored (11,20,6) because it's out of bounds.
Connected (11,19,6) -> (11,18,6)
Connected (11,19,6) -> (11,19,7)
Connected (11,19,6) -> (11,19,5)
====================
11,19,7 (11,19,7)
Connected (11,19,7) -> (12,19,7)
Connected (11,19,7) -> (10,19,7)
Ignored (11,20,7) because it's out of bounds.
Ignored (11,18,7) because a block exists there.
Connected (11,19,7) -> (11,19,8)
Connected (11,19,7) -> (11,19,6)
====================
11,19,8 (11,19,8)
Connected (11,19,8) -> (12,19,8)
Connected (11,19,8) -> (10,19,8)
Ignored (11,20,8) because it's out of bounds.
Ignored (11,18,8) because a block exists there.
Connected (11,19,8) -> (11,19,9)
Connected (11,19,8) -> (11,19,7)
====================
11,19,9 (11,19,9)
Connected (11,19,9) -> (12,19,9)
Connected (11,19,9) -> (10,19,9)
Ignored (11,20,9) because it's out of bounds.
Ignored (11,18,9) because a block exists there.
Connected (11,19,9) -> (11,19,10)
Connected (11,19,9) -> (11,19,8)
====================
11,19,10 (11,19,10)
Connected (11,19,10) -> (12,19,10)
Connected (11,19,10) -> (10,19,10)
Ignored (11,20,10) because it's out of bounds.
Ignored (11,18,10) because a block exists there.
Connected (11,19,10) -> (11,19,11)
Connected (11,19,10) -> (11,19,9)
====================
11,19,11 (11,19,11)
Connected (11,19,11) -> (12,19,11)
Connected (11,19,11) -> (10,19,11)
Ignored (11,20,11) because it's out of bounds.
Connected (11,19,11) -> (11,18,11)
Connected (11,19,11) -> (11,19,12)
Connected (11,19,11) -> (11,19,10)
====================
11,19,12 (11,19,12)
Connected (11,19,12) -> (12,19,12)
Connected (11,19,12) -> (10,19,12)
Ignored (11,20,12) because it's out of bounds.
Connected (11,19,12) -> (11,18,12)
Connected (11,19,12) -> (11,19,13)
Connected (11,19,12) -> (11,19,11)
====================
11,19,13 (11,19,13)
Connected (11,19,13) -> (12,19,13)
Connected (11,19,13) -> (10,19,13)
Ignored (11,20,13) because it's out of bounds.
Ignored (11,18,13) because a block exists there.
Connected (11,19,13) -> (11,19,14)
Connected (11,19,13) -> (11,19,12)
====================
11,19,14 (11,19,14)
Connected (11,19,14) -> (12,19,14)
Connected (11,19,14) -> (10,19,14)
Ignored (11,20,14) because it's out of bounds.
Connected (11,19,14) -> (11,18,14)
Connected (11,19,14) -> (11,19,15)
Connected (11,19,14) -> (11,19,13)
====================
11,19,15 (11,19,15)
Connected (11,19,15) -> (12,19,15)
Connected (11,19,15) -> (10,19,15)
Ignored (11,20,15) because it's out of bounds.
Connected (11,19,15) -> (11,18,15)
Connected (11,19,15) -> (11,19,16)
Connected (11,19,15) -> (11,19,14)
====================
11,19,16 (11,19,16)
Connected (11,19,16) -> (12,19,16)
Connected (11,19,16) -> (10,19,16)
Ignored (11,20,16) because it's out of bounds.
Connected (11,19,16) -> (11,18,16)
Connected (11,19,16) -> (11,19,17)
Connected (11,19,16) -> (11,19,15)
====================
11,19,17 (11,19,17)
Connected (11,19,17) -> (12,19,17)
Connected (11,19,17) -> (10,19,17)
Ignored (11,20,17) because it's out of bounds.
Connected (11,19,17) -> (11,18,17)
Connected (11,19,17) -> (11,19,18)
Connected (11,19,17) -> (11,19,16)
====================
11,19,18 (11,19,18)
Connected (11,19,18) -> (12,19,18)
Connected (11,19,18) -> (10,19,18)
Ignored (11,20,18) because it's out of bounds.
Connected (11,19,18) -> (11,18,18)
Connected (11,19,18) -> (11,19,19)
Connected (11,19,18) -> (11,19,17)
====================
11,19,19 (11,19,19)
Connected (11,19,19) -> (12,19,19)
Connected (11,19,19) -> (10,19,19)
Ignored (11,20,19) because it's out of bounds.
Connected (11,19,19) -> (11,18,19)
Connected (11,19,19) -> (11,19,20)
Connected (11,19,19) -> (11,19,18)
====================
11,19,20 (11,19,20)
Connected (11,19,20) -> (12,19,20)
Connected (11,19,20) -> (10,19,20)
Ignored (11,20,20) because it's out of bounds.
Connected (11,19,20) -> (11,18,20)
Ignored (11,19,21) because it's out of bounds.
Connected (11,19,20) -> (11,19,19)
====================
12,-1,-1 (12,-1,-1)
Connected (12,-1,-1) -> (13,-1,-1)
Connected (12,-1,-1) -> (11,-1,-1)
Connected (12,-1,-1) -> (12,0,-1)
Ignored (12,-2,-1) because it's out of bounds.
Connected (12,-1,-1) -> (12,-1,0)
Ignored (12,-1,-2) because it's out of bounds.
====================
12,-1,0 (12,-1,0)
Connected (12,-1,0) -> (13,-1,0)
Connected (12,-1,0) -> (11,-1,0)
Connected (12,-1,0) -> (12,0,0)
Ignored (12,-2,0) because it's out of bounds.
Connected (12,-1,0) -> (12,-1,1)
Connected (12,-1,0) -> (12,-1,-1)
====================
12,-1,1 (12,-1,1)
Connected (12,-1,1) -> (13,-1,1)
Connected (12,-1,1) -> (11,-1,1)
Connected (12,-1,1) -> (12,0,1)
Ignored (12,-2,1) because it's out of bounds.
Connected (12,-1,1) -> (12,-1,2)
Connected (12,-1,1) -> (12,-1,0)
====================
12,-1,2 (12,-1,2)
Connected (12,-1,2) -> (13,-1,2)
Connected (12,-1,2) -> (11,-1,2)
Connected (12,-1,2) -> (12,0,2)
Ignored (12,-2,2) because it's out of bounds.
Connected (12,-1,2) -> (12,-1,3)
Connected (12,-1,2) -> (12,-1,1)
====================
12,-1,3 (12,-1,3)
Connected (12,-1,3) -> (13,-1,3)
Connected (12,-1,3) -> (11,-1,3)
Connected (12,-1,3) -> (12,0,3)
Ignored (12,-2,3) because it's out of bounds.
Connected (12,-1,3) -> (12,-1,4)
Connected (12,-1,3) -> (12,-1,2)
====================
12,-1,4 (12,-1,4)
Connected (12,-1,4) -> (13,-1,4)
Connected (12,-1,4) -> (11,-1,4)
Connected (12,-1,4) -> (12,0,4)
Ignored (12,-2,4) because it's out of bounds.
Connected (12,-1,4) -> (12,-1,5)
Connected (12,-1,4) -> (12,-1,3)
====================
12,-1,5 (12,-1,5)
Connected (12,-1,5) -> (13,-1,5)
Connected (12,-1,5) -> (11,-1,5)
Connected (12,-1,5) -> (12,0,5)
Ignored (12,-2,5) because it's out of bounds.
Connected (12,-1,5) -> (12,-1,6)
Connected (12,-1,5) -> (12,-1,4)
====================
12,-1,6 (12,-1,6)
Connected (12,-1,6) -> (13,-1,6)
Connected (12,-1,6) -> (11,-1,6)
Connected (12,-1,6) -> (12,0,6)
Ignored (12,-2,6) because it's out of bounds.
Connected (12,-1,6) -> (12,-1,7)
Connected (12,-1,6) -> (12,-1,5)
====================
12,-1,7 (12,-1,7)
Connected (12,-1,7) -> (13,-1,7)
Connected (12,-1,7) -> (11,-1,7)
Connected (12,-1,7) -> (12,0,7)
Ignored (12,-2,7) because it's out of bounds.
Connected (12,-1,7) -> (12,-1,8)
Connected (12,-1,7) -> (12,-1,6)
====================
12,-1,8 (12,-1,8)
Connected (12,-1,8) -> (13,-1,8)
Connected (12,-1,8) -> (11,-1,8)
Connected (12,-1,8) -> (12,0,8)
Ignored (12,-2,8) because it's out of bounds.
Connected (12,-1,8) -> (12,-1,9)
Connected (12,-1,8) -> (12,-1,7)
====================
12,-1,9 (12,-1,9)
Connected (12,-1,9) -> (13,-1,9)
Connected (12,-1,9) -> (11,-1,9)
Connected (12,-1,9) -> (12,0,9)
Ignored (12,-2,9) because it's out of bounds.
Connected (12,-1,9) -> (12,-1,10)
Connected (12,-1,9) -> (12,-1,8)
====================
12,-1,10 (12,-1,10)
Connected (12,-1,10) -> (13,-1,10)
Connected (12,-1,10) -> (11,-1,10)
Connected (12,-1,10) -> (12,0,10)
Ignored (12,-2,10) because it's out of bounds.
Connected (12,-1,10) -> (12,-1,11)
Connected (12,-1,10) -> (12,-1,9)
====================
12,-1,11 (12,-1,11)
Connected (12,-1,11) -> (13,-1,11)
Connected (12,-1,11) -> (11,-1,11)
Connected (12,-1,11) -> (12,0,11)
Ignored (12,-2,11) because it's out of bounds.
Connected (12,-1,11) -> (12,-1,12)
Connected (12,-1,11) -> (12,-1,10)
====================
12,-1,12 (12,-1,12)
Connected (12,-1,12) -> (13,-1,12)
Connected (12,-1,12) -> (11,-1,12)
Connected (12,-1,12) -> (12,0,12)
Ignored (12,-2,12) because it's out of bounds.
Connected (12,-1,12) -> (12,-1,13)
Connected (12,-1,12) -> (12,-1,11)
====================
12,-1,13 (12,-1,13)
Connected (12,-1,13) -> (13,-1,13)
Connected (12,-1,13) -> (11,-1,13)
Connected (12,-1,13) -> (12,0,13)
Ignored (12,-2,13) because it's out of bounds.
Connected (12,-1,13) -> (12,-1,14)
Connected (12,-1,13) -> (12,-1,12)
====================
12,-1,14 (12,-1,14)
Connected (12,-1,14) -> (13,-1,14)
Connected (12,-1,14) -> (11,-1,14)
Connected (12,-1,14) -> (12,0,14)
Ignored (12,-2,14) because it's out of bounds.
Connected (12,-1,14) -> (12,-1,15)
Connected (12,-1,14) -> (12,-1,13)
====================
12,-1,15 (12,-1,15)
Connected (12,-1,15) -> (13,-1,15)
Connected (12,-1,15) -> (11,-1,15)
Connected (12,-1,15) -> (12,0,15)
Ignored (12,-2,15) because it's out of bounds.
Connected (12,-1,15) -> (12,-1,16)
Connected (12,-1,15) -> (12,-1,14)
====================
12,-1,16 (12,-1,16)
Connected (12,-1,16) -> (13,-1,16)
Connected (12,-1,16) -> (11,-1,16)
Connected (12,-1,16) -> (12,0,16)
Ignored (12,-2,16) because it's out of bounds.
Connected (12,-1,16) -> (12,-1,17)
Connected (12,-1,16) -> (12,-1,15)
====================
12,-1,17 (12,-1,17)
Connected (12,-1,17) -> (13,-1,17)
Connected (12,-1,17) -> (11,-1,17)
Connected (12,-1,17) -> (12,0,17)
Ignored (12,-2,17) because it's out of bounds.
Connected (12,-1,17) -> (12,-1,18)
Connected (12,-1,17) -> (12,-1,16)
====================
12,-1,18 (12,-1,18)
Connected (12,-1,18) -> (13,-1,18)
Connected (12,-1,18) -> (11,-1,18)
Connected (12,-1,18) -> (12,0,18)
Ignored (12,-2,18) because it's out of bounds.
Connected (12,-1,18) -> (12,-1,19)
Connected (12,-1,18) -> (12,-1,17)
====================
12,-1,19 (12,-1,19)
Connected (12,-1,19) -> (13,-1,19)
Connected (12,-1,19) -> (11,-1,19)
Connected (12,-1,19) -> (12,0,19)
Ignored (12,-2,19) because it's out of bounds.
Connected (12,-1,19) -> (12,-1,20)
Connected (12,-1,19) -> (12,-1,18)
====================
12,-1,20 (12,-1,20)
Connected (12,-1,20) -> (13,-1,20)
Connected (12,-1,20) -> (11,-1,20)
Connected (12,-1,20) -> (12,0,20)
Ignored (12,-2,20) because it's out of bounds.
Ignored (12,-1,21) because it's out of bounds.
Connected (12,-1,20) -> (12,-1,19)
====================
12,0,-1 (12,0,-1)
Connected (12,0,-1) -> (13,0,-1)
Connected (12,0,-1) -> (11,0,-1)
Connected (12,0,-1) -> (12,1,-1)
Connected (12,0,-1) -> (12,-1,-1)
Connected (12,0,-1) -> (12,0,0)
Ignored (12,0,-2) because it's out of bounds.
====================
12,0,0 (12,0,0)
Connected (12,0,0) -> (13,0,0)
Connected (12,0,0) -> (11,0,0)
Connected (12,0,0) -> (12,1,0)
Connected (12,0,0) -> (12,-1,0)
Connected (12,0,0) -> (12,0,1)
Connected (12,0,0) -> (12,0,-1)
====================
12,0,1 (12,0,1)
Connected (12,0,1) -> (13,0,1)
Connected (12,0,1) -> (11,0,1)
Connected (12,0,1) -> (12,1,1)
Connected (12,0,1) -> (12,-1,1)
Connected (12,0,1) -> (12,0,2)
Connected (12,0,1) -> (12,0,0)
====================
12,0,2 (12,0,2)
Connected (12,0,2) -> (13,0,2)
Connected (12,0,2) -> (11,0,2)
Connected (12,0,2) -> (12,1,2)
Connected (12,0,2) -> (12,-1,2)
Connected (12,0,2) -> (12,0,3)
Connected (12,0,2) -> (12,0,1)
====================
12,0,3 (12,0,3)
Connected (12,0,3) -> (13,0,3)
Connected (12,0,3) -> (11,0,3)
Connected (12,0,3) -> (12,1,3)
Connected (12,0,3) -> (12,-1,3)
Connected (12,0,3) -> (12,0,4)
Connected (12,0,3) -> (12,0,2)
====================
12,0,4 (12,0,4)
Connected (12,0,4) -> (13,0,4)
Connected (12,0,4) -> (11,0,4)
Connected (12,0,4) -> (12,1,4)
Connected (12,0,4) -> (12,-1,4)
Connected (12,0,4) -> (12,0,5)
Connected (12,0,4) -> (12,0,3)
====================
12,0,5 (12,0,5)
Connected (12,0,5) -> (13,0,5)
Connected (12,0,5) -> (11,0,5)
Connected (12,0,5) -> (12,1,5)
Connected (12,0,5) -> (12,-1,5)
Connected (12,0,5) -> (12,0,6)
Connected (12,0,5) -> (12,0,4)
====================
12,0,6 (12,0,6)
Connected (12,0,6) -> (13,0,6)
Connected (12,0,6) -> (11,0,6)
Connected (12,0,6) -> (12,1,6)
Connected (12,0,6) -> (12,-1,6)
Connected (12,0,6) -> (12,0,7)
Connected (12,0,6) -> (12,0,5)
====================
12,0,7 (12,0,7)
Connected (12,0,7) -> (13,0,7)
Connected (12,0,7) -> (11,0,7)
Connected (12,0,7) -> (12,1,7)
Connected (12,0,7) -> (12,-1,7)
Connected (12,0,7) -> (12,0,8)
Connected (12,0,7) -> (12,0,6)
====================
12,0,8 (12,0,8)
Connected (12,0,8) -> (13,0,8)
Connected (12,0,8) -> (11,0,8)
Ignored (12,1,8) because a block exists there.
Connected (12,0,8) -> (12,-1,8)
Connected (12,0,8) -> (12,0,9)
Connected (12,0,8) -> (12,0,7)
====================
12,0,9 (12,0,9)
Connected (12,0,9) -> (13,0,9)
Connected (12,0,9) -> (11,0,9)
Ignored (12,1,9) because a block exists there.
Connected (12,0,9) -> (12,-1,9)
Connected (12,0,9) -> (12,0,10)
Connected (12,0,9) -> (12,0,8)
====================
12,0,10 (12,0,10)
Connected (12,0,10) -> (13,0,10)
Connected (12,0,10) -> (11,0,10)
Ignored (12,1,10) because a block exists there.
Connected (12,0,10) -> (12,-1,10)
Connected (12,0,10) -> (12,0,11)
Connected (12,0,10) -> (12,0,9)
====================
12,0,11 (12,0,11)
Connected (12,0,11) -> (13,0,11)
Connected (12,0,11) -> (11,0,11)
Connected (12,0,11) -> (12,1,11)
Connected (12,0,11) -> (12,-1,11)
Connected (12,0,11) -> (12,0,12)
Connected (12,0,11) -> (12,0,10)
====================
12,0,12 (12,0,12)
Connected (12,0,12) -> (13,0,12)
Connected (12,0,12) -> (11,0,12)
Ignored (12,1,12) because a block exists there.
Connected (12,0,12) -> (12,-1,12)
Connected (12,0,12) -> (12,0,13)
Connected (12,0,12) -> (12,0,11)
====================
12,0,13 (12,0,13)
Connected (12,0,13) -> (13,0,13)
Connected (12,0,13) -> (11,0,13)
Connected (12,0,13) -> (12,1,13)
Connected (12,0,13) -> (12,-1,13)
Connected (12,0,13) -> (12,0,14)
Connected (12,0,13) -> (12,0,12)
====================
12,0,14 (12,0,14)
Connected (12,0,14) -> (13,0,14)
Connected (12,0,14) -> (11,0,14)
Connected (12,0,14) -> (12,1,14)
Connected (12,0,14) -> (12,-1,14)
Connected (12,0,14) -> (12,0,15)
Connected (12,0,14) -> (12,0,13)
====================
12,0,15 (12,0,15)
Connected (12,0,15) -> (13,0,15)
Connected (12,0,15) -> (11,0,15)
Connected (12,0,15) -> (12,1,15)
Connected (12,0,15) -> (12,-1,15)
Connected (12,0,15) -> (12,0,16)
Connected (12,0,15) -> (12,0,14)
====================
12,0,16 (12,0,16)
Connected (12,0,16) -> (13,0,16)
Connected (12,0,16) -> (11,0,16)
Connected (12,0,16) -> (12,1,16)
Connected (12,0,16) -> (12,-1,16)
Connected (12,0,16) -> (12,0,17)
Connected (12,0,16) -> (12,0,15)
====================
12,0,17 (12,0,17)
Connected (12,0,17) -> (13,0,17)
Connected (12,0,17) -> (11,0,17)
Connected (12,0,17) -> (12,1,17)
Connected (12,0,17) -> (12,-1,17)
Connected (12,0,17) -> (12,0,18)
Connected (12,0,17) -> (12,0,16)
====================
12,0,18 (12,0,18)
Connected (12,0,18) -> (13,0,18)
Connected (12,0,18) -> (11,0,18)
Connected (12,0,18) -> (12,1,18)
Connected (12,0,18) -> (12,-1,18)
Connected (12,0,18) -> (12,0,19)
Connected (12,0,18) -> (12,0,17)
====================
12,0,19 (12,0,19)
Connected (12,0,19) -> (13,0,19)
Connected (12,0,19) -> (11,0,19)
Connected (12,0,19) -> (12,1,19)
Connected (12,0,19) -> (12,-1,19)
Connected (12,0,19) -> (12,0,20)
Connected (12,0,19) -> (12,0,18)
====================
12,0,20 (12,0,20)
Connected (12,0,20) -> (13,0,20)
Connected (12,0,20) -> (11,0,20)
Connected (12,0,20) -> (12,1,20)
Connected (12,0,20) -> (12,-1,20)
Ignored (12,0,21) because it's out of bounds.
Connected (12,0,20) -> (12,0,19)
====================
12,1,-1 (12,1,-1)
Connected (12,1,-1) -> (13,1,-1)
Connected (12,1,-1) -> (11,1,-1)
Connected (12,1,-1) -> (12,2,-1)
Connected (12,1,-1) -> (12,0,-1)
Connected (12,1,-1) -> (12,1,0)
Ignored (12,1,-2) because it's out of bounds.
====================
12,1,0 (12,1,0)
Connected (12,1,0) -> (13,1,0)
Connected (12,1,0) -> (11,1,0)
Connected (12,1,0) -> (12,2,0)
Connected (12,1,0) -> (12,0,0)
Connected (12,1,0) -> (12,1,1)
Connected (12,1,0) -> (12,1,-1)
====================
12,1,1 (12,1,1)
Connected (12,1,1) -> (13,1,1)
Connected (12,1,1) -> (11,1,1)
Connected (12,1,1) -> (12,2,1)
Connected (12,1,1) -> (12,0,1)
Connected (12,1,1) -> (12,1,2)
Connected (12,1,1) -> (12,1,0)
====================
12,1,2 (12,1,2)
Connected (12,1,2) -> (13,1,2)
Connected (12,1,2) -> (11,1,2)
Connected (12,1,2) -> (12,2,2)
Connected (12,1,2) -> (12,0,2)
Connected (12,1,2) -> (12,1,3)
Connected (12,1,2) -> (12,1,1)
====================
12,1,3 (12,1,3)
Connected (12,1,3) -> (13,1,3)
Connected (12,1,3) -> (11,1,3)
Connected (12,1,3) -> (12,2,3)
Connected (12,1,3) -> (12,0,3)
Connected (12,1,3) -> (12,1,4)
Connected (12,1,3) -> (12,1,2)
====================
12,1,4 (12,1,4)
Connected (12,1,4) -> (13,1,4)
Connected (12,1,4) -> (11,1,4)
Connected (12,1,4) -> (12,2,4)
Connected (12,1,4) -> (12,0,4)
Connected (12,1,4) -> (12,1,5)
Connected (12,1,4) -> (12,1,3)
====================
12,1,5 (12,1,5)
Connected (12,1,5) -> (13,1,5)
Connected (12,1,5) -> (11,1,5)
Connected (12,1,5) -> (12,2,5)
Connected (12,1,5) -> (12,0,5)
Connected (12,1,5) -> (12,1,6)
Connected (12,1,5) -> (12,1,4)
====================
12,1,6 (12,1,6)
Connected (12,1,6) -> (13,1,6)
Ignored (11,1,6) because a block exists there.
Ignored (12,2,6) because a block exists there.
Connected (12,1,6) -> (12,0,6)
Connected (12,1,6) -> (12,1,7)
Connected (12,1,6) -> (12,1,5)
====================
12,1,7 (12,1,7)
Connected (12,1,7) -> (13,1,7)
Ignored (11,1,7) because a block exists there.
Ignored (12,2,7) because a block exists there.
Connected (12,1,7) -> (12,0,7)
Ignored (12,1,8) because a block exists there.
Connected (12,1,7) -> (12,1,6)
====================
12,1,11 (12,1,11)
Connected (12,1,11) -> (13,1,11)
Ignored (11,1,11) because a block exists there.
Ignored (12,2,11) because a block exists there.
Connected (12,1,11) -> (12,0,11)
Ignored (12,1,12) because a block exists there.
Ignored (12,1,10) because a block exists there.
====================
12,1,13 (12,1,13)
Connected (12,1,13) -> (13,1,13)
Connected (12,1,13) -> (11,1,13)
Ignored (12,2,13) because a block exists there.
Connected (12,1,13) -> (12,0,13)
Connected (12,1,13) -> (12,1,14)
Ignored (12,1,12) because a block exists there.
====================
12,1,14 (12,1,14)
Connected (12,1,14) -> (13,1,14)
Ignored (11,1,14) because a block exists there.
Connected (12,1,14) -> (12,2,14)
Connected (12,1,14) -> (12,0,14)
Connected (12,1,14) -> (12,1,15)
Connected (12,1,14) -> (12,1,13)
====================
12,1,15 (12,1,15)
Connected (12,1,15) -> (13,1,15)
Connected (12,1,15) -> (11,1,15)
Connected (12,1,15) -> (12,2,15)
Connected (12,1,15) -> (12,0,15)
Connected (12,1,15) -> (12,1,16)
Connected (12,1,15) -> (12,1,14)
====================
12,1,16 (12,1,16)
Connected (12,1,16) -> (13,1,16)
Connected (12,1,16) -> (11,1,16)
Connected (12,1,16) -> (12,2,16)
Connected (12,1,16) -> (12,0,16)
Connected (12,1,16) -> (12,1,17)
Connected (12,1,16) -> (12,1,15)
====================
12,1,17 (12,1,17)
Connected (12,1,17) -> (13,1,17)
Connected (12,1,17) -> (11,1,17)
Connected (12,1,17) -> (12,2,17)
Connected (12,1,17) -> (12,0,17)
Connected (12,1,17) -> (12,1,18)
Connected (12,1,17) -> (12,1,16)
====================
12,1,18 (12,1,18)
Connected (12,1,18) -> (13,1,18)
Connected (12,1,18) -> (11,1,18)
Connected (12,1,18) -> (12,2,18)
Connected (12,1,18) -> (12,0,18)
Connected (12,1,18) -> (12,1,19)
Connected (12,1,18) -> (12,1,17)
====================
12,1,19 (12,1,19)
Connected (12,1,19) -> (13,1,19)
Connected (12,1,19) -> (11,1,19)
Connected (12,1,19) -> (12,2,19)
Connected (12,1,19) -> (12,0,19)
Connected (12,1,19) -> (12,1,20)
Connected (12,1,19) -> (12,1,18)
====================
12,1,20 (12,1,20)
Connected (12,1,20) -> (13,1,20)
Connected (12,1,20) -> (11,1,20)
Connected (12,1,20) -> (12,2,20)
Connected (12,1,20) -> (12,0,20)
Ignored (12,1,21) because it's out of bounds.
Connected (12,1,20) -> (12,1,19)
====================
12,2,-1 (12,2,-1)
Connected (12,2,-1) -> (13,2,-1)
Connected (12,2,-1) -> (11,2,-1)
Connected (12,2,-1) -> (12,3,-1)
Connected (12,2,-1) -> (12,1,-1)
Connected (12,2,-1) -> (12,2,0)
Ignored (12,2,-2) because it's out of bounds.
====================
12,2,0 (12,2,0)
Connected (12,2,0) -> (13,2,0)
Connected (12,2,0) -> (11,2,0)
Connected (12,2,0) -> (12,3,0)
Connected (12,2,0) -> (12,1,0)
Connected (12,2,0) -> (12,2,1)
Connected (12,2,0) -> (12,2,-1)
====================
12,2,1 (12,2,1)
Connected (12,2,1) -> (13,2,1)
Connected (12,2,1) -> (11,2,1)
Connected (12,2,1) -> (12,3,1)
Connected (12,2,1) -> (12,1,1)
Connected (12,2,1) -> (12,2,2)
Connected (12,2,1) -> (12,2,0)
====================
12,2,2 (12,2,2)
Connected (12,2,2) -> (13,2,2)
Connected (12,2,2) -> (11,2,2)
Connected (12,2,2) -> (12,3,2)
Connected (12,2,2) -> (12,1,2)
Connected (12,2,2) -> (12,2,3)
Connected (12,2,2) -> (12,2,1)
====================
12,2,3 (12,2,3)
Connected (12,2,3) -> (13,2,3)
Connected (12,2,3) -> (11,2,3)
Connected (12,2,3) -> (12,3,3)
Connected (12,2,3) -> (12,1,3)
Connected (12,2,3) -> (12,2,4)
Connected (12,2,3) -> (12,2,2)
====================
12,2,4 (12,2,4)
Connected (12,2,4) -> (13,2,4)
Connected (12,2,4) -> (11,2,4)
Connected (12,2,4) -> (12,3,4)
Connected (12,2,4) -> (12,1,4)
Connected (12,2,4) -> (12,2,5)
Connected (12,2,4) -> (12,2,3)
====================
12,2,5 (12,2,5)
Connected (12,2,5) -> (13,2,5)
Ignored (11,2,5) because a block exists there.
Ignored (12,3,5) because a block exists there.
Connected (12,2,5) -> (12,1,5)
Ignored (12,2,6) because a block exists there.
Connected (12,2,5) -> (12,2,4)
====================
12,2,8 (12,2,8)
Ignored (13,2,8) because a block exists there.
Ignored (11,2,8) because a block exists there.
Ignored (12,3,8) because a block exists there.
Ignored (12,1,8) because a block exists there.
Ignored (12,2,9) because a block exists there.
Ignored (12,2,7) because a block exists there.
====================
12,2,14 (12,2,14)
Connected (12,2,14) -> (13,2,14)
Ignored (11,2,14) because a block exists there.
Ignored (12,3,14) because a block exists there.
Connected (12,2,14) -> (12,1,14)
Connected (12,2,14) -> (12,2,15)
Ignored (12,2,13) because a block exists there.
====================
12,2,15 (12,2,15)
Connected (12,2,15) -> (13,2,15)
Connected (12,2,15) -> (11,2,15)
Ignored (12,3,15) because a block exists there.
Connected (12,2,15) -> (12,1,15)
Connected (12,2,15) -> (12,2,16)
Connected (12,2,15) -> (12,2,14)
====================
12,2,16 (12,2,16)
Connected (12,2,16) -> (13,2,16)
Connected (12,2,16) -> (11,2,16)
Connected (12,2,16) -> (12,3,16)
Connected (12,2,16) -> (12,1,16)
Connected (12,2,16) -> (12,2,17)
Connected (12,2,16) -> (12,2,15)
====================
12,2,17 (12,2,17)
Connected (12,2,17) -> (13,2,17)
Connected (12,2,17) -> (11,2,17)
Connected (12,2,17) -> (12,3,17)
Connected (12,2,17) -> (12,1,17)
Connected (12,2,17) -> (12,2,18)
Connected (12,2,17) -> (12,2,16)
====================
12,2,18 (12,2,18)
Connected (12,2,18) -> (13,2,18)
Connected (12,2,18) -> (11,2,18)
Connected (12,2,18) -> (12,3,18)
Connected (12,2,18) -> (12,1,18)
Connected (12,2,18) -> (12,2,19)
Connected (12,2,18) -> (12,2,17)
====================
12,2,19 (12,2,19)
Connected (12,2,19) -> (13,2,19)
Connected (12,2,19) -> (11,2,19)
Connected (12,2,19) -> (12,3,19)
Connected (12,2,19) -> (12,1,19)
Connected (12,2,19) -> (12,2,20)
Connected (12,2,19) -> (12,2,18)
====================
12,2,20 (12,2,20)
Connected (12,2,20) -> (13,2,20)
Connected (12,2,20) -> (11,2,20)
Connected (12,2,20) -> (12,3,20)
Connected (12,2,20) -> (12,1,20)
Ignored (12,2,21) because it's out of bounds.
Connected (12,2,20) -> (12,2,19)
====================
12,3,-1 (12,3,-1)
Connected (12,3,-1) -> (13,3,-1)
Connected (12,3,-1) -> (11,3,-1)
Connected (12,3,-1) -> (12,4,-1)
Connected (12,3,-1) -> (12,2,-1)
Connected (12,3,-1) -> (12,3,0)
Ignored (12,3,-2) because it's out of bounds.
====================
12,3,0 (12,3,0)
Connected (12,3,0) -> (13,3,0)
Connected (12,3,0) -> (11,3,0)
Connected (12,3,0) -> (12,4,0)
Connected (12,3,0) -> (12,2,0)
Connected (12,3,0) -> (12,3,1)
Connected (12,3,0) -> (12,3,-1)
====================
12,3,1 (12,3,1)
Connected (12,3,1) -> (13,3,1)
Connected (12,3,1) -> (11,3,1)
Connected (12,3,1) -> (12,4,1)
Connected (12,3,1) -> (12,2,1)
Connected (12,3,1) -> (12,3,2)
Connected (12,3,1) -> (12,3,0)
====================
12,3,2 (12,3,2)
Connected (12,3,2) -> (13,3,2)
Connected (12,3,2) -> (11,3,2)
Connected (12,3,2) -> (12,4,2)
Connected (12,3,2) -> (12,2,2)
Connected (12,3,2) -> (12,3,3)
Connected (12,3,2) -> (12,3,1)
====================
12,3,3 (12,3,3)
Connected (12,3,3) -> (13,3,3)
Ignored (11,3,3) because a block exists there.
Ignored (12,4,3) because a block exists there.
Connected (12,3,3) -> (12,2,3)
Connected (12,3,3) -> (12,3,4)
Connected (12,3,3) -> (12,3,2)
====================
12,3,4 (12,3,4)
Connected (12,3,4) -> (13,3,4)
Ignored (11,3,4) because a block exists there.
Ignored (12,4,4) because a block exists there.
Connected (12,3,4) -> (12,2,4)
Ignored (12,3,5) because a block exists there.
Connected (12,3,4) -> (12,3,3)
====================
12,3,11 (12,3,11)
Ignored (13,3,11) because a block exists there.
Ignored (11,3,11) because a block exists there.
Ignored (12,4,11) because a block exists there.
Ignored (12,2,11) because a block exists there.
Ignored (12,3,12) because a block exists there.
Ignored (12,3,10) because a block exists there.
====================
12,3,16 (12,3,16)
Connected (12,3,16) -> (13,3,16)
Ignored (11,3,16) because a block exists there.
Ignored (12,4,16) because a block exists there.
Connected (12,3,16) -> (12,2,16)
Connected (12,3,16) -> (12,3,17)
Ignored (12,3,15) because a block exists there.
====================
12,3,17 (12,3,17)
Connected (12,3,17) -> (13,3,17)
Connected (12,3,17) -> (11,3,17)
Connected (12,3,17) -> (12,4,17)
Connected (12,3,17) -> (12,2,17)
Connected (12,3,17) -> (12,3,18)
Connected (12,3,17) -> (12,3,16)
====================
12,3,18 (12,3,18)
Connected (12,3,18) -> (13,3,18)
Connected (12,3,18) -> (11,3,18)
Connected (12,3,18) -> (12,4,18)
Connected (12,3,18) -> (12,2,18)
Connected (12,3,18) -> (12,3,19)
Connected (12,3,18) -> (12,3,17)
====================
12,3,19 (12,3,19)
Connected (12,3,19) -> (13,3,19)
Connected (12,3,19) -> (11,3,19)
Connected (12,3,19) -> (12,4,19)
Connected (12,3,19) -> (12,2,19)
Connected (12,3,19) -> (12,3,20)
Connected (12,3,19) -> (12,3,18)
====================
12,3,20 (12,3,20)
Connected (12,3,20) -> (13,3,20)
Connected (12,3,20) -> (11,3,20)
Connected (12,3,20) -> (12,4,20)
Connected (12,3,20) -> (12,2,20)
Ignored (12,3,21) because it's out of bounds.
Connected (12,3,20) -> (12,3,19)
====================
12,4,-1 (12,4,-1)
Connected (12,4,-1) -> (13,4,-1)
Connected (12,4,-1) -> (11,4,-1)
Connected (12,4,-1) -> (12,5,-1)
Connected (12,4,-1) -> (12,3,-1)
Connected (12,4,-1) -> (12,4,0)
Ignored (12,4,-2) because it's out of bounds.
====================
12,4,0 (12,4,0)
Connected (12,4,0) -> (13,4,0)
Connected (12,4,0) -> (11,4,0)
Connected (12,4,0) -> (12,5,0)
Connected (12,4,0) -> (12,3,0)
Connected (12,4,0) -> (12,4,1)
Connected (12,4,0) -> (12,4,-1)
====================
12,4,1 (12,4,1)
Connected (12,4,1) -> (13,4,1)
Connected (12,4,1) -> (11,4,1)
Connected (12,4,1) -> (12,5,1)
Connected (12,4,1) -> (12,3,1)
Connected (12,4,1) -> (12,4,2)
Connected (12,4,1) -> (12,4,0)
====================
12,4,2 (12,4,2)
Connected (12,4,2) -> (13,4,2)
Connected (12,4,2) -> (11,4,2)
Connected (12,4,2) -> (12,5,2)
Connected (12,4,2) -> (12,3,2)
Ignored (12,4,3) because a block exists there.
Connected (12,4,2) -> (12,4,1)
====================
12,4,8 (12,4,8)
Ignored (13,4,8) because a block exists there.
Ignored (11,4,8) because a block exists there.
Connected (12,4,8) -> (12,5,8)
Ignored (12,3,8) because a block exists there.
Connected (12,4,8) -> (12,4,9)
Ignored (12,4,7) because a block exists there.
====================
12,4,9 (12,4,9)
Ignored (13,4,9) because a block exists there.
Connected (12,4,9) -> (11,4,9)
Connected (12,4,9) -> (12,5,9)
Ignored (12,3,9) because a block exists there.
Connected (12,4,9) -> (12,4,10)
Connected (12,4,9) -> (12,4,8)
====================
12,4,10 (12,4,10)
Connected (12,4,10) -> (13,4,10)
Connected (12,4,10) -> (11,4,10)
Connected (12,4,10) -> (12,5,10)
Ignored (12,3,10) because a block exists there.
Ignored (12,4,11) because a block exists there.
Connected (12,4,10) -> (12,4,9)
====================
12,4,15 (12,4,15)
Ignored (13,4,15) because a block exists there.
Ignored (11,4,15) because a block exists there.
Ignored (12,5,15) because a block exists there.
Ignored (12,3,15) because a block exists there.
Ignored (12,4,16) because a block exists there.
Ignored (12,4,14) because a block exists there.
====================
12,4,17 (12,4,17)
Connected (12,4,17) -> (13,4,17)
Connected (12,4,17) -> (11,4,17)
Ignored (12,5,17) because a block exists there.
Connected (12,4,17) -> (12,3,17)
Connected (12,4,17) -> (12,4,18)
Ignored (12,4,16) because a block exists there.
====================
12,4,18 (12,4,18)
Connected (12,4,18) -> (13,4,18)
Connected (12,4,18) -> (11,4,18)
Connected (12,4,18) -> (12,5,18)
Connected (12,4,18) -> (12,3,18)
Connected (12,4,18) -> (12,4,19)
Connected (12,4,18) -> (12,4,17)
====================
12,4,19 (12,4,19)
Connected (12,4,19) -> (13,4,19)
Connected (12,4,19) -> (11,4,19)
Connected (12,4,19) -> (12,5,19)
Connected (12,4,19) -> (12,3,19)
Connected (12,4,19) -> (12,4,20)
Connected (12,4,19) -> (12,4,18)
====================
12,4,20 (12,4,20)
Connected (12,4,20) -> (13,4,20)
Connected (12,4,20) -> (11,4,20)
Connected (12,4,20) -> (12,5,20)
Connected (12,4,20) -> (12,3,20)
Ignored (12,4,21) because it's out of bounds.
Connected (12,4,20) -> (12,4,19)
====================
12,5,-1 (12,5,-1)
Connected (12,5,-1) -> (13,5,-1)
Connected (12,5,-1) -> (11,5,-1)
Connected (12,5,-1) -> (12,6,-1)
Connected (12,5,-1) -> (12,4,-1)
Connected (12,5,-1) -> (12,5,0)
Ignored (12,5,-2) because it's out of bounds.
====================
12,5,0 (12,5,0)
Connected (12,5,0) -> (13,5,0)
Connected (12,5,0) -> (11,5,0)
Connected (12,5,0) -> (12,6,0)
Connected (12,5,0) -> (12,4,0)
Connected (12,5,0) -> (12,5,1)
Connected (12,5,0) -> (12,5,-1)
====================
12,5,1 (12,5,1)
Connected (12,5,1) -> (13,5,1)
Connected (12,5,1) -> (11,5,1)
Connected (12,5,1) -> (12,6,1)
Connected (12,5,1) -> (12,4,1)
Connected (12,5,1) -> (12,5,2)
Connected (12,5,1) -> (12,5,0)
====================
12,5,2 (12,5,2)
Ignored (13,5,2) because a block exists there.
Ignored (11,5,2) because a block exists there.
Connected (12,5,2) -> (12,6,2)
Connected (12,5,2) -> (12,4,2)
Ignored (12,5,3) because a block exists there.
Connected (12,5,2) -> (12,5,1)
====================
12,5,6 (12,5,6)
Connected (12,5,6) -> (13,5,6)
Connected (12,5,6) -> (11,5,6)
Connected (12,5,6) -> (12,6,6)
Ignored (12,4,6) because a block exists there.
Connected (12,5,6) -> (12,5,7)
Ignored (12,5,5) because a block exists there.
====================
12,5,7 (12,5,7)
Connected (12,5,7) -> (13,5,7)
Connected (12,5,7) -> (11,5,7)
Connected (12,5,7) -> (12,6,7)
Ignored (12,4,7) because a block exists there.
Connected (12,5,7) -> (12,5,8)
Connected (12,5,7) -> (12,5,6)
====================
12,5,8 (12,5,8)
Connected (12,5,8) -> (13,5,8)
Connected (12,5,8) -> (11,5,8)
Connected (12,5,8) -> (12,6,8)
Connected (12,5,8) -> (12,4,8)
Connected (12,5,8) -> (12,5,9)
Connected (12,5,8) -> (12,5,7)
====================
12,5,9 (12,5,9)
Ignored (13,5,9) because a block exists there.
Connected (12,5,9) -> (11,5,9)
Connected (12,5,9) -> (12,6,9)
Connected (12,5,9) -> (12,4,9)
Connected (12,5,9) -> (12,5,10)
Connected (12,5,9) -> (12,5,8)
====================
12,5,10 (12,5,10)
Connected (12,5,10) -> (13,5,10)
Connected (12,5,10) -> (11,5,10)
Connected (12,5,10) -> (12,6,10)
Connected (12,5,10) -> (12,4,10)
Connected (12,5,10) -> (12,5,11)
Connected (12,5,10) -> (12,5,9)
====================
12,5,11 (12,5,11)
Connected (12,5,11) -> (13,5,11)
Connected (12,5,11) -> (11,5,11)
Connected (12,5,11) -> (12,6,11)
Ignored (12,4,11) because a block exists there.
Connected (12,5,11) -> (12,5,12)
Connected (12,5,11) -> (12,5,10)
====================
12,5,12 (12,5,12)
Connected (12,5,12) -> (13,5,12)
Connected (12,5,12) -> (11,5,12)
Connected (12,5,12) -> (12,6,12)
Ignored (12,4,12) because a block exists there.
Ignored (12,5,13) because a block exists there.
Connected (12,5,12) -> (12,5,11)
====================
12,5,18 (12,5,18)
Connected (12,5,18) -> (13,5,18)
Connected (12,5,18) -> (11,5,18)
Ignored (12,6,18) because a block exists there.
Connected (12,5,18) -> (12,4,18)
Connected (12,5,18) -> (12,5,19)
Ignored (12,5,17) because a block exists there.
====================
12,5,19 (12,5,19)
Connected (12,5,19) -> (13,5,19)
Connected (12,5,19) -> (11,5,19)
Connected (12,5,19) -> (12,6,19)
Connected (12,5,19) -> (12,4,19)
Connected (12,5,19) -> (12,5,20)
Connected (12,5,19) -> (12,5,18)
====================
12,5,20 (12,5,20)
Connected (12,5,20) -> (13,5,20)
Connected (12,5,20) -> (11,5,20)
Connected (12,5,20) -> (12,6,20)
Connected (12,5,20) -> (12,4,20)
Ignored (12,5,21) because it's out of bounds.
Connected (12,5,20) -> (12,5,19)
====================
12,6,-1 (12,6,-1)
Connected (12,6,-1) -> (13,6,-1)
Connected (12,6,-1) -> (11,6,-1)
Connected (12,6,-1) -> (12,7,-1)
Connected (12,6,-1) -> (12,5,-1)
Connected (12,6,-1) -> (12,6,0)
Ignored (12,6,-2) because it's out of bounds.
====================
12,6,0 (12,6,0)
Connected (12,6,0) -> (13,6,0)
Connected (12,6,0) -> (11,6,0)
Connected (12,6,0) -> (12,7,0)
Connected (12,6,0) -> (12,5,0)
Connected (12,6,0) -> (12,6,1)
Connected (12,6,0) -> (12,6,-1)
====================
12,6,1 (12,6,1)
Connected (12,6,1) -> (13,6,1)
Ignored (11,6,1) because a block exists there.
Connected (12,6,1) -> (12,7,1)
Connected (12,6,1) -> (12,5,1)
Connected (12,6,1) -> (12,6,2)
Connected (12,6,1) -> (12,6,0)
====================
12,6,2 (12,6,2)
Ignored (13,6,2) because a block exists there.
Ignored (11,6,2) because a block exists there.
Ignored (12,7,2) because a block exists there.
Connected (12,6,2) -> (12,5,2)
Ignored (12,6,3) because a block exists there.
Connected (12,6,2) -> (12,6,1)
====================
12,6,6 (12,6,6)
Ignored (13,6,6) because a block exists there.
Connected (12,6,6) -> (11,6,6)
Connected (12,6,6) -> (12,7,6)
Connected (12,6,6) -> (12,5,6)
Connected (12,6,6) -> (12,6,7)
Ignored (12,6,5) because a block exists there.
====================
12,6,7 (12,6,7)
Connected (12,6,7) -> (13,6,7)
Connected (12,6,7) -> (11,6,7)
Connected (12,6,7) -> (12,7,7)
Connected (12,6,7) -> (12,5,7)
Connected (12,6,7) -> (12,6,8)
Connected (12,6,7) -> (12,6,6)
====================
12,6,8 (12,6,8)
Connected (12,6,8) -> (13,6,8)
Connected (12,6,8) -> (11,6,8)
Connected (12,6,8) -> (12,7,8)
Connected (12,6,8) -> (12,5,8)
Connected (12,6,8) -> (12,6,9)
Connected (12,6,8) -> (12,6,7)
====================
12,6,9 (12,6,9)
Connected (12,6,9) -> (13,6,9)
Connected (12,6,9) -> (11,6,9)
Connected (12,6,9) -> (12,7,9)
Connected (12,6,9) -> (12,5,9)
Connected (12,6,9) -> (12,6,10)
Connected (12,6,9) -> (12,6,8)
====================
12,6,10 (12,6,10)
Connected (12,6,10) -> (13,6,10)
Connected (12,6,10) -> (11,6,10)
Connected (12,6,10) -> (12,7,10)
Connected (12,6,10) -> (12,5,10)
Connected (12,6,10) -> (12,6,11)
Connected (12,6,10) -> (12,6,9)
====================
12,6,11 (12,6,11)
Connected (12,6,11) -> (13,6,11)
Connected (12,6,11) -> (11,6,11)
Connected (12,6,11) -> (12,7,11)
Connected (12,6,11) -> (12,5,11)
Connected (12,6,11) -> (12,6,12)
Connected (12,6,11) -> (12,6,10)
====================
12,6,12 (12,6,12)
Connected (12,6,12) -> (13,6,12)
Connected (12,6,12) -> (11,6,12)
Connected (12,6,12) -> (12,7,12)
Connected (12,6,12) -> (12,5,12)
Connected (12,6,12) -> (12,6,13)
Connected (12,6,12) -> (12,6,11)
====================
12,6,13 (12,6,13)
Connected (12,6,13) -> (13,6,13)
Connected (12,6,13) -> (11,6,13)
Connected (12,6,13) -> (12,7,13)
Ignored (12,5,13) because a block exists there.
Ignored (12,6,14) because a block exists there.
Connected (12,6,13) -> (12,6,12)
====================
12,6,19 (12,6,19)
Connected (12,6,19) -> (13,6,19)
Connected (12,6,19) -> (11,6,19)
Connected (12,6,19) -> (12,7,19)
Connected (12,6,19) -> (12,5,19)
Connected (12,6,19) -> (12,6,20)
Ignored (12,6,18) because a block exists there.
====================
12,6,20 (12,6,20)
Connected (12,6,20) -> (13,6,20)
Connected (12,6,20) -> (11,6,20)
Connected (12,6,20) -> (12,7,20)
Connected (12,6,20) -> (12,5,20)
Ignored (12,6,21) because it's out of bounds.
Connected (12,6,20) -> (12,6,19)
====================
12,7,-1 (12,7,-1)
Connected (12,7,-1) -> (13,7,-1)
Connected (12,7,-1) -> (11,7,-1)
Connected (12,7,-1) -> (12,8,-1)
Connected (12,7,-1) -> (12,6,-1)
Connected (12,7,-1) -> (12,7,0)
Ignored (12,7,-2) because it's out of bounds.
====================
12,7,0 (12,7,0)
Connected (12,7,0) -> (13,7,0)
Connected (12,7,0) -> (11,7,0)
Connected (12,7,0) -> (12,8,0)
Connected (12,7,0) -> (12,6,0)
Connected (12,7,0) -> (12,7,1)
Connected (12,7,0) -> (12,7,-1)
====================
12,7,1 (12,7,1)
Connected (12,7,1) -> (13,7,1)
Ignored (11,7,1) because a block exists there.
Ignored (12,8,1) because a block exists there.
Connected (12,7,1) -> (12,6,1)
Ignored (12,7,2) because a block exists there.
Connected (12,7,1) -> (12,7,0)
====================
12,7,4 (12,7,4)
Ignored (13,7,4) because a block exists there.
Connected (12,7,4) -> (11,7,4)
Connected (12,7,4) -> (12,8,4)
Ignored (12,6,4) because a block exists there.
Connected (12,7,4) -> (12,7,5)
Ignored (12,7,3) because a block exists there.
====================
12,7,5 (12,7,5)
Connected (12,7,5) -> (13,7,5)
Ignored (11,7,5) because a block exists there.
Connected (12,7,5) -> (12,8,5)
Ignored (12,6,5) because a block exists there.
Connected (12,7,5) -> (12,7,6)
Connected (12,7,5) -> (12,7,4)
====================
12,7,6 (12,7,6)
Connected (12,7,6) -> (13,7,6)
Connected (12,7,6) -> (11,7,6)
Connected (12,7,6) -> (12,8,6)
Connected (12,7,6) -> (12,6,6)
Connected (12,7,6) -> (12,7,7)
Connected (12,7,6) -> (12,7,5)
====================
12,7,7 (12,7,7)
Connected (12,7,7) -> (13,7,7)
Connected (12,7,7) -> (11,7,7)
Connected (12,7,7) -> (12,8,7)
Connected (12,7,7) -> (12,6,7)
Connected (12,7,7) -> (12,7,8)
Connected (12,7,7) -> (12,7,6)
====================
12,7,8 (12,7,8)
Connected (12,7,8) -> (13,7,8)
Connected (12,7,8) -> (11,7,8)
Connected (12,7,8) -> (12,8,8)
Connected (12,7,8) -> (12,6,8)
Connected (12,7,8) -> (12,7,9)
Connected (12,7,8) -> (12,7,7)
====================
12,7,9 (12,7,9)
Connected (12,7,9) -> (13,7,9)
Connected (12,7,9) -> (11,7,9)
Connected (12,7,9) -> (12,8,9)
Connected (12,7,9) -> (12,6,9)
Connected (12,7,9) -> (12,7,10)
Connected (12,7,9) -> (12,7,8)
====================
12,7,10 (12,7,10)
Connected (12,7,10) -> (13,7,10)
Connected (12,7,10) -> (11,7,10)
Connected (12,7,10) -> (12,8,10)
Connected (12,7,10) -> (12,6,10)
Connected (12,7,10) -> (12,7,11)
Connected (12,7,10) -> (12,7,9)
====================
12,7,11 (12,7,11)
Connected (12,7,11) -> (13,7,11)
Connected (12,7,11) -> (11,7,11)
Connected (12,7,11) -> (12,8,11)
Connected (12,7,11) -> (12,6,11)
Connected (12,7,11) -> (12,7,12)
Connected (12,7,11) -> (12,7,10)
====================
12,7,12 (12,7,12)
Connected (12,7,12) -> (13,7,12)
Connected (12,7,12) -> (11,7,12)
Connected (12,7,12) -> (12,8,12)
Connected (12,7,12) -> (12,6,12)
Connected (12,7,12) -> (12,7,13)
Connected (12,7,12) -> (12,7,11)
====================
12,7,13 (12,7,13)
Connected (12,7,13) -> (13,7,13)
Connected (12,7,13) -> (11,7,13)
Connected (12,7,13) -> (12,8,13)
Connected (12,7,13) -> (12,6,13)
Connected (12,7,13) -> (12,7,14)
Connected (12,7,13) -> (12,7,12)
====================
12,7,14 (12,7,14)
Connected (12,7,14) -> (13,7,14)
Connected (12,7,14) -> (11,7,14)
Connected (12,7,14) -> (12,8,14)
Ignored (12,6,14) because a block exists there.
Ignored (12,7,15) because a block exists there.
Connected (12,7,14) -> (12,7,13)
====================
12,7,19 (12,7,19)
Connected (12,7,19) -> (13,7,19)
Connected (12,7,19) -> (11,7,19)
Connected (12,7,19) -> (12,8,19)
Connected (12,7,19) -> (12,6,19)
Connected (12,7,19) -> (12,7,20)
Ignored (12,7,18) because a block exists there.
====================
12,7,20 (12,7,20)
Connected (12,7,20) -> (13,7,20)
Connected (12,7,20) -> (11,7,20)
Connected (12,7,20) -> (12,8,20)
Connected (12,7,20) -> (12,6,20)
Ignored (12,7,21) because it's out of bounds.
Connected (12,7,20) -> (12,7,19)
====================
12,8,-1 (12,8,-1)
Connected (12,8,-1) -> (13,8,-1)
Connected (12,8,-1) -> (11,8,-1)
Connected (12,8,-1) -> (12,9,-1)
Connected (12,8,-1) -> (12,7,-1)
Connected (12,8,-1) -> (12,8,0)
Ignored (12,8,-2) because it's out of bounds.
====================
12,8,0 (12,8,0)
Connected (12,8,0) -> (13,8,0)
Connected (12,8,0) -> (11,8,0)
Connected (12,8,0) -> (12,9,0)
Connected (12,8,0) -> (12,7,0)
Ignored (12,8,1) because a block exists there.
Connected (12,8,0) -> (12,8,-1)
====================
12,8,4 (12,8,4)
Ignored (13,8,4) because a block exists there.
Ignored (11,8,4) because a block exists there.
Connected (12,8,4) -> (12,9,4)
Connected (12,8,4) -> (12,7,4)
Connected (12,8,4) -> (12,8,5)
Ignored (12,8,3) because a block exists there.
====================
12,8,5 (12,8,5)
Connected (12,8,5) -> (13,8,5)
Connected (12,8,5) -> (11,8,5)
Connected (12,8,5) -> (12,9,5)
Connected (12,8,5) -> (12,7,5)
Connected (12,8,5) -> (12,8,6)
Connected (12,8,5) -> (12,8,4)
====================
12,8,6 (12,8,6)
Connected (12,8,6) -> (13,8,6)
Connected (12,8,6) -> (11,8,6)
Connected (12,8,6) -> (12,9,6)
Connected (12,8,6) -> (12,7,6)
Connected (12,8,6) -> (12,8,7)
Connected (12,8,6) -> (12,8,5)
====================
12,8,7 (12,8,7)
Connected (12,8,7) -> (13,8,7)
Connected (12,8,7) -> (11,8,7)
Connected (12,8,7) -> (12,9,7)
Connected (12,8,7) -> (12,7,7)
Connected (12,8,7) -> (12,8,8)
Connected (12,8,7) -> (12,8,6)
====================
12,8,8 (12,8,8)
Connected (12,8,8) -> (13,8,8)
Connected (12,8,8) -> (11,8,8)
Connected (12,8,8) -> (12,9,8)
Connected (12,8,8) -> (12,7,8)
Connected (12,8,8) -> (12,8,9)
Connected (12,8,8) -> (12,8,7)
====================
12,8,9 (12,8,9)
Connected (12,8,9) -> (13,8,9)
Connected (12,8,9) -> (11,8,9)
Connected (12,8,9) -> (12,9,9)
Connected (12,8,9) -> (12,7,9)
Connected (12,8,9) -> (12,8,10)
Connected (12,8,9) -> (12,8,8)
====================
12,8,10 (12,8,10)
Connected (12,8,10) -> (13,8,10)
Connected (12,8,10) -> (11,8,10)
Connected (12,8,10) -> (12,9,10)
Connected (12,8,10) -> (12,7,10)
Connected (12,8,10) -> (12,8,11)
Connected (12,8,10) -> (12,8,9)
====================
12,8,11 (12,8,11)
Connected (12,8,11) -> (13,8,11)
Connected (12,8,11) -> (11,8,11)
Connected (12,8,11) -> (12,9,11)
Connected (12,8,11) -> (12,7,11)
Connected (12,8,11) -> (12,8,12)
Connected (12,8,11) -> (12,8,10)
====================
12,8,12 (12,8,12)
Connected (12,8,12) -> (13,8,12)
Connected (12,8,12) -> (11,8,12)
Connected (12,8,12) -> (12,9,12)
Connected (12,8,12) -> (12,7,12)
Connected (12,8,12) -> (12,8,13)
Connected (12,8,12) -> (12,8,11)
====================
12,8,13 (12,8,13)
Connected (12,8,13) -> (13,8,13)
Connected (12,8,13) -> (11,8,13)
Connected (12,8,13) -> (12,9,13)
Connected (12,8,13) -> (12,7,13)
Connected (12,8,13) -> (12,8,14)
Connected (12,8,13) -> (12,8,12)
====================
12,8,14 (12,8,14)
Ignored (13,8,14) because a block exists there.
Connected (12,8,14) -> (11,8,14)
Connected (12,8,14) -> (12,9,14)
Connected (12,8,14) -> (12,7,14)
Connected (12,8,14) -> (12,8,15)
Connected (12,8,14) -> (12,8,13)
====================
12,8,15 (12,8,15)
Connected (12,8,15) -> (13,8,15)
Connected (12,8,15) -> (11,8,15)
Connected (12,8,15) -> (12,9,15)
Ignored (12,7,15) because a block exists there.
Ignored (12,8,16) because a block exists there.
Connected (12,8,15) -> (12,8,14)
====================
12,8,19 (12,8,19)
Connected (12,8,19) -> (13,8,19)
Connected (12,8,19) -> (11,8,19)
Connected (12,8,19) -> (12,9,19)
Connected (12,8,19) -> (12,7,19)
Connected (12,8,19) -> (12,8,20)
Ignored (12,8,18) because a block exists there.
====================
12,8,20 (12,8,20)
Connected (12,8,20) -> (13,8,20)
Connected (12,8,20) -> (11,8,20)
Connected (12,8,20) -> (12,9,20)
Connected (12,8,20) -> (12,7,20)
Ignored (12,8,21) because it's out of bounds.
Connected (12,8,20) -> (12,8,19)
====================
12,9,-1 (12,9,-1)
Connected (12,9,-1) -> (13,9,-1)
Connected (12,9,-1) -> (11,9,-1)
Connected (12,9,-1) -> (12,10,-1)
Connected (12,9,-1) -> (12,8,-1)
Connected (12,9,-1) -> (12,9,0)
Ignored (12,9,-2) because it's out of bounds.
====================
12,9,0 (12,9,0)
Connected (12,9,0) -> (13,9,0)
Connected (12,9,0) -> (11,9,0)
Connected (12,9,0) -> (12,10,0)
Connected (12,9,0) -> (12,8,0)
Ignored (12,9,1) because a block exists there.
Connected (12,9,0) -> (12,9,-1)
====================
12,9,4 (12,9,4)
Ignored (13,9,4) because a block exists there.
Ignored (11,9,4) because a block exists there.
Ignored (12,10,4) because a block exists there.
Connected (12,9,4) -> (12,8,4)
Connected (12,9,4) -> (12,9,5)
Ignored (12,9,3) because a block exists there.
====================
12,9,5 (12,9,5)
Connected (12,9,5) -> (13,9,5)
Connected (12,9,5) -> (11,9,5)
Connected (12,9,5) -> (12,10,5)
Connected (12,9,5) -> (12,8,5)
Connected (12,9,5) -> (12,9,6)
Connected (12,9,5) -> (12,9,4)
====================
12,9,6 (12,9,6)
Connected (12,9,6) -> (13,9,6)
Connected (12,9,6) -> (11,9,6)
Connected (12,9,6) -> (12,10,6)
Connected (12,9,6) -> (12,8,6)
Connected (12,9,6) -> (12,9,7)
Connected (12,9,6) -> (12,9,5)
====================
12,9,7 (12,9,7)
Connected (12,9,7) -> (13,9,7)
Connected (12,9,7) -> (11,9,7)
Connected (12,9,7) -> (12,10,7)
Connected (12,9,7) -> (12,8,7)
Connected (12,9,7) -> (12,9,8)
Connected (12,9,7) -> (12,9,6)
====================
12,9,8 (12,9,8)
Connected (12,9,8) -> (13,9,8)
Connected (12,9,8) -> (11,9,8)
Connected (12,9,8) -> (12,10,8)
Connected (12,9,8) -> (12,8,8)
Connected (12,9,8) -> (12,9,9)
Connected (12,9,8) -> (12,9,7)
====================
12,9,9 (12,9,9)
Connected (12,9,9) -> (13,9,9)
Connected (12,9,9) -> (11,9,9)
Connected (12,9,9) -> (12,10,9)
Connected (12,9,9) -> (12,8,9)
Connected (12,9,9) -> (12,9,10)
Connected (12,9,9) -> (12,9,8)
====================
12,9,10 (12,9,10)
Connected (12,9,10) -> (13,9,10)
Connected (12,9,10) -> (11,9,10)
Connected (12,9,10) -> (12,10,10)
Connected (12,9,10) -> (12,8,10)
Connected (12,9,10) -> (12,9,11)
Connected (12,9,10) -> (12,9,9)
====================
12,9,11 (12,9,11)
Connected (12,9,11) -> (13,9,11)
Connected (12,9,11) -> (11,9,11)
Connected (12,9,11) -> (12,10,11)
Connected (12,9,11) -> (12,8,11)
Connected (12,9,11) -> (12,9,12)
Connected (12,9,11) -> (12,9,10)
====================
12,9,12 (12,9,12)
Connected (12,9,12) -> (13,9,12)
Connected (12,9,12) -> (11,9,12)
Connected (12,9,12) -> (12,10,12)
Connected (12,9,12) -> (12,8,12)
Connected (12,9,12) -> (12,9,13)
Connected (12,9,12) -> (12,9,11)
====================
12,9,13 (12,9,13)
Connected (12,9,13) -> (13,9,13)
Connected (12,9,13) -> (11,9,13)
Connected (12,9,13) -> (12,10,13)
Connected (12,9,13) -> (12,8,13)
Connected (12,9,13) -> (12,9,14)
Connected (12,9,13) -> (12,9,12)
====================
12,9,14 (12,9,14)
Ignored (13,9,14) because a block exists there.
Connected (12,9,14) -> (11,9,14)
Connected (12,9,14) -> (12,10,14)
Connected (12,9,14) -> (12,8,14)
Connected (12,9,14) -> (12,9,15)
Connected (12,9,14) -> (12,9,13)
====================
12,9,15 (12,9,15)
Connected (12,9,15) -> (13,9,15)
Connected (12,9,15) -> (11,9,15)
Connected (12,9,15) -> (12,10,15)
Connected (12,9,15) -> (12,8,15)
Ignored (12,9,16) because a block exists there.
Connected (12,9,15) -> (12,9,14)
====================
12,9,18 (12,9,18)
Connected (12,9,18) -> (13,9,18)
Ignored (11,9,18) because a block exists there.
Ignored (12,10,18) because a block exists there.
Ignored (12,8,18) because a block exists there.
Connected (12,9,18) -> (12,9,19)
Ignored (12,9,17) because a block exists there.
====================
12,9,19 (12,9,19)
Connected (12,9,19) -> (13,9,19)
Connected (12,9,19) -> (11,9,19)
Connected (12,9,19) -> (12,10,19)
Connected (12,9,19) -> (12,8,19)
Connected (12,9,19) -> (12,9,20)
Connected (12,9,19) -> (12,9,18)
====================
12,9,20 (12,9,20)
Connected (12,9,20) -> (13,9,20)
Connected (12,9,20) -> (11,9,20)
Connected (12,9,20) -> (12,10,20)
Connected (12,9,20) -> (12,8,20)
Ignored (12,9,21) because it's out of bounds.
Connected (12,9,20) -> (12,9,19)
====================
12,10,-1 (12,10,-1)
Connected (12,10,-1) -> (13,10,-1)
Connected (12,10,-1) -> (11,10,-1)
Connected (12,10,-1) -> (12,11,-1)
Connected (12,10,-1) -> (12,9,-1)
Connected (12,10,-1) -> (12,10,0)
Ignored (12,10,-2) because it's out of bounds.
====================
12,10,0 (12,10,0)
Connected (12,10,0) -> (13,10,0)
Connected (12,10,0) -> (11,10,0)
Connected (12,10,0) -> (12,11,0)
Connected (12,10,0) -> (12,9,0)
Ignored (12,10,1) because a block exists there.
Connected (12,10,0) -> (12,10,-1)
====================
12,10,5 (12,10,5)
Connected (12,10,5) -> (13,10,5)
Connected (12,10,5) -> (11,10,5)
Connected (12,10,5) -> (12,11,5)
Connected (12,10,5) -> (12,9,5)
Connected (12,10,5) -> (12,10,6)
Ignored (12,10,4) because a block exists there.
====================
12,10,6 (12,10,6)
Connected (12,10,6) -> (13,10,6)
Connected (12,10,6) -> (11,10,6)
Connected (12,10,6) -> (12,11,6)
Connected (12,10,6) -> (12,9,6)
Connected (12,10,6) -> (12,10,7)
Connected (12,10,6) -> (12,10,5)
====================
12,10,7 (12,10,7)
Connected (12,10,7) -> (13,10,7)
Connected (12,10,7) -> (11,10,7)
Connected (12,10,7) -> (12,11,7)
Connected (12,10,7) -> (12,9,7)
Connected (12,10,7) -> (12,10,8)
Connected (12,10,7) -> (12,10,6)
====================
12,10,8 (12,10,8)
Connected (12,10,8) -> (13,10,8)
Connected (12,10,8) -> (11,10,8)
Connected (12,10,8) -> (12,11,8)
Connected (12,10,8) -> (12,9,8)
Connected (12,10,8) -> (12,10,9)
Connected (12,10,8) -> (12,10,7)
====================
12,10,9 (12,10,9)
Connected (12,10,9) -> (13,10,9)
Connected (12,10,9) -> (11,10,9)
Connected (12,10,9) -> (12,11,9)
Connected (12,10,9) -> (12,9,9)
Connected (12,10,9) -> (12,10,10)
Connected (12,10,9) -> (12,10,8)
====================
12,10,10 (12,10,10)
Connected (12,10,10) -> (13,10,10)
Connected (12,10,10) -> (11,10,10)
Connected (12,10,10) -> (12,11,10)
Connected (12,10,10) -> (12,9,10)
Connected (12,10,10) -> (12,10,11)
Connected (12,10,10) -> (12,10,9)
====================
12,10,11 (12,10,11)
Connected (12,10,11) -> (13,10,11)
Connected (12,10,11) -> (11,10,11)
Connected (12,10,11) -> (12,11,11)
Connected (12,10,11) -> (12,9,11)
Connected (12,10,11) -> (12,10,12)
Connected (12,10,11) -> (12,10,10)
====================
12,10,12 (12,10,12)
Connected (12,10,12) -> (13,10,12)
Connected (12,10,12) -> (11,10,12)
Connected (12,10,12) -> (12,11,12)
Connected (12,10,12) -> (12,9,12)
Connected (12,10,12) -> (12,10,13)
Connected (12,10,12) -> (12,10,11)
====================
12,10,13 (12,10,13)
Connected (12,10,13) -> (13,10,13)
Connected (12,10,13) -> (11,10,13)
Connected (12,10,13) -> (12,11,13)
Connected (12,10,13) -> (12,9,13)
Connected (12,10,13) -> (12,10,14)
Connected (12,10,13) -> (12,10,12)
====================
12,10,14 (12,10,14)
Connected (12,10,14) -> (13,10,14)
Connected (12,10,14) -> (11,10,14)
Connected (12,10,14) -> (12,11,14)
Connected (12,10,14) -> (12,9,14)
Connected (12,10,14) -> (12,10,15)
Connected (12,10,14) -> (12,10,13)
====================
12,10,15 (12,10,15)
Ignored (13,10,15) because a block exists there.
Connected (12,10,15) -> (11,10,15)
Connected (12,10,15) -> (12,11,15)
Connected (12,10,15) -> (12,9,15)
Ignored (12,10,16) because a block exists there.
Connected (12,10,15) -> (12,10,14)
====================
12,10,19 (12,10,19)
Connected (12,10,19) -> (13,10,19)
Connected (12,10,19) -> (11,10,19)
Connected (12,10,19) -> (12,11,19)
Connected (12,10,19) -> (12,9,19)
Connected (12,10,19) -> (12,10,20)
Ignored (12,10,18) because a block exists there.
====================
12,10,20 (12,10,20)
Connected (12,10,20) -> (13,10,20)
Connected (12,10,20) -> (11,10,20)
Connected (12,10,20) -> (12,11,20)
Connected (12,10,20) -> (12,9,20)
Ignored (12,10,21) because it's out of bounds.
Connected (12,10,20) -> (12,10,19)
====================
12,11,-1 (12,11,-1)
Connected (12,11,-1) -> (13,11,-1)
Connected (12,11,-1) -> (11,11,-1)
Connected (12,11,-1) -> (12,12,-1)
Connected (12,11,-1) -> (12,10,-1)
Connected (12,11,-1) -> (12,11,0)
Ignored (12,11,-2) because it's out of bounds.
====================
12,11,0 (12,11,0)
Connected (12,11,0) -> (13,11,0)
Connected (12,11,0) -> (11,11,0)
Connected (12,11,0) -> (12,12,0)
Connected (12,11,0) -> (12,10,0)
Ignored (12,11,1) because a block exists there.
Connected (12,11,0) -> (12,11,-1)
====================
12,11,2 (12,11,2)
Ignored (13,11,2) because a block exists there.
Ignored (11,11,2) because a block exists there.
Ignored (12,12,2) because a block exists there.
Ignored (12,10,2) because a block exists there.
Connected (12,11,2) -> (12,11,3)
Ignored (12,11,1) because a block exists there.
====================
12,11,3 (12,11,3)
Ignored (13,11,3) because a block exists there.
Connected (12,11,3) -> (11,11,3)
Ignored (12,12,3) because a block exists there.
Ignored (12,10,3) because a block exists there.
Ignored (12,11,4) because a block exists there.
Connected (12,11,3) -> (12,11,2)
====================
12,11,5 (12,11,5)
Connected (12,11,5) -> (13,11,5)
Connected (12,11,5) -> (11,11,5)
Connected (12,11,5) -> (12,12,5)
Connected (12,11,5) -> (12,10,5)
Connected (12,11,5) -> (12,11,6)
Ignored (12,11,4) because a block exists there.
====================
12,11,6 (12,11,6)
Ignored (13,11,6) because a block exists there.
Connected (12,11,6) -> (11,11,6)
Connected (12,11,6) -> (12,12,6)
Connected (12,11,6) -> (12,10,6)
Connected (12,11,6) -> (12,11,7)
Connected (12,11,6) -> (12,11,5)
====================
12,11,7 (12,11,7)
Connected (12,11,7) -> (13,11,7)
Connected (12,11,7) -> (11,11,7)
Connected (12,11,7) -> (12,12,7)
Connected (12,11,7) -> (12,10,7)
Connected (12,11,7) -> (12,11,8)
Connected (12,11,7) -> (12,11,6)
====================
12,11,8 (12,11,8)
Connected (12,11,8) -> (13,11,8)
Connected (12,11,8) -> (11,11,8)
Connected (12,11,8) -> (12,12,8)
Connected (12,11,8) -> (12,10,8)
Connected (12,11,8) -> (12,11,9)
Connected (12,11,8) -> (12,11,7)
====================
12,11,9 (12,11,9)
Connected (12,11,9) -> (13,11,9)
Connected (12,11,9) -> (11,11,9)
Connected (12,11,9) -> (12,12,9)
Connected (12,11,9) -> (12,10,9)
Connected (12,11,9) -> (12,11,10)
Connected (12,11,9) -> (12,11,8)
====================
12,11,10 (12,11,10)
Connected (12,11,10) -> (13,11,10)
Connected (12,11,10) -> (11,11,10)
Connected (12,11,10) -> (12,12,10)
Connected (12,11,10) -> (12,10,10)
Connected (12,11,10) -> (12,11,11)
Connected (12,11,10) -> (12,11,9)
====================
12,11,11 (12,11,11)
Connected (12,11,11) -> (13,11,11)
Connected (12,11,11) -> (11,11,11)
Connected (12,11,11) -> (12,12,11)
Connected (12,11,11) -> (12,10,11)
Connected (12,11,11) -> (12,11,12)
Connected (12,11,11) -> (12,11,10)
====================
12,11,12 (12,11,12)
Connected (12,11,12) -> (13,11,12)
Connected (12,11,12) -> (11,11,12)
Connected (12,11,12) -> (12,12,12)
Connected (12,11,12) -> (12,10,12)
Connected (12,11,12) -> (12,11,13)
Connected (12,11,12) -> (12,11,11)
====================
12,11,13 (12,11,13)
Connected (12,11,13) -> (13,11,13)
Connected (12,11,13) -> (11,11,13)
Connected (12,11,13) -> (12,12,13)
Connected (12,11,13) -> (12,10,13)
Connected (12,11,13) -> (12,11,14)
Connected (12,11,13) -> (12,11,12)
====================
12,11,14 (12,11,14)
Connected (12,11,14) -> (13,11,14)
Connected (12,11,14) -> (11,11,14)
Connected (12,11,14) -> (12,12,14)
Connected (12,11,14) -> (12,10,14)
Connected (12,11,14) -> (12,11,15)
Connected (12,11,14) -> (12,11,13)
====================
12,11,15 (12,11,15)
Connected (12,11,15) -> (13,11,15)
Connected (12,11,15) -> (11,11,15)
Ignored (12,12,15) because a block exists there.
Connected (12,11,15) -> (12,10,15)
Ignored (12,11,16) because a block exists there.
Connected (12,11,15) -> (12,11,14)
====================
12,11,19 (12,11,19)
Connected (12,11,19) -> (13,11,19)
Connected (12,11,19) -> (11,11,19)
Connected (12,11,19) -> (12,12,19)
Connected (12,11,19) -> (12,10,19)
Connected (12,11,19) -> (12,11,20)
Ignored (12,11,18) because a block exists there.
====================
12,11,20 (12,11,20)
Connected (12,11,20) -> (13,11,20)
Connected (12,11,20) -> (11,11,20)
Connected (12,11,20) -> (12,12,20)
Connected (12,11,20) -> (12,10,20)
Ignored (12,11,21) because it's out of bounds.
Connected (12,11,20) -> (12,11,19)
====================
12,12,-1 (12,12,-1)
Connected (12,12,-1) -> (13,12,-1)
Connected (12,12,-1) -> (11,12,-1)
Connected (12,12,-1) -> (12,13,-1)
Connected (12,12,-1) -> (12,11,-1)
Connected (12,12,-1) -> (12,12,0)
Ignored (12,12,-2) because it's out of bounds.
====================
12,12,0 (12,12,0)
Connected (12,12,0) -> (13,12,0)
Connected (12,12,0) -> (11,12,0)
Connected (12,12,0) -> (12,13,0)
Connected (12,12,0) -> (12,11,0)
Ignored (12,12,1) because a block exists there.
Connected (12,12,0) -> (12,12,-1)
====================
12,12,4 (12,12,4)
Ignored (13,12,4) because a block exists there.
Ignored (11,12,4) because a block exists there.
Ignored (12,13,4) because a block exists there.
Ignored (12,11,4) because a block exists there.
Connected (12,12,4) -> (12,12,5)
Ignored (12,12,3) because a block exists there.
====================
12,12,5 (12,12,5)
Connected (12,12,5) -> (13,12,5)
Connected (12,12,5) -> (11,12,5)
Connected (12,12,5) -> (12,13,5)
Connected (12,12,5) -> (12,11,5)
Connected (12,12,5) -> (12,12,6)
Connected (12,12,5) -> (12,12,4)
====================
12,12,6 (12,12,6)
Connected (12,12,6) -> (13,12,6)
Connected (12,12,6) -> (11,12,6)
Connected (12,12,6) -> (12,13,6)
Connected (12,12,6) -> (12,11,6)
Connected (12,12,6) -> (12,12,7)
Connected (12,12,6) -> (12,12,5)
====================
12,12,7 (12,12,7)
Connected (12,12,7) -> (13,12,7)
Connected (12,12,7) -> (11,12,7)
Connected (12,12,7) -> (12,13,7)
Connected (12,12,7) -> (12,11,7)
Connected (12,12,7) -> (12,12,8)
Connected (12,12,7) -> (12,12,6)
====================
12,12,8 (12,12,8)
Connected (12,12,8) -> (13,12,8)
Connected (12,12,8) -> (11,12,8)
Connected (12,12,8) -> (12,13,8)
Connected (12,12,8) -> (12,11,8)
Connected (12,12,8) -> (12,12,9)
Connected (12,12,8) -> (12,12,7)
====================
12,12,9 (12,12,9)
Connected (12,12,9) -> (13,12,9)
Connected (12,12,9) -> (11,12,9)
Connected (12,12,9) -> (12,13,9)
Connected (12,12,9) -> (12,11,9)
Connected (12,12,9) -> (12,12,10)
Connected (12,12,9) -> (12,12,8)
====================
12,12,10 (12,12,10)
Connected (12,12,10) -> (13,12,10)
Connected (12,12,10) -> (11,12,10)
Connected (12,12,10) -> (12,13,10)
Connected (12,12,10) -> (12,11,10)
Connected (12,12,10) -> (12,12,11)
Connected (12,12,10) -> (12,12,9)
====================
12,12,11 (12,12,11)
Connected (12,12,11) -> (13,12,11)
Connected (12,12,11) -> (11,12,11)
Connected (12,12,11) -> (12,13,11)
Connected (12,12,11) -> (12,11,11)
Connected (12,12,11) -> (12,12,12)
Connected (12,12,11) -> (12,12,10)
====================
12,12,12 (12,12,12)
Ignored (13,12,12) because a block exists there.
Connected (12,12,12) -> (11,12,12)
Connected (12,12,12) -> (12,13,12)
Connected (12,12,12) -> (12,11,12)
Connected (12,12,12) -> (12,12,13)
Connected (12,12,12) -> (12,12,11)
====================
12,12,13 (12,12,13)
Connected (12,12,13) -> (13,12,13)
Connected (12,12,13) -> (11,12,13)
Connected (12,12,13) -> (12,13,13)
Connected (12,12,13) -> (12,11,13)
Connected (12,12,13) -> (12,12,14)
Connected (12,12,13) -> (12,12,12)
====================
12,12,14 (12,12,14)
Connected (12,12,14) -> (13,12,14)
Connected (12,12,14) -> (11,12,14)
Ignored (12,13,14) because a block exists there.
Connected (12,12,14) -> (12,11,14)
Ignored (12,12,15) because a block exists there.
Connected (12,12,14) -> (12,12,13)
====================
12,12,18 (12,12,18)
Connected (12,12,18) -> (13,12,18)
Connected (12,12,18) -> (11,12,18)
Connected (12,12,18) -> (12,13,18)
Ignored (12,11,18) because a block exists there.
Connected (12,12,18) -> (12,12,19)
Ignored (12,12,17) because a block exists there.
====================
12,12,19 (12,12,19)
Connected (12,12,19) -> (13,12,19)
Connected (12,12,19) -> (11,12,19)
Connected (12,12,19) -> (12,13,19)
Connected (12,12,19) -> (12,11,19)
Connected (12,12,19) -> (12,12,20)
Connected (12,12,19) -> (12,12,18)
====================
12,12,20 (12,12,20)
Connected (12,12,20) -> (13,12,20)
Connected (12,12,20) -> (11,12,20)
Connected (12,12,20) -> (12,13,20)
Connected (12,12,20) -> (12,11,20)
Ignored (12,12,21) because it's out of bounds.
Connected (12,12,20) -> (12,12,19)
====================
12,13,-1 (12,13,-1)
Connected (12,13,-1) -> (13,13,-1)
Connected (12,13,-1) -> (11,13,-1)
Connected (12,13,-1) -> (12,14,-1)
Connected (12,13,-1) -> (12,12,-1)
Connected (12,13,-1) -> (12,13,0)
Ignored (12,13,-2) because it's out of bounds.
====================
12,13,0 (12,13,0)
Connected (12,13,0) -> (13,13,0)
Connected (12,13,0) -> (11,13,0)
Connected (12,13,0) -> (12,14,0)
Connected (12,13,0) -> (12,12,0)
Connected (12,13,0) -> (12,13,1)
Connected (12,13,0) -> (12,13,-1)
====================
12,13,1 (12,13,1)
Connected (12,13,1) -> (13,13,1)
Connected (12,13,1) -> (11,13,1)
Connected (12,13,1) -> (12,14,1)
Ignored (12,12,1) because a block exists there.
Ignored (12,13,2) because a block exists there.
Connected (12,13,1) -> (12,13,0)
====================
12,13,5 (12,13,5)
Ignored (13,13,5) because a block exists there.
Ignored (11,13,5) because a block exists there.
Ignored (12,14,5) because a block exists there.
Connected (12,13,5) -> (12,12,5)
Connected (12,13,5) -> (12,13,6)
Ignored (12,13,4) because a block exists there.
====================
12,13,6 (12,13,6)
Ignored (13,13,6) because a block exists there.
Connected (12,13,6) -> (11,13,6)
Connected (12,13,6) -> (12,14,6)
Connected (12,13,6) -> (12,12,6)
Connected (12,13,6) -> (12,13,7)
Connected (12,13,6) -> (12,13,5)
====================
12,13,7 (12,13,7)
Connected (12,13,7) -> (13,13,7)
Connected (12,13,7) -> (11,13,7)
Connected (12,13,7) -> (12,14,7)
Connected (12,13,7) -> (12,12,7)
Connected (12,13,7) -> (12,13,8)
Connected (12,13,7) -> (12,13,6)
====================
12,13,8 (12,13,8)
Connected (12,13,8) -> (13,13,8)
Connected (12,13,8) -> (11,13,8)
Connected (12,13,8) -> (12,14,8)
Connected (12,13,8) -> (12,12,8)
Connected (12,13,8) -> (12,13,9)
Connected (12,13,8) -> (12,13,7)
====================
12,13,9 (12,13,9)
Connected (12,13,9) -> (13,13,9)
Connected (12,13,9) -> (11,13,9)
Connected (12,13,9) -> (12,14,9)
Connected (12,13,9) -> (12,12,9)
Connected (12,13,9) -> (12,13,10)
Connected (12,13,9) -> (12,13,8)
====================
12,13,10 (12,13,10)
Connected (12,13,10) -> (13,13,10)
Connected (12,13,10) -> (11,13,10)
Connected (12,13,10) -> (12,14,10)
Connected (12,13,10) -> (12,12,10)
Connected (12,13,10) -> (12,13,11)
Connected (12,13,10) -> (12,13,9)
====================
12,13,11 (12,13,11)
Connected (12,13,11) -> (13,13,11)
Connected (12,13,11) -> (11,13,11)
Connected (12,13,11) -> (12,14,11)
Connected (12,13,11) -> (12,12,11)
Connected (12,13,11) -> (12,13,12)
Connected (12,13,11) -> (12,13,10)
====================
12,13,12 (12,13,12)
Connected (12,13,12) -> (13,13,12)
Connected (12,13,12) -> (11,13,12)
Connected (12,13,12) -> (12,14,12)
Connected (12,13,12) -> (12,12,12)
Connected (12,13,12) -> (12,13,13)
Connected (12,13,12) -> (12,13,11)
====================
12,13,13 (12,13,13)
Connected (12,13,13) -> (13,13,13)
Connected (12,13,13) -> (11,13,13)
Connected (12,13,13) -> (12,14,13)
Connected (12,13,13) -> (12,12,13)
Ignored (12,13,14) because a block exists there.
Connected (12,13,13) -> (12,13,12)
====================
12,13,15 (12,13,15)
Ignored (13,13,15) because a block exists there.
Ignored (11,13,15) because a block exists there.
Ignored (12,14,15) because a block exists there.
Ignored (12,12,15) because a block exists there.
Ignored (12,13,16) because a block exists there.
Ignored (12,13,14) because a block exists there.
====================
12,13,18 (12,13,18)
Ignored (13,13,18) because a block exists there.
Ignored (11,13,18) because a block exists there.
Connected (12,13,18) -> (12,14,18)
Connected (12,13,18) -> (12,12,18)
Connected (12,13,18) -> (12,13,19)
Ignored (12,13,17) because a block exists there.
====================
12,13,19 (12,13,19)
Connected (12,13,19) -> (13,13,19)
Connected (12,13,19) -> (11,13,19)
Connected (12,13,19) -> (12,14,19)
Connected (12,13,19) -> (12,12,19)
Connected (12,13,19) -> (12,13,20)
Connected (12,13,19) -> (12,13,18)
====================
12,13,20 (12,13,20)
Connected (12,13,20) -> (13,13,20)
Connected (12,13,20) -> (11,13,20)
Connected (12,13,20) -> (12,14,20)
Connected (12,13,20) -> (12,12,20)
Ignored (12,13,21) because it's out of bounds.
Connected (12,13,20) -> (12,13,19)
====================
12,14,-1 (12,14,-1)
Connected (12,14,-1) -> (13,14,-1)
Connected (12,14,-1) -> (11,14,-1)
Connected (12,14,-1) -> (12,15,-1)
Connected (12,14,-1) -> (12,13,-1)
Connected (12,14,-1) -> (12,14,0)
Ignored (12,14,-2) because it's out of bounds.
====================
12,14,0 (12,14,0)
Connected (12,14,0) -> (13,14,0)
Connected (12,14,0) -> (11,14,0)
Connected (12,14,0) -> (12,15,0)
Connected (12,14,0) -> (12,13,0)
Connected (12,14,0) -> (12,14,1)
Connected (12,14,0) -> (12,14,-1)
====================
12,14,1 (12,14,1)
Connected (12,14,1) -> (13,14,1)
Connected (12,14,1) -> (11,14,1)
Connected (12,14,1) -> (12,15,1)
Connected (12,14,1) -> (12,13,1)
Ignored (12,14,2) because a block exists there.
Connected (12,14,1) -> (12,14,0)
====================
12,14,6 (12,14,6)
Ignored (13,14,6) because a block exists there.
Connected (12,14,6) -> (11,14,6)
Ignored (12,15,6) because a block exists there.
Connected (12,14,6) -> (12,13,6)
Connected (12,14,6) -> (12,14,7)
Ignored (12,14,5) because a block exists there.
====================
12,14,7 (12,14,7)
Ignored (13,14,7) because a block exists there.
Connected (12,14,7) -> (11,14,7)
Ignored (12,15,7) because a block exists there.
Connected (12,14,7) -> (12,13,7)
Connected (12,14,7) -> (12,14,8)
Connected (12,14,7) -> (12,14,6)
====================
12,14,8 (12,14,8)
Ignored (13,14,8) because a block exists there.
Connected (12,14,8) -> (11,14,8)
Connected (12,14,8) -> (12,15,8)
Connected (12,14,8) -> (12,13,8)
Connected (12,14,8) -> (12,14,9)
Connected (12,14,8) -> (12,14,7)
====================
12,14,9 (12,14,9)
Connected (12,14,9) -> (13,14,9)
Connected (12,14,9) -> (11,14,9)
Ignored (12,15,9) because a block exists there.
Connected (12,14,9) -> (12,13,9)
Connected (12,14,9) -> (12,14,10)
Connected (12,14,9) -> (12,14,8)
====================
12,14,10 (12,14,10)
Connected (12,14,10) -> (13,14,10)
Connected (12,14,10) -> (11,14,10)
Connected (12,14,10) -> (12,15,10)
Connected (12,14,10) -> (12,13,10)
Connected (12,14,10) -> (12,14,11)
Connected (12,14,10) -> (12,14,9)
====================
12,14,11 (12,14,11)
Connected (12,14,11) -> (13,14,11)
Connected (12,14,11) -> (11,14,11)
Connected (12,14,11) -> (12,15,11)
Connected (12,14,11) -> (12,13,11)
Connected (12,14,11) -> (12,14,12)
Connected (12,14,11) -> (12,14,10)
====================
12,14,12 (12,14,12)
Ignored (13,14,12) because a block exists there.
Connected (12,14,12) -> (11,14,12)
Connected (12,14,12) -> (12,15,12)
Connected (12,14,12) -> (12,13,12)
Connected (12,14,12) -> (12,14,13)
Connected (12,14,12) -> (12,14,11)
====================
12,14,13 (12,14,13)
Ignored (13,14,13) because a block exists there.
Connected (12,14,13) -> (11,14,13)
Ignored (12,15,13) because a block exists there.
Connected (12,14,13) -> (12,13,13)
Connected (12,14,13) -> (12,14,14)
Connected (12,14,13) -> (12,14,12)
====================
12,14,14 (12,14,14)
Ignored (13,14,14) because a block exists there.
Ignored (11,14,14) because a block exists there.
Ignored (12,15,14) because a block exists there.
Ignored (12,13,14) because a block exists there.
Ignored (12,14,15) because a block exists there.
Connected (12,14,14) -> (12,14,13)
====================
12,14,18 (12,14,18)
Connected (12,14,18) -> (13,14,18)
Connected (12,14,18) -> (11,14,18)
Connected (12,14,18) -> (12,15,18)
Connected (12,14,18) -> (12,13,18)
Connected (12,14,18) -> (12,14,19)
Ignored (12,14,17) because a block exists there.
====================
12,14,19 (12,14,19)
Connected (12,14,19) -> (13,14,19)
Connected (12,14,19) -> (11,14,19)
Connected (12,14,19) -> (12,15,19)
Connected (12,14,19) -> (12,13,19)
Connected (12,14,19) -> (12,14,20)
Connected (12,14,19) -> (12,14,18)
====================
12,14,20 (12,14,20)
Connected (12,14,20) -> (13,14,20)
Connected (12,14,20) -> (11,14,20)
Connected (12,14,20) -> (12,15,20)
Connected (12,14,20) -> (12,13,20)
Ignored (12,14,21) because it's out of bounds.
Connected (12,14,20) -> (12,14,19)
====================
12,15,-1 (12,15,-1)
Connected (12,15,-1) -> (13,15,-1)
Connected (12,15,-1) -> (11,15,-1)
Connected (12,15,-1) -> (12,16,-1)
Connected (12,15,-1) -> (12,14,-1)
Connected (12,15,-1) -> (12,15,0)
Ignored (12,15,-2) because it's out of bounds.
====================
12,15,0 (12,15,0)
Connected (12,15,0) -> (13,15,0)
Connected (12,15,0) -> (11,15,0)
Connected (12,15,0) -> (12,16,0)
Connected (12,15,0) -> (12,14,0)
Connected (12,15,0) -> (12,15,1)
Connected (12,15,0) -> (12,15,-1)
====================
12,15,1 (12,15,1)
Connected (12,15,1) -> (13,15,1)
Connected (12,15,1) -> (11,15,1)
Connected (12,15,1) -> (12,16,1)
Connected (12,15,1) -> (12,14,1)
Connected (12,15,1) -> (12,15,2)
Connected (12,15,1) -> (12,15,0)
====================
12,15,2 (12,15,2)
Connected (12,15,2) -> (13,15,2)
Ignored (11,15,2) because a block exists there.
Connected (12,15,2) -> (12,16,2)
Ignored (12,14,2) because a block exists there.
Ignored (12,15,3) because a block exists there.
Connected (12,15,2) -> (12,15,1)
====================
12,15,8 (12,15,8)
Ignored (13,15,8) because a block exists there.
Connected (12,15,8) -> (11,15,8)
Connected (12,15,8) -> (12,16,8)
Connected (12,15,8) -> (12,14,8)
Ignored (12,15,9) because a block exists there.
Ignored (12,15,7) because a block exists there.
====================
12,15,10 (12,15,10)
Connected (12,15,10) -> (13,15,10)
Connected (12,15,10) -> (11,15,10)
Ignored (12,16,10) because a block exists there.
Connected (12,15,10) -> (12,14,10)
Connected (12,15,10) -> (12,15,11)
Ignored (12,15,9) because a block exists there.
====================
12,15,11 (12,15,11)
Connected (12,15,11) -> (13,15,11)
Ignored (11,15,11) because a block exists there.
Ignored (12,16,11) because a block exists there.
Connected (12,15,11) -> (12,14,11)
Connected (12,15,11) -> (12,15,12)
Connected (12,15,11) -> (12,15,10)
====================
12,15,12 (12,15,12)
Ignored (13,15,12) because a block exists there.
Ignored (11,15,12) because a block exists there.
Ignored (12,16,12) because a block exists there.
Connected (12,15,12) -> (12,14,12)
Ignored (12,15,13) because a block exists there.
Connected (12,15,12) -> (12,15,11)
====================
12,15,15 (12,15,15)
Ignored (13,15,15) because a block exists there.
Ignored (11,15,15) because a block exists there.
Connected (12,15,15) -> (12,16,15)
Ignored (12,14,15) because a block exists there.
Ignored (12,15,16) because a block exists there.
Ignored (12,15,14) because a block exists there.
====================
12,15,17 (12,15,17)
Connected (12,15,17) -> (13,15,17)
Ignored (11,15,17) because a block exists there.
Connected (12,15,17) -> (12,16,17)
Ignored (12,14,17) because a block exists there.
Connected (12,15,17) -> (12,15,18)
Ignored (12,15,16) because a block exists there.
====================
12,15,18 (12,15,18)
Connected (12,15,18) -> (13,15,18)
Connected (12,15,18) -> (11,15,18)
Connected (12,15,18) -> (12,16,18)
Connected (12,15,18) -> (12,14,18)
Connected (12,15,18) -> (12,15,19)
Connected (12,15,18) -> (12,15,17)
====================
12,15,19 (12,15,19)
Connected (12,15,19) -> (13,15,19)
Connected (12,15,19) -> (11,15,19)
Connected (12,15,19) -> (12,16,19)
Connected (12,15,19) -> (12,14,19)
Connected (12,15,19) -> (12,15,20)
Connected (12,15,19) -> (12,15,18)
====================
12,15,20 (12,15,20)
Connected (12,15,20) -> (13,15,20)
Connected (12,15,20) -> (11,15,20)
Connected (12,15,20) -> (12,16,20)
Connected (12,15,20) -> (12,14,20)
Ignored (12,15,21) because it's out of bounds.
Connected (12,15,20) -> (12,15,19)
====================
12,16,-1 (12,16,-1)
Connected (12,16,-1) -> (13,16,-1)
Connected (12,16,-1) -> (11,16,-1)
Connected (12,16,-1) -> (12,17,-1)
Connected (12,16,-1) -> (12,15,-1)
Connected (12,16,-1) -> (12,16,0)
Ignored (12,16,-2) because it's out of bounds.
====================
12,16,0 (12,16,0)
Connected (12,16,0) -> (13,16,0)
Connected (12,16,0) -> (11,16,0)
Connected (12,16,0) -> (12,17,0)
Connected (12,16,0) -> (12,15,0)
Connected (12,16,0) -> (12,16,1)
Connected (12,16,0) -> (12,16,-1)
====================
12,16,1 (12,16,1)
Connected (12,16,1) -> (13,16,1)
Connected (12,16,1) -> (11,16,1)
Connected (12,16,1) -> (12,17,1)
Connected (12,16,1) -> (12,15,1)
Connected (12,16,1) -> (12,16,2)
Connected (12,16,1) -> (12,16,0)
====================
12,16,2 (12,16,2)
Connected (12,16,2) -> (13,16,2)
Connected (12,16,2) -> (11,16,2)
Connected (12,16,2) -> (12,17,2)
Connected (12,16,2) -> (12,15,2)
Connected (12,16,2) -> (12,16,3)
Connected (12,16,2) -> (12,16,1)
====================
12,16,3 (12,16,3)
Connected (12,16,3) -> (13,16,3)
Ignored (11,16,3) because a block exists there.
Connected (12,16,3) -> (12,17,3)
Ignored (12,15,3) because a block exists there.
Ignored (12,16,4) because a block exists there.
Connected (12,16,3) -> (12,16,2)
====================
12,16,8 (12,16,8)
Connected (12,16,8) -> (13,16,8)
Connected (12,16,8) -> (11,16,8)
Ignored (12,17,8) because a block exists there.
Connected (12,16,8) -> (12,15,8)
Ignored (12,16,9) because a block exists there.
Ignored (12,16,7) because a block exists there.
====================
12,16,15 (12,16,15)
Connected (12,16,15) -> (13,16,15)
Ignored (11,16,15) because a block exists there.
Connected (12,16,15) -> (12,17,15)
Connected (12,16,15) -> (12,15,15)
Connected (12,16,15) -> (12,16,16)
Ignored (12,16,14) because a block exists there.
====================
12,16,16 (12,16,16)
Connected (12,16,16) -> (13,16,16)
Connected (12,16,16) -> (11,16,16)
Connected (12,16,16) -> (12,17,16)
Ignored (12,15,16) because a block exists there.
Connected (12,16,16) -> (12,16,17)
Connected (12,16,16) -> (12,16,15)
====================
12,16,17 (12,16,17)
Connected (12,16,17) -> (13,16,17)
Connected (12,16,17) -> (11,16,17)
Connected (12,16,17) -> (12,17,17)
Connected (12,16,17) -> (12,15,17)
Connected (12,16,17) -> (12,16,18)
Connected (12,16,17) -> (12,16,16)
====================
12,16,18 (12,16,18)
Connected (12,16,18) -> (13,16,18)
Connected (12,16,18) -> (11,16,18)
Connected (12,16,18) -> (12,17,18)
Connected (12,16,18) -> (12,15,18)
Connected (12,16,18) -> (12,16,19)
Connected (12,16,18) -> (12,16,17)
====================
12,16,19 (12,16,19)
Connected (12,16,19) -> (13,16,19)
Connected (12,16,19) -> (11,16,19)
Connected (12,16,19) -> (12,17,19)
Connected (12,16,19) -> (12,15,19)
Connected (12,16,19) -> (12,16,20)
Connected (12,16,19) -> (12,16,18)
====================
12,16,20 (12,16,20)
Connected (12,16,20) -> (13,16,20)
Connected (12,16,20) -> (11,16,20)
Connected (12,16,20) -> (12,17,20)
Connected (12,16,20) -> (12,15,20)
Ignored (12,16,21) because it's out of bounds.
Connected (12,16,20) -> (12,16,19)
====================
12,17,-1 (12,17,-1)
Connected (12,17,-1) -> (13,17,-1)
Connected (12,17,-1) -> (11,17,-1)
Connected (12,17,-1) -> (12,18,-1)
Connected (12,17,-1) -> (12,16,-1)
Connected (12,17,-1) -> (12,17,0)
Ignored (12,17,-2) because it's out of bounds.
====================
12,17,0 (12,17,0)
Connected (12,17,0) -> (13,17,0)
Connected (12,17,0) -> (11,17,0)
Connected (12,17,0) -> (12,18,0)
Connected (12,17,0) -> (12,16,0)
Connected (12,17,0) -> (12,17,1)
Connected (12,17,0) -> (12,17,-1)
====================
12,17,1 (12,17,1)
Connected (12,17,1) -> (13,17,1)
Connected (12,17,1) -> (11,17,1)
Connected (12,17,1) -> (12,18,1)
Connected (12,17,1) -> (12,16,1)
Connected (12,17,1) -> (12,17,2)
Connected (12,17,1) -> (12,17,0)
====================
12,17,2 (12,17,2)
Connected (12,17,2) -> (13,17,2)
Connected (12,17,2) -> (11,17,2)
Connected (12,17,2) -> (12,18,2)
Connected (12,17,2) -> (12,16,2)
Connected (12,17,2) -> (12,17,3)
Connected (12,17,2) -> (12,17,1)
====================
12,17,3 (12,17,3)
Connected (12,17,3) -> (13,17,3)
Connected (12,17,3) -> (11,17,3)
Connected (12,17,3) -> (12,18,3)
Connected (12,17,3) -> (12,16,3)
Connected (12,17,3) -> (12,17,4)
Connected (12,17,3) -> (12,17,2)
====================
12,17,4 (12,17,4)
Connected (12,17,4) -> (13,17,4)
Connected (12,17,4) -> (11,17,4)
Connected (12,17,4) -> (12,18,4)
Ignored (12,16,4) because a block exists there.
Connected (12,17,4) -> (12,17,5)
Connected (12,17,4) -> (12,17,3)
====================
12,17,5 (12,17,5)
Connected (12,17,5) -> (13,17,5)
Ignored (11,17,5) because a block exists there.
Connected (12,17,5) -> (12,18,5)
Ignored (12,16,5) because a block exists there.
Ignored (12,17,6) because a block exists there.
Connected (12,17,5) -> (12,17,4)
====================
12,17,10 (12,17,10)
Ignored (13,17,10) because a block exists there.
Ignored (11,17,10) because a block exists there.
Ignored (12,18,10) because a block exists there.
Ignored (12,16,10) because a block exists there.
Ignored (12,17,11) because a block exists there.
Ignored (12,17,9) because a block exists there.
====================
12,17,14 (12,17,14)
Connected (12,17,14) -> (13,17,14)
Ignored (11,17,14) because a block exists there.
Connected (12,17,14) -> (12,18,14)
Ignored (12,16,14) because a block exists there.
Connected (12,17,14) -> (12,17,15)
Ignored (12,17,13) because a block exists there.
====================
12,17,15 (12,17,15)
Connected (12,17,15) -> (13,17,15)
Connected (12,17,15) -> (11,17,15)
Connected (12,17,15) -> (12,18,15)
Connected (12,17,15) -> (12,16,15)
Connected (12,17,15) -> (12,17,16)
Connected (12,17,15) -> (12,17,14)
====================
12,17,16 (12,17,16)
Connected (12,17,16) -> (13,17,16)
Connected (12,17,16) -> (11,17,16)
Connected (12,17,16) -> (12,18,16)
Connected (12,17,16) -> (12,16,16)
Connected (12,17,16) -> (12,17,17)
Connected (12,17,16) -> (12,17,15)
====================
12,17,17 (12,17,17)
Connected (12,17,17) -> (13,17,17)
Connected (12,17,17) -> (11,17,17)
Connected (12,17,17) -> (12,18,17)
Connected (12,17,17) -> (12,16,17)
Connected (12,17,17) -> (12,17,18)
Connected (12,17,17) -> (12,17,16)
====================
12,17,18 (12,17,18)
Connected (12,17,18) -> (13,17,18)
Connected (12,17,18) -> (11,17,18)
Connected (12,17,18) -> (12,18,18)
Connected (12,17,18) -> (12,16,18)
Connected (12,17,18) -> (12,17,19)
Connected (12,17,18) -> (12,17,17)
====================
12,17,19 (12,17,19)
Connected (12,17,19) -> (13,17,19)
Connected (12,17,19) -> (11,17,19)
Connected (12,17,19) -> (12,18,19)
Connected (12,17,19) -> (12,16,19)
Connected (12,17,19) -> (12,17,20)
Connected (12,17,19) -> (12,17,18)
====================
12,17,20 (12,17,20)
Connected (12,17,20) -> (13,17,20)
Connected (12,17,20) -> (11,17,20)
Connected (12,17,20) -> (12,18,20)
Connected (12,17,20) -> (12,16,20)
Ignored (12,17,21) because it's out of bounds.
Connected (12,17,20) -> (12,17,19)
====================
12,18,-1 (12,18,-1)
Connected (12,18,-1) -> (13,18,-1)
Connected (12,18,-1) -> (11,18,-1)
Connected (12,18,-1) -> (12,19,-1)
Connected (12,18,-1) -> (12,17,-1)
Connected (12,18,-1) -> (12,18,0)
Ignored (12,18,-2) because it's out of bounds.
====================
12,18,0 (12,18,0)
Connected (12,18,0) -> (13,18,0)
Connected (12,18,0) -> (11,18,0)
Connected (12,18,0) -> (12,19,0)
Connected (12,18,0) -> (12,17,0)
Connected (12,18,0) -> (12,18,1)
Connected (12,18,0) -> (12,18,-1)
====================
12,18,1 (12,18,1)
Connected (12,18,1) -> (13,18,1)
Connected (12,18,1) -> (11,18,1)
Connected (12,18,1) -> (12,19,1)
Connected (12,18,1) -> (12,17,1)
Connected (12,18,1) -> (12,18,2)
Connected (12,18,1) -> (12,18,0)
====================
12,18,2 (12,18,2)
Connected (12,18,2) -> (13,18,2)
Connected (12,18,2) -> (11,18,2)
Connected (12,18,2) -> (12,19,2)
Connected (12,18,2) -> (12,17,2)
Connected (12,18,2) -> (12,18,3)
Connected (12,18,2) -> (12,18,1)
====================
12,18,3 (12,18,3)
Connected (12,18,3) -> (13,18,3)
Connected (12,18,3) -> (11,18,3)
Connected (12,18,3) -> (12,19,3)
Connected (12,18,3) -> (12,17,3)
Connected (12,18,3) -> (12,18,4)
Connected (12,18,3) -> (12,18,2)
====================
12,18,4 (12,18,4)
Connected (12,18,4) -> (13,18,4)
Connected (12,18,4) -> (11,18,4)
Connected (12,18,4) -> (12,19,4)
Connected (12,18,4) -> (12,17,4)
Connected (12,18,4) -> (12,18,5)
Connected (12,18,4) -> (12,18,3)
====================
12,18,5 (12,18,5)
Connected (12,18,5) -> (13,18,5)
Connected (12,18,5) -> (11,18,5)
Connected (12,18,5) -> (12,19,5)
Connected (12,18,5) -> (12,17,5)
Connected (12,18,5) -> (12,18,6)
Connected (12,18,5) -> (12,18,4)
====================
12,18,6 (12,18,6)
Connected (12,18,6) -> (13,18,6)
Connected (12,18,6) -> (11,18,6)
Connected (12,18,6) -> (12,19,6)
Ignored (12,17,6) because a block exists there.
Connected (12,18,6) -> (12,18,7)
Connected (12,18,6) -> (12,18,5)
====================
12,18,7 (12,18,7)
Connected (12,18,7) -> (13,18,7)
Ignored (11,18,7) because a block exists there.
Connected (12,18,7) -> (12,19,7)
Ignored (12,17,7) because a block exists there.
Connected (12,18,7) -> (12,18,8)
Connected (12,18,7) -> (12,18,6)
====================
12,18,8 (12,18,8)
Connected (12,18,8) -> (13,18,8)
Ignored (11,18,8) because a block exists there.
Connected (12,18,8) -> (12,19,8)
Ignored (12,17,8) because a block exists there.
Ignored (12,18,9) because a block exists there.
Connected (12,18,8) -> (12,18,7)
====================
12,18,13 (12,18,13)
Connected (12,18,13) -> (13,18,13)
Ignored (11,18,13) because a block exists there.
Connected (12,18,13) -> (12,19,13)
Ignored (12,17,13) because a block exists there.
Connected (12,18,13) -> (12,18,14)
Ignored (12,18,12) because a block exists there.
====================
12,18,14 (12,18,14)
Connected (12,18,14) -> (13,18,14)
Connected (12,18,14) -> (11,18,14)
Connected (12,18,14) -> (12,19,14)
Connected (12,18,14) -> (12,17,14)
Connected (12,18,14) -> (12,18,15)
Connected (12,18,14) -> (12,18,13)
====================
12,18,15 (12,18,15)
Connected (12,18,15) -> (13,18,15)
Connected (12,18,15) -> (11,18,15)
Connected (12,18,15) -> (12,19,15)
Connected (12,18,15) -> (12,17,15)
Connected (12,18,15) -> (12,18,16)
Connected (12,18,15) -> (12,18,14)
====================
12,18,16 (12,18,16)
Connected (12,18,16) -> (13,18,16)
Connected (12,18,16) -> (11,18,16)
Connected (12,18,16) -> (12,19,16)
Connected (12,18,16) -> (12,17,16)
Connected (12,18,16) -> (12,18,17)
Connected (12,18,16) -> (12,18,15)
====================
12,18,17 (12,18,17)
Connected (12,18,17) -> (13,18,17)
Connected (12,18,17) -> (11,18,17)
Connected (12,18,17) -> (12,19,17)
Connected (12,18,17) -> (12,17,17)
Connected (12,18,17) -> (12,18,18)
Connected (12,18,17) -> (12,18,16)
====================
12,18,18 (12,18,18)
Connected (12,18,18) -> (13,18,18)
Connected (12,18,18) -> (11,18,18)
Connected (12,18,18) -> (12,19,18)
Connected (12,18,18) -> (12,17,18)
Connected (12,18,18) -> (12,18,19)
Connected (12,18,18) -> (12,18,17)
====================
12,18,19 (12,18,19)
Connected (12,18,19) -> (13,18,19)
Connected (12,18,19) -> (11,18,19)
Connected (12,18,19) -> (12,19,19)
Connected (12,18,19) -> (12,17,19)
Connected (12,18,19) -> (12,18,20)
Connected (12,18,19) -> (12,18,18)
====================
12,18,20 (12,18,20)
Connected (12,18,20) -> (13,18,20)
Connected (12,18,20) -> (11,18,20)
Connected (12,18,20) -> (12,19,20)
Connected (12,18,20) -> (12,17,20)
Ignored (12,18,21) because it's out of bounds.
Connected (12,18,20) -> (12,18,19)
====================
12,19,-1 (12,19,-1)
Connected (12,19,-1) -> (13,19,-1)
Connected (12,19,-1) -> (11,19,-1)
Ignored (12,20,-1) because it's out of bounds.
Connected (12,19,-1) -> (12,18,-1)
Connected (12,19,-1) -> (12,19,0)
Ignored (12,19,-2) because it's out of bounds.
====================
12,19,0 (12,19,0)
Connected (12,19,0) -> (13,19,0)
Connected (12,19,0) -> (11,19,0)
Ignored (12,20,0) because it's out of bounds.
Connected (12,19,0) -> (12,18,0)
Connected (12,19,0) -> (12,19,1)
Connected (12,19,0) -> (12,19,-1)
====================
12,19,1 (12,19,1)
Connected (12,19,1) -> (13,19,1)
Connected (12,19,1) -> (11,19,1)
Ignored (12,20,1) because it's out of bounds.
Connected (12,19,1) -> (12,18,1)
Connected (12,19,1) -> (12,19,2)
Connected (12,19,1) -> (12,19,0)
====================
12,19,2 (12,19,2)
Connected (12,19,2) -> (13,19,2)
Connected (12,19,2) -> (11,19,2)
Ignored (12,20,2) because it's out of bounds.
Connected (12,19,2) -> (12,18,2)
Connected (12,19,2) -> (12,19,3)
Connected (12,19,2) -> (12,19,1)
====================
12,19,3 (12,19,3)
Connected (12,19,3) -> (13,19,3)
Connected (12,19,3) -> (11,19,3)
Ignored (12,20,3) because it's out of bounds.
Connected (12,19,3) -> (12,18,3)
Connected (12,19,3) -> (12,19,4)
Connected (12,19,3) -> (12,19,2)
====================
12,19,4 (12,19,4)
Connected (12,19,4) -> (13,19,4)
Connected (12,19,4) -> (11,19,4)
Ignored (12,20,4) because it's out of bounds.
Connected (12,19,4) -> (12,18,4)
Connected (12,19,4) -> (12,19,5)
Connected (12,19,4) -> (12,19,3)
====================
12,19,5 (12,19,5)
Connected (12,19,5) -> (13,19,5)
Connected (12,19,5) -> (11,19,5)
Ignored (12,20,5) because it's out of bounds.
Connected (12,19,5) -> (12,18,5)
Connected (12,19,5) -> (12,19,6)
Connected (12,19,5) -> (12,19,4)
====================
12,19,6 (12,19,6)
Connected (12,19,6) -> (13,19,6)
Connected (12,19,6) -> (11,19,6)
Ignored (12,20,6) because it's out of bounds.
Connected (12,19,6) -> (12,18,6)
Connected (12,19,6) -> (12,19,7)
Connected (12,19,6) -> (12,19,5)
====================
12,19,7 (12,19,7)
Connected (12,19,7) -> (13,19,7)
Connected (12,19,7) -> (11,19,7)
Ignored (12,20,7) because it's out of bounds.
Connected (12,19,7) -> (12,18,7)
Connected (12,19,7) -> (12,19,8)
Connected (12,19,7) -> (12,19,6)
====================
12,19,8 (12,19,8)
Connected (12,19,8) -> (13,19,8)
Connected (12,19,8) -> (11,19,8)
Ignored (12,20,8) because it's out of bounds.
Connected (12,19,8) -> (12,18,8)
Connected (12,19,8) -> (12,19,9)
Connected (12,19,8) -> (12,19,7)
====================
12,19,9 (12,19,9)
Connected (12,19,9) -> (13,19,9)
Connected (12,19,9) -> (11,19,9)
Ignored (12,20,9) because it's out of bounds.
Ignored (12,18,9) because a block exists there.
Connected (12,19,9) -> (12,19,10)
Connected (12,19,9) -> (12,19,8)
====================
12,19,10 (12,19,10)
Connected (12,19,10) -> (13,19,10)
Connected (12,19,10) -> (11,19,10)
Ignored (12,20,10) because it's out of bounds.
Ignored (12,18,10) because a block exists there.
Connected (12,19,10) -> (12,19,11)
Connected (12,19,10) -> (12,19,9)
====================
12,19,11 (12,19,11)
Connected (12,19,11) -> (13,19,11)
Connected (12,19,11) -> (11,19,11)
Ignored (12,20,11) because it's out of bounds.
Ignored (12,18,11) because a block exists there.
Connected (12,19,11) -> (12,19,12)
Connected (12,19,11) -> (12,19,10)
====================
12,19,12 (12,19,12)
Connected (12,19,12) -> (13,19,12)
Connected (12,19,12) -> (11,19,12)
Ignored (12,20,12) because it's out of bounds.
Ignored (12,18,12) because a block exists there.
Connected (12,19,12) -> (12,19,13)
Connected (12,19,12) -> (12,19,11)
====================
12,19,13 (12,19,13)
Connected (12,19,13) -> (13,19,13)
Connected (12,19,13) -> (11,19,13)
Ignored (12,20,13) because it's out of bounds.
Connected (12,19,13) -> (12,18,13)
Connected (12,19,13) -> (12,19,14)
Connected (12,19,13) -> (12,19,12)
====================
12,19,14 (12,19,14)
Connected (12,19,14) -> (13,19,14)
Connected (12,19,14) -> (11,19,14)
Ignored (12,20,14) because it's out of bounds.
Connected (12,19,14) -> (12,18,14)
Connected (12,19,14) -> (12,19,15)
Connected (12,19,14) -> (12,19,13)
====================
12,19,15 (12,19,15)
Connected (12,19,15) -> (13,19,15)
Connected (12,19,15) -> (11,19,15)
Ignored (12,20,15) because it's out of bounds.
Connected (12,19,15) -> (12,18,15)
Connected (12,19,15) -> (12,19,16)
Connected (12,19,15) -> (12,19,14)
====================
12,19,16 (12,19,16)
Connected (12,19,16) -> (13,19,16)
Connected (12,19,16) -> (11,19,16)
Ignored (12,20,16) because it's out of bounds.
Connected (12,19,16) -> (12,18,16)
Connected (12,19,16) -> (12,19,17)
Connected (12,19,16) -> (12,19,15)
====================
12,19,17 (12,19,17)
Connected (12,19,17) -> (13,19,17)
Connected (12,19,17) -> (11,19,17)
Ignored (12,20,17) because it's out of bounds.
Connected (12,19,17) -> (12,18,17)
Connected (12,19,17) -> (12,19,18)
Connected (12,19,17) -> (12,19,16)
====================
12,19,18 (12,19,18)
Connected (12,19,18) -> (13,19,18)
Connected (12,19,18) -> (11,19,18)
Ignored (12,20,18) because it's out of bounds.
Connected (12,19,18) -> (12,18,18)
Connected (12,19,18) -> (12,19,19)
Connected (12,19,18) -> (12,19,17)
====================
12,19,19 (12,19,19)
Connected (12,19,19) -> (13,19,19)
Connected (12,19,19) -> (11,19,19)
Ignored (12,20,19) because it's out of bounds.
Connected (12,19,19) -> (12,18,19)
Connected (12,19,19) -> (12,19,20)
Connected (12,19,19) -> (12,19,18)
====================
12,19,20 (12,19,20)
Connected (12,19,20) -> (13,19,20)
Connected (12,19,20) -> (11,19,20)
Ignored (12,20,20) because it's out of bounds.
Connected (12,19,20) -> (12,18,20)
Ignored (12,19,21) because it's out of bounds.
Connected (12,19,20) -> (12,19,19)
====================
13,-1,-1 (13,-1,-1)
Connected (13,-1,-1) -> (14,-1,-1)
Connected (13,-1,-1) -> (12,-1,-1)
Connected (13,-1,-1) -> (13,0,-1)
Ignored (13,-2,-1) because it's out of bounds.
Connected (13,-1,-1) -> (13,-1,0)
Ignored (13,-1,-2) because it's out of bounds.
====================
13,-1,0 (13,-1,0)
Connected (13,-1,0) -> (14,-1,0)
Connected (13,-1,0) -> (12,-1,0)
Connected (13,-1,0) -> (13,0,0)
Ignored (13,-2,0) because it's out of bounds.
Connected (13,-1,0) -> (13,-1,1)
Connected (13,-1,0) -> (13,-1,-1)
====================
13,-1,1 (13,-1,1)
Connected (13,-1,1) -> (14,-1,1)
Connected (13,-1,1) -> (12,-1,1)
Connected (13,-1,1) -> (13,0,1)
Ignored (13,-2,1) because it's out of bounds.
Connected (13,-1,1) -> (13,-1,2)
Connected (13,-1,1) -> (13,-1,0)
====================
13,-1,2 (13,-1,2)
Connected (13,-1,2) -> (14,-1,2)
Connected (13,-1,2) -> (12,-1,2)
Connected (13,-1,2) -> (13,0,2)
Ignored (13,-2,2) because it's out of bounds.
Connected (13,-1,2) -> (13,-1,3)
Connected (13,-1,2) -> (13,-1,1)
====================
13,-1,3 (13,-1,3)
Connected (13,-1,3) -> (14,-1,3)
Connected (13,-1,3) -> (12,-1,3)
Connected (13,-1,3) -> (13,0,3)
Ignored (13,-2,3) because it's out of bounds.
Connected (13,-1,3) -> (13,-1,4)
Connected (13,-1,3) -> (13,-1,2)
====================
13,-1,4 (13,-1,4)
Connected (13,-1,4) -> (14,-1,4)
Connected (13,-1,4) -> (12,-1,4)
Connected (13,-1,4) -> (13,0,4)
Ignored (13,-2,4) because it's out of bounds.
Connected (13,-1,4) -> (13,-1,5)
Connected (13,-1,4) -> (13,-1,3)
====================
13,-1,5 (13,-1,5)
Connected (13,-1,5) -> (14,-1,5)
Connected (13,-1,5) -> (12,-1,5)
Connected (13,-1,5) -> (13,0,5)
Ignored (13,-2,5) because it's out of bounds.
Connected (13,-1,5) -> (13,-1,6)
Connected (13,-1,5) -> (13,-1,4)
====================
13,-1,6 (13,-1,6)
Connected (13,-1,6) -> (14,-1,6)
Connected (13,-1,6) -> (12,-1,6)
Connected (13,-1,6) -> (13,0,6)
Ignored (13,-2,6) because it's out of bounds.
Connected (13,-1,6) -> (13,-1,7)
Connected (13,-1,6) -> (13,-1,5)
====================
13,-1,7 (13,-1,7)
Connected (13,-1,7) -> (14,-1,7)
Connected (13,-1,7) -> (12,-1,7)
Connected (13,-1,7) -> (13,0,7)
Ignored (13,-2,7) because it's out of bounds.
Connected (13,-1,7) -> (13,-1,8)
Connected (13,-1,7) -> (13,-1,6)
====================
13,-1,8 (13,-1,8)
Connected (13,-1,8) -> (14,-1,8)
Connected (13,-1,8) -> (12,-1,8)
Connected (13,-1,8) -> (13,0,8)
Ignored (13,-2,8) because it's out of bounds.
Connected (13,-1,8) -> (13,-1,9)
Connected (13,-1,8) -> (13,-1,7)
====================
13,-1,9 (13,-1,9)
Connected (13,-1,9) -> (14,-1,9)
Connected (13,-1,9) -> (12,-1,9)
Connected (13,-1,9) -> (13,0,9)
Ignored (13,-2,9) because it's out of bounds.
Connected (13,-1,9) -> (13,-1,10)
Connected (13,-1,9) -> (13,-1,8)
====================
13,-1,10 (13,-1,10)
Connected (13,-1,10) -> (14,-1,10)
Connected (13,-1,10) -> (12,-1,10)
Connected (13,-1,10) -> (13,0,10)
Ignored (13,-2,10) because it's out of bounds.
Connected (13,-1,10) -> (13,-1,11)
Connected (13,-1,10) -> (13,-1,9)
====================
13,-1,11 (13,-1,11)
Connected (13,-1,11) -> (14,-1,11)
Connected (13,-1,11) -> (12,-1,11)
Connected (13,-1,11) -> (13,0,11)
Ignored (13,-2,11) because it's out of bounds.
Connected (13,-1,11) -> (13,-1,12)
Connected (13,-1,11) -> (13,-1,10)
====================
13,-1,12 (13,-1,12)
Connected (13,-1,12) -> (14,-1,12)
Connected (13,-1,12) -> (12,-1,12)
Connected (13,-1,12) -> (13,0,12)
Ignored (13,-2,12) because it's out of bounds.
Connected (13,-1,12) -> (13,-1,13)
Connected (13,-1,12) -> (13,-1,11)
====================
13,-1,13 (13,-1,13)
Connected (13,-1,13) -> (14,-1,13)
Connected (13,-1,13) -> (12,-1,13)
Connected (13,-1,13) -> (13,0,13)
Ignored (13,-2,13) because it's out of bounds.
Connected (13,-1,13) -> (13,-1,14)
Connected (13,-1,13) -> (13,-1,12)
====================
13,-1,14 (13,-1,14)
Connected (13,-1,14) -> (14,-1,14)
Connected (13,-1,14) -> (12,-1,14)
Connected (13,-1,14) -> (13,0,14)
Ignored (13,-2,14) because it's out of bounds.
Connected (13,-1,14) -> (13,-1,15)
Connected (13,-1,14) -> (13,-1,13)
====================
13,-1,15 (13,-1,15)
Connected (13,-1,15) -> (14,-1,15)
Connected (13,-1,15) -> (12,-1,15)
Connected (13,-1,15) -> (13,0,15)
Ignored (13,-2,15) because it's out of bounds.
Connected (13,-1,15) -> (13,-1,16)
Connected (13,-1,15) -> (13,-1,14)
====================
13,-1,16 (13,-1,16)
Connected (13,-1,16) -> (14,-1,16)
Connected (13,-1,16) -> (12,-1,16)
Connected (13,-1,16) -> (13,0,16)
Ignored (13,-2,16) because it's out of bounds.
Connected (13,-1,16) -> (13,-1,17)
Connected (13,-1,16) -> (13,-1,15)
====================
13,-1,17 (13,-1,17)
Connected (13,-1,17) -> (14,-1,17)
Connected (13,-1,17) -> (12,-1,17)
Connected (13,-1,17) -> (13,0,17)
Ignored (13,-2,17) because it's out of bounds.
Connected (13,-1,17) -> (13,-1,18)
Connected (13,-1,17) -> (13,-1,16)
====================
13,-1,18 (13,-1,18)
Connected (13,-1,18) -> (14,-1,18)
Connected (13,-1,18) -> (12,-1,18)
Connected (13,-1,18) -> (13,0,18)
Ignored (13,-2,18) because it's out of bounds.
Connected (13,-1,18) -> (13,-1,19)
Connected (13,-1,18) -> (13,-1,17)
====================
13,-1,19 (13,-1,19)
Connected (13,-1,19) -> (14,-1,19)
Connected (13,-1,19) -> (12,-1,19)
Connected (13,-1,19) -> (13,0,19)
Ignored (13,-2,19) because it's out of bounds.
Connected (13,-1,19) -> (13,-1,20)
Connected (13,-1,19) -> (13,-1,18)
====================
13,-1,20 (13,-1,20)
Connected (13,-1,20) -> (14,-1,20)
Connected (13,-1,20) -> (12,-1,20)
Connected (13,-1,20) -> (13,0,20)
Ignored (13,-2,20) because it's out of bounds.
Ignored (13,-1,21) because it's out of bounds.
Connected (13,-1,20) -> (13,-1,19)
====================
13,0,-1 (13,0,-1)
Connected (13,0,-1) -> (14,0,-1)
Connected (13,0,-1) -> (12,0,-1)
Connected (13,0,-1) -> (13,1,-1)
Connected (13,0,-1) -> (13,-1,-1)
Connected (13,0,-1) -> (13,0,0)
Ignored (13,0,-2) because it's out of bounds.
====================
13,0,0 (13,0,0)
Connected (13,0,0) -> (14,0,0)
Connected (13,0,0) -> (12,0,0)
Connected (13,0,0) -> (13,1,0)
Connected (13,0,0) -> (13,-1,0)
Connected (13,0,0) -> (13,0,1)
Connected (13,0,0) -> (13,0,-1)
====================
13,0,1 (13,0,1)
Connected (13,0,1) -> (14,0,1)
Connected (13,0,1) -> (12,0,1)
Connected (13,0,1) -> (13,1,1)
Connected (13,0,1) -> (13,-1,1)
Connected (13,0,1) -> (13,0,2)
Connected (13,0,1) -> (13,0,0)
====================
13,0,2 (13,0,2)
Connected (13,0,2) -> (14,0,2)
Connected (13,0,2) -> (12,0,2)
Connected (13,0,2) -> (13,1,2)
Connected (13,0,2) -> (13,-1,2)
Connected (13,0,2) -> (13,0,3)
Connected (13,0,2) -> (13,0,1)
====================
13,0,3 (13,0,3)
Connected (13,0,3) -> (14,0,3)
Connected (13,0,3) -> (12,0,3)
Connected (13,0,3) -> (13,1,3)
Connected (13,0,3) -> (13,-1,3)
Connected (13,0,3) -> (13,0,4)
Connected (13,0,3) -> (13,0,2)
====================
13,0,4 (13,0,4)
Connected (13,0,4) -> (14,0,4)
Connected (13,0,4) -> (12,0,4)
Connected (13,0,4) -> (13,1,4)
Connected (13,0,4) -> (13,-1,4)
Connected (13,0,4) -> (13,0,5)
Connected (13,0,4) -> (13,0,3)
====================
13,0,5 (13,0,5)
Connected (13,0,5) -> (14,0,5)
Connected (13,0,5) -> (12,0,5)
Connected (13,0,5) -> (13,1,5)
Connected (13,0,5) -> (13,-1,5)
Connected (13,0,5) -> (13,0,6)
Connected (13,0,5) -> (13,0,4)
====================
13,0,6 (13,0,6)
Connected (13,0,6) -> (14,0,6)
Connected (13,0,6) -> (12,0,6)
Connected (13,0,6) -> (13,1,6)
Connected (13,0,6) -> (13,-1,6)
Connected (13,0,6) -> (13,0,7)
Connected (13,0,6) -> (13,0,5)
====================
13,0,7 (13,0,7)
Connected (13,0,7) -> (14,0,7)
Connected (13,0,7) -> (12,0,7)
Connected (13,0,7) -> (13,1,7)
Connected (13,0,7) -> (13,-1,7)
Connected (13,0,7) -> (13,0,8)
Connected (13,0,7) -> (13,0,6)
====================
13,0,8 (13,0,8)
Connected (13,0,8) -> (14,0,8)
Connected (13,0,8) -> (12,0,8)
Connected (13,0,8) -> (13,1,8)
Connected (13,0,8) -> (13,-1,8)
Connected (13,0,8) -> (13,0,9)
Connected (13,0,8) -> (13,0,7)
====================
13,0,9 (13,0,9)
Connected (13,0,9) -> (14,0,9)
Connected (13,0,9) -> (12,0,9)
Connected (13,0,9) -> (13,1,9)
Connected (13,0,9) -> (13,-1,9)
Connected (13,0,9) -> (13,0,10)
Connected (13,0,9) -> (13,0,8)
====================
13,0,10 (13,0,10)
Connected (13,0,10) -> (14,0,10)
Connected (13,0,10) -> (12,0,10)
Connected (13,0,10) -> (13,1,10)
Connected (13,0,10) -> (13,-1,10)
Connected (13,0,10) -> (13,0,11)
Connected (13,0,10) -> (13,0,9)
====================
13,0,11 (13,0,11)
Connected (13,0,11) -> (14,0,11)
Connected (13,0,11) -> (12,0,11)
Connected (13,0,11) -> (13,1,11)
Connected (13,0,11) -> (13,-1,11)
Connected (13,0,11) -> (13,0,12)
Connected (13,0,11) -> (13,0,10)
====================
13,0,12 (13,0,12)
Connected (13,0,12) -> (14,0,12)
Connected (13,0,12) -> (12,0,12)
Connected (13,0,12) -> (13,1,12)
Connected (13,0,12) -> (13,-1,12)
Connected (13,0,12) -> (13,0,13)
Connected (13,0,12) -> (13,0,11)
====================
13,0,13 (13,0,13)
Connected (13,0,13) -> (14,0,13)
Connected (13,0,13) -> (12,0,13)
Connected (13,0,13) -> (13,1,13)
Connected (13,0,13) -> (13,-1,13)
Connected (13,0,13) -> (13,0,14)
Connected (13,0,13) -> (13,0,12)
====================
13,0,14 (13,0,14)
Connected (13,0,14) -> (14,0,14)
Connected (13,0,14) -> (12,0,14)
Connected (13,0,14) -> (13,1,14)
Connected (13,0,14) -> (13,-1,14)
Connected (13,0,14) -> (13,0,15)
Connected (13,0,14) -> (13,0,13)
====================
13,0,15 (13,0,15)
Connected (13,0,15) -> (14,0,15)
Connected (13,0,15) -> (12,0,15)
Connected (13,0,15) -> (13,1,15)
Connected (13,0,15) -> (13,-1,15)
Connected (13,0,15) -> (13,0,16)
Connected (13,0,15) -> (13,0,14)
====================
13,0,16 (13,0,16)
Connected (13,0,16) -> (14,0,16)
Connected (13,0,16) -> (12,0,16)
Connected (13,0,16) -> (13,1,16)
Connected (13,0,16) -> (13,-1,16)
Connected (13,0,16) -> (13,0,17)
Connected (13,0,16) -> (13,0,15)
====================
13,0,17 (13,0,17)
Connected (13,0,17) -> (14,0,17)
Connected (13,0,17) -> (12,0,17)
Connected (13,0,17) -> (13,1,17)
Connected (13,0,17) -> (13,-1,17)
Connected (13,0,17) -> (13,0,18)
Connected (13,0,17) -> (13,0,16)
====================
13,0,18 (13,0,18)
Connected (13,0,18) -> (14,0,18)
Connected (13,0,18) -> (12,0,18)
Connected (13,0,18) -> (13,1,18)
Connected (13,0,18) -> (13,-1,18)
Connected (13,0,18) -> (13,0,19)
Connected (13,0,18) -> (13,0,17)
====================
13,0,19 (13,0,19)
Connected (13,0,19) -> (14,0,19)
Connected (13,0,19) -> (12,0,19)
Connected (13,0,19) -> (13,1,19)
Connected (13,0,19) -> (13,-1,19)
Connected (13,0,19) -> (13,0,20)
Connected (13,0,19) -> (13,0,18)
====================
13,0,20 (13,0,20)
Connected (13,0,20) -> (14,0,20)
Connected (13,0,20) -> (12,0,20)
Connected (13,0,20) -> (13,1,20)
Connected (13,0,20) -> (13,-1,20)
Ignored (13,0,21) because it's out of bounds.
Connected (13,0,20) -> (13,0,19)
====================
13,1,-1 (13,1,-1)
Connected (13,1,-1) -> (14,1,-1)
Connected (13,1,-1) -> (12,1,-1)
Connected (13,1,-1) -> (13,2,-1)
Connected (13,1,-1) -> (13,0,-1)
Connected (13,1,-1) -> (13,1,0)
Ignored (13,1,-2) because it's out of bounds.
====================
13,1,0 (13,1,0)
Connected (13,1,0) -> (14,1,0)
Connected (13,1,0) -> (12,1,0)
Connected (13,1,0) -> (13,2,0)
Connected (13,1,0) -> (13,0,0)
Connected (13,1,0) -> (13,1,1)
Connected (13,1,0) -> (13,1,-1)
====================
13,1,1 (13,1,1)
Connected (13,1,1) -> (14,1,1)
Connected (13,1,1) -> (12,1,1)
Connected (13,1,1) -> (13,2,1)
Connected (13,1,1) -> (13,0,1)
Connected (13,1,1) -> (13,1,2)
Connected (13,1,1) -> (13,1,0)
====================
13,1,2 (13,1,2)
Connected (13,1,2) -> (14,1,2)
Connected (13,1,2) -> (12,1,2)
Connected (13,1,2) -> (13,2,2)
Connected (13,1,2) -> (13,0,2)
Connected (13,1,2) -> (13,1,3)
Connected (13,1,2) -> (13,1,1)
====================
13,1,3 (13,1,3)
Connected (13,1,3) -> (14,1,3)
Connected (13,1,3) -> (12,1,3)
Connected (13,1,3) -> (13,2,3)
Connected (13,1,3) -> (13,0,3)
Connected (13,1,3) -> (13,1,4)
Connected (13,1,3) -> (13,1,2)
====================
13,1,4 (13,1,4)
Connected (13,1,4) -> (14,1,4)
Connected (13,1,4) -> (12,1,4)
Connected (13,1,4) -> (13,2,4)
Connected (13,1,4) -> (13,0,4)
Connected (13,1,4) -> (13,1,5)
Connected (13,1,4) -> (13,1,3)
====================
13,1,5 (13,1,5)
Connected (13,1,5) -> (14,1,5)
Connected (13,1,5) -> (12,1,5)
Connected (13,1,5) -> (13,2,5)
Connected (13,1,5) -> (13,0,5)
Connected (13,1,5) -> (13,1,6)
Connected (13,1,5) -> (13,1,4)
====================
13,1,6 (13,1,6)
Connected (13,1,6) -> (14,1,6)
Connected (13,1,6) -> (12,1,6)
Connected (13,1,6) -> (13,2,6)
Connected (13,1,6) -> (13,0,6)
Connected (13,1,6) -> (13,1,7)
Connected (13,1,6) -> (13,1,5)
====================
13,1,7 (13,1,7)
Connected (13,1,7) -> (14,1,7)
Connected (13,1,7) -> (12,1,7)
Ignored (13,2,7) because a block exists there.
Connected (13,1,7) -> (13,0,7)
Connected (13,1,7) -> (13,1,8)
Connected (13,1,7) -> (13,1,6)
====================
13,1,8 (13,1,8)
Connected (13,1,8) -> (14,1,8)
Ignored (12,1,8) because a block exists there.
Ignored (13,2,8) because a block exists there.
Connected (13,1,8) -> (13,0,8)
Connected (13,1,8) -> (13,1,9)
Connected (13,1,8) -> (13,1,7)
====================
13,1,9 (13,1,9)
Connected (13,1,9) -> (14,1,9)
Ignored (12,1,9) because a block exists there.
Ignored (13,2,9) because a block exists there.
Connected (13,1,9) -> (13,0,9)
Connected (13,1,9) -> (13,1,10)
Connected (13,1,9) -> (13,1,8)
====================
13,1,10 (13,1,10)
Connected (13,1,10) -> (14,1,10)
Ignored (12,1,10) because a block exists there.
Ignored (13,2,10) because a block exists there.
Connected (13,1,10) -> (13,0,10)
Connected (13,1,10) -> (13,1,11)
Connected (13,1,10) -> (13,1,9)
====================
13,1,11 (13,1,11)
Connected (13,1,11) -> (14,1,11)
Connected (13,1,11) -> (12,1,11)
Ignored (13,2,11) because a block exists there.
Connected (13,1,11) -> (13,0,11)
Connected (13,1,11) -> (13,1,12)
Connected (13,1,11) -> (13,1,10)
====================
13,1,12 (13,1,12)
Connected (13,1,12) -> (14,1,12)
Ignored (12,1,12) because a block exists there.
Ignored (13,2,12) because a block exists there.
Connected (13,1,12) -> (13,0,12)
Connected (13,1,12) -> (13,1,13)
Connected (13,1,12) -> (13,1,11)
====================
13,1,13 (13,1,13)
Connected (13,1,13) -> (14,1,13)
Connected (13,1,13) -> (12,1,13)
Ignored (13,2,13) because a block exists there.
Connected (13,1,13) -> (13,0,13)
Connected (13,1,13) -> (13,1,14)
Connected (13,1,13) -> (13,1,12)
====================
13,1,14 (13,1,14)
Connected (13,1,14) -> (14,1,14)
Connected (13,1,14) -> (12,1,14)
Connected (13,1,14) -> (13,2,14)
Connected (13,1,14) -> (13,0,14)
Connected (13,1,14) -> (13,1,15)
Connected (13,1,14) -> (13,1,13)
====================
13,1,15 (13,1,15)
Connected (13,1,15) -> (14,1,15)
Connected (13,1,15) -> (12,1,15)
Connected (13,1,15) -> (13,2,15)
Connected (13,1,15) -> (13,0,15)
Connected (13,1,15) -> (13,1,16)
Connected (13,1,15) -> (13,1,14)
====================
13,1,16 (13,1,16)
Connected (13,1,16) -> (14,1,16)
Connected (13,1,16) -> (12,1,16)
Connected (13,1,16) -> (13,2,16)
Connected (13,1,16) -> (13,0,16)
Connected (13,1,16) -> (13,1,17)
Connected (13,1,16) -> (13,1,15)
====================
13,1,17 (13,1,17)
Connected (13,1,17) -> (14,1,17)
Connected (13,1,17) -> (12,1,17)
Connected (13,1,17) -> (13,2,17)
Connected (13,1,17) -> (13,0,17)
Connected (13,1,17) -> (13,1,18)
Connected (13,1,17) -> (13,1,16)
====================
13,1,18 (13,1,18)
Connected (13,1,18) -> (14,1,18)
Connected (13,1,18) -> (12,1,18)
Connected (13,1,18) -> (13,2,18)
Connected (13,1,18) -> (13,0,18)
Connected (13,1,18) -> (13,1,19)
Connected (13,1,18) -> (13,1,17)
====================
13,1,19 (13,1,19)
Connected (13,1,19) -> (14,1,19)
Connected (13,1,19) -> (12,1,19)
Connected (13,1,19) -> (13,2,19)
Connected (13,1,19) -> (13,0,19)
Connected (13,1,19) -> (13,1,20)
Connected (13,1,19) -> (13,1,18)
====================
13,1,20 (13,1,20)
Connected (13,1,20) -> (14,1,20)
Connected (13,1,20) -> (12,1,20)
Connected (13,1,20) -> (13,2,20)
Connected (13,1,20) -> (13,0,20)
Ignored (13,1,21) because it's out of bounds.
Connected (13,1,20) -> (13,1,19)
====================
13,2,-1 (13,2,-1)
Connected (13,2,-1) -> (14,2,-1)
Connected (13,2,-1) -> (12,2,-1)
Connected (13,2,-1) -> (13,3,-1)
Connected (13,2,-1) -> (13,1,-1)
Connected (13,2,-1) -> (13,2,0)
Ignored (13,2,-2) because it's out of bounds.
====================
13,2,0 (13,2,0)
Connected (13,2,0) -> (14,2,0)
Connected (13,2,0) -> (12,2,0)
Connected (13,2,0) -> (13,3,0)
Connected (13,2,0) -> (13,1,0)
Connected (13,2,0) -> (13,2,1)
Connected (13,2,0) -> (13,2,-1)
====================
13,2,1 (13,2,1)
Connected (13,2,1) -> (14,2,1)
Connected (13,2,1) -> (12,2,1)
Connected (13,2,1) -> (13,3,1)
Connected (13,2,1) -> (13,1,1)
Connected (13,2,1) -> (13,2,2)
Connected (13,2,1) -> (13,2,0)
====================
13,2,2 (13,2,2)
Connected (13,2,2) -> (14,2,2)
Connected (13,2,2) -> (12,2,2)
Connected (13,2,2) -> (13,3,2)
Connected (13,2,2) -> (13,1,2)
Connected (13,2,2) -> (13,2,3)
Connected (13,2,2) -> (13,2,1)
====================
13,2,3 (13,2,3)
Connected (13,2,3) -> (14,2,3)
Connected (13,2,3) -> (12,2,3)
Connected (13,2,3) -> (13,3,3)
Connected (13,2,3) -> (13,1,3)
Connected (13,2,3) -> (13,2,4)
Connected (13,2,3) -> (13,2,2)
====================
13,2,4 (13,2,4)
Connected (13,2,4) -> (14,2,4)
Connected (13,2,4) -> (12,2,4)
Connected (13,2,4) -> (13,3,4)
Connected (13,2,4) -> (13,1,4)
Connected (13,2,4) -> (13,2,5)
Connected (13,2,4) -> (13,2,3)
====================
13,2,5 (13,2,5)
Connected (13,2,5) -> (14,2,5)
Connected (13,2,5) -> (12,2,5)
Ignored (13,3,5) because a block exists there.
Connected (13,2,5) -> (13,1,5)
Connected (13,2,5) -> (13,2,6)
Connected (13,2,5) -> (13,2,4)
====================
13,2,6 (13,2,6)
Connected (13,2,6) -> (14,2,6)
Ignored (12,2,6) because a block exists there.
Ignored (13,3,6) because a block exists there.
Connected (13,2,6) -> (13,1,6)
Ignored (13,2,7) because a block exists there.
Connected (13,2,6) -> (13,2,5)
====================
13,2,14 (13,2,14)
Connected (13,2,14) -> (14,2,14)
Connected (13,2,14) -> (12,2,14)
Ignored (13,3,14) because a block exists there.
Connected (13,2,14) -> (13,1,14)
Connected (13,2,14) -> (13,2,15)
Ignored (13,2,13) because a block exists there.
====================
13,2,15 (13,2,15)
Connected (13,2,15) -> (14,2,15)
Connected (13,2,15) -> (12,2,15)
Ignored (13,3,15) because a block exists there.
Connected (13,2,15) -> (13,1,15)
Connected (13,2,15) -> (13,2,16)
Connected (13,2,15) -> (13,2,14)
====================
13,2,16 (13,2,16)
Connected (13,2,16) -> (14,2,16)
Connected (13,2,16) -> (12,2,16)
Connected (13,2,16) -> (13,3,16)
Connected (13,2,16) -> (13,1,16)
Connected (13,2,16) -> (13,2,17)
Connected (13,2,16) -> (13,2,15)
====================
13,2,17 (13,2,17)
Connected (13,2,17) -> (14,2,17)
Connected (13,2,17) -> (12,2,17)
Connected (13,2,17) -> (13,3,17)
Connected (13,2,17) -> (13,1,17)
Connected (13,2,17) -> (13,2,18)
Connected (13,2,17) -> (13,2,16)
====================
13,2,18 (13,2,18)
Connected (13,2,18) -> (14,2,18)
Connected (13,2,18) -> (12,2,18)
Connected (13,2,18) -> (13,3,18)
Connected (13,2,18) -> (13,1,18)
Connected (13,2,18) -> (13,2,19)
Connected (13,2,18) -> (13,2,17)
====================
13,2,19 (13,2,19)
Connected (13,2,19) -> (14,2,19)
Connected (13,2,19) -> (12,2,19)
Connected (13,2,19) -> (13,3,19)
Connected (13,2,19) -> (13,1,19)
Connected (13,2,19) -> (13,2,20)
Connected (13,2,19) -> (13,2,18)
====================
13,2,20 (13,2,20)
Connected (13,2,20) -> (14,2,20)
Connected (13,2,20) -> (12,2,20)
Connected (13,2,20) -> (13,3,20)
Connected (13,2,20) -> (13,1,20)
Ignored (13,2,21) because it's out of bounds.
Connected (13,2,20) -> (13,2,19)
====================
13,3,-1 (13,3,-1)
Connected (13,3,-1) -> (14,3,-1)
Connected (13,3,-1) -> (12,3,-1)
Connected (13,3,-1) -> (13,4,-1)
Connected (13,3,-1) -> (13,2,-1)
Connected (13,3,-1) -> (13,3,0)
Ignored (13,3,-2) because it's out of bounds.
====================
13,3,0 (13,3,0)
Connected (13,3,0) -> (14,3,0)
Connected (13,3,0) -> (12,3,0)
Connected (13,3,0) -> (13,4,0)
Connected (13,3,0) -> (13,2,0)
Connected (13,3,0) -> (13,3,1)
Connected (13,3,0) -> (13,3,-1)
====================
13,3,1 (13,3,1)
Connected (13,3,1) -> (14,3,1)
Connected (13,3,1) -> (12,3,1)
Connected (13,3,1) -> (13,4,1)
Connected (13,3,1) -> (13,2,1)
Connected (13,3,1) -> (13,3,2)
Connected (13,3,1) -> (13,3,0)
====================
13,3,2 (13,3,2)
Connected (13,3,2) -> (14,3,2)
Connected (13,3,2) -> (12,3,2)
Connected (13,3,2) -> (13,4,2)
Connected (13,3,2) -> (13,2,2)
Connected (13,3,2) -> (13,3,3)
Connected (13,3,2) -> (13,3,1)
====================
13,3,3 (13,3,3)
Connected (13,3,3) -> (14,3,3)
Connected (13,3,3) -> (12,3,3)
Ignored (13,4,3) because a block exists there.
Connected (13,3,3) -> (13,2,3)
Connected (13,3,3) -> (13,3,4)
Connected (13,3,3) -> (13,3,2)
====================
13,3,4 (13,3,4)
Connected (13,3,4) -> (14,3,4)
Connected (13,3,4) -> (12,3,4)
Ignored (13,4,4) because a block exists there.
Connected (13,3,4) -> (13,2,4)
Ignored (13,3,5) because a block exists there.
Connected (13,3,4) -> (13,3,3)
====================
13,3,16 (13,3,16)
Connected (13,3,16) -> (14,3,16)
Connected (13,3,16) -> (12,3,16)
Connected (13,3,16) -> (13,4,16)
Connected (13,3,16) -> (13,2,16)
Connected (13,3,16) -> (13,3,17)
Ignored (13,3,15) because a block exists there.
====================
13,3,17 (13,3,17)
Connected (13,3,17) -> (14,3,17)
Connected (13,3,17) -> (12,3,17)
Connected (13,3,17) -> (13,4,17)
Connected (13,3,17) -> (13,2,17)
Connected (13,3,17) -> (13,3,18)
Connected (13,3,17) -> (13,3,16)
====================
13,3,18 (13,3,18)
Connected (13,3,18) -> (14,3,18)
Connected (13,3,18) -> (12,3,18)
Connected (13,3,18) -> (13,4,18)
Connected (13,3,18) -> (13,2,18)
Connected (13,3,18) -> (13,3,19)
Connected (13,3,18) -> (13,3,17)
====================
13,3,19 (13,3,19)
Connected (13,3,19) -> (14,3,19)
Connected (13,3,19) -> (12,3,19)
Connected (13,3,19) -> (13,4,19)
Connected (13,3,19) -> (13,2,19)
Connected (13,3,19) -> (13,3,20)
Connected (13,3,19) -> (13,3,18)
====================
13,3,20 (13,3,20)
Connected (13,3,20) -> (14,3,20)
Connected (13,3,20) -> (12,3,20)
Connected (13,3,20) -> (13,4,20)
Connected (13,3,20) -> (13,2,20)
Ignored (13,3,21) because it's out of bounds.
Connected (13,3,20) -> (13,3,19)
====================
13,4,-1 (13,4,-1)
Connected (13,4,-1) -> (14,4,-1)
Connected (13,4,-1) -> (12,4,-1)
Connected (13,4,-1) -> (13,5,-1)
Connected (13,4,-1) -> (13,3,-1)
Connected (13,4,-1) -> (13,4,0)
Ignored (13,4,-2) because it's out of bounds.
====================
13,4,0 (13,4,0)
Connected (13,4,0) -> (14,4,0)
Connected (13,4,0) -> (12,4,0)
Connected (13,4,0) -> (13,5,0)
Connected (13,4,0) -> (13,3,0)
Connected (13,4,0) -> (13,4,1)
Connected (13,4,0) -> (13,4,-1)
====================
13,4,1 (13,4,1)
Connected (13,4,1) -> (14,4,1)
Connected (13,4,1) -> (12,4,1)
Connected (13,4,1) -> (13,5,1)
Connected (13,4,1) -> (13,3,1)
Connected (13,4,1) -> (13,4,2)
Connected (13,4,1) -> (13,4,0)
====================
13,4,2 (13,4,2)
Connected (13,4,2) -> (14,4,2)
Connected (13,4,2) -> (12,4,2)
Ignored (13,5,2) because a block exists there.
Connected (13,4,2) -> (13,3,2)
Ignored (13,4,3) because a block exists there.
Connected (13,4,2) -> (13,4,1)
====================
13,4,10 (13,4,10)
Ignored (14,4,10) because a block exists there.
Connected (13,4,10) -> (12,4,10)
Connected (13,4,10) -> (13,5,10)
Ignored (13,3,10) because a block exists there.
Ignored (13,4,11) because a block exists there.
Ignored (13,4,9) because a block exists there.
====================
13,4,16 (13,4,16)
Connected (13,4,16) -> (14,4,16)
Ignored (12,4,16) because a block exists there.
Ignored (13,5,16) because a block exists there.
Connected (13,4,16) -> (13,3,16)
Connected (13,4,16) -> (13,4,17)
Ignored (13,4,15) because a block exists there.
====================
13,4,17 (13,4,17)
Connected (13,4,17) -> (14,4,17)
Connected (13,4,17) -> (12,4,17)
Connected (13,4,17) -> (13,5,17)
Connected (13,4,17) -> (13,3,17)
Connected (13,4,17) -> (13,4,18)
Connected (13,4,17) -> (13,4,16)
====================
13,4,18 (13,4,18)
Connected (13,4,18) -> (14,4,18)
Connected (13,4,18) -> (12,4,18)
Connected (13,4,18) -> (13,5,18)
Connected (13,4,18) -> (13,3,18)
Connected (13,4,18) -> (13,4,19)
Connected (13,4,18) -> (13,4,17)
====================
13,4,19 (13,4,19)
Connected (13,4,19) -> (14,4,19)
Connected (13,4,19) -> (12,4,19)
Connected (13,4,19) -> (13,5,19)
Connected (13,4,19) -> (13,3,19)
Connected (13,4,19) -> (13,4,20)
Connected (13,4,19) -> (13,4,18)
====================
13,4,20 (13,4,20)
Connected (13,4,20) -> (14,4,20)
Connected (13,4,20) -> (12,4,20)
Connected (13,4,20) -> (13,5,20)
Connected (13,4,20) -> (13,3,20)
Ignored (13,4,21) because it's out of bounds.
Connected (13,4,20) -> (13,4,19)
====================
13,5,-1 (13,5,-1)
Connected (13,5,-1) -> (14,5,-1)
Connected (13,5,-1) -> (12,5,-1)
Connected (13,5,-1) -> (13,6,-1)
Connected (13,5,-1) -> (13,4,-1)
Connected (13,5,-1) -> (13,5,0)
Ignored (13,5,-2) because it's out of bounds.
====================
13,5,0 (13,5,0)
Connected (13,5,0) -> (14,5,0)
Connected (13,5,0) -> (12,5,0)
Connected (13,5,0) -> (13,6,0)
Connected (13,5,0) -> (13,4,0)
Connected (13,5,0) -> (13,5,1)
Connected (13,5,0) -> (13,5,-1)
====================
13,5,1 (13,5,1)
Connected (13,5,1) -> (14,5,1)
Connected (13,5,1) -> (12,5,1)
Connected (13,5,1) -> (13,6,1)
Connected (13,5,1) -> (13,4,1)
Ignored (13,5,2) because a block exists there.
Connected (13,5,1) -> (13,5,0)
====================
13,5,6 (13,5,6)
Ignored (14,5,6) because a block exists there.
Connected (13,5,6) -> (12,5,6)
Ignored (13,6,6) because a block exists there.
Ignored (13,4,6) because a block exists there.
Connected (13,5,6) -> (13,5,7)
Ignored (13,5,5) because a block exists there.
====================
13,5,7 (13,5,7)
Ignored (14,5,7) because a block exists there.
Connected (13,5,7) -> (12,5,7)
Connected (13,5,7) -> (13,6,7)
Ignored (13,4,7) because a block exists there.
Connected (13,5,7) -> (13,5,8)
Connected (13,5,7) -> (13,5,6)
====================
13,5,8 (13,5,8)
Connected (13,5,8) -> (14,5,8)
Connected (13,5,8) -> (12,5,8)
Connected (13,5,8) -> (13,6,8)
Ignored (13,4,8) because a block exists there.
Ignored (13,5,9) because a block exists there.
Connected (13,5,8) -> (13,5,7)
====================
13,5,10 (13,5,10)
Connected (13,5,10) -> (14,5,10)
Connected (13,5,10) -> (12,5,10)
Connected (13,5,10) -> (13,6,10)
Connected (13,5,10) -> (13,4,10)
Connected (13,5,10) -> (13,5,11)
Ignored (13,5,9) because a block exists there.
====================
13,5,11 (13,5,11)
Connected (13,5,11) -> (14,5,11)
Connected (13,5,11) -> (12,5,11)
Connected (13,5,11) -> (13,6,11)
Ignored (13,4,11) because a block exists there.
Connected (13,5,11) -> (13,5,12)
Connected (13,5,11) -> (13,5,10)
====================
13,5,12 (13,5,12)
Ignored (14,5,12) because a block exists there.
Connected (13,5,12) -> (12,5,12)
Connected (13,5,12) -> (13,6,12)
Ignored (13,4,12) because a block exists there.
Ignored (13,5,13) because a block exists there.
Connected (13,5,12) -> (13,5,11)
====================
13,5,17 (13,5,17)
Connected (13,5,17) -> (14,5,17)
Ignored (12,5,17) because a block exists there.
Connected (13,5,17) -> (13,6,17)
Connected (13,5,17) -> (13,4,17)
Connected (13,5,17) -> (13,5,18)
Ignored (13,5,16) because a block exists there.
====================
13,5,18 (13,5,18)
Connected (13,5,18) -> (14,5,18)
Connected (13,5,18) -> (12,5,18)
Connected (13,5,18) -> (13,6,18)
Connected (13,5,18) -> (13,4,18)
Connected (13,5,18) -> (13,5,19)
Connected (13,5,18) -> (13,5,17)
====================
13,5,19 (13,5,19)
Connected (13,5,19) -> (14,5,19)
Connected (13,5,19) -> (12,5,19)
Connected (13,5,19) -> (13,6,19)
Connected (13,5,19) -> (13,4,19)
Connected (13,5,19) -> (13,5,20)
Connected (13,5,19) -> (13,5,18)
====================
13,5,20 (13,5,20)
Connected (13,5,20) -> (14,5,20)
Connected (13,5,20) -> (12,5,20)
Connected (13,5,20) -> (13,6,20)
Connected (13,5,20) -> (13,4,20)
Ignored (13,5,21) because it's out of bounds.
Connected (13,5,20) -> (13,5,19)
====================
13,6,-1 (13,6,-1)
Connected (13,6,-1) -> (14,6,-1)
Connected (13,6,-1) -> (12,6,-1)
Connected (13,6,-1) -> (13,7,-1)
Connected (13,6,-1) -> (13,5,-1)
Connected (13,6,-1) -> (13,6,0)
Ignored (13,6,-2) because it's out of bounds.
====================
13,6,0 (13,6,0)
Connected (13,6,0) -> (14,6,0)
Connected (13,6,0) -> (12,6,0)
Connected (13,6,0) -> (13,7,0)
Connected (13,6,0) -> (13,5,0)
Connected (13,6,0) -> (13,6,1)
Connected (13,6,0) -> (13,6,-1)
====================
13,6,1 (13,6,1)
Connected (13,6,1) -> (14,6,1)
Connected (13,6,1) -> (12,6,1)
Connected (13,6,1) -> (13,7,1)
Connected (13,6,1) -> (13,5,1)
Ignored (13,6,2) because a block exists there.
Connected (13,6,1) -> (13,6,0)
====================
13,6,7 (13,6,7)
Connected (13,6,7) -> (14,6,7)
Connected (13,6,7) -> (12,6,7)
Connected (13,6,7) -> (13,7,7)
Connected (13,6,7) -> (13,5,7)
Connected (13,6,7) -> (13,6,8)
Ignored (13,6,6) because a block exists there.
====================
13,6,8 (13,6,8)
Ignored (14,6,8) because a block exists there.
Connected (13,6,8) -> (12,6,8)
Connected (13,6,8) -> (13,7,8)
Connected (13,6,8) -> (13,5,8)
Connected (13,6,8) -> (13,6,9)
Connected (13,6,8) -> (13,6,7)
====================
13,6,9 (13,6,9)
Connected (13,6,9) -> (14,6,9)
Connected (13,6,9) -> (12,6,9)
Connected (13,6,9) -> (13,7,9)
Ignored (13,5,9) because a block exists there.
Connected (13,6,9) -> (13,6,10)
Connected (13,6,9) -> (13,6,8)
====================
13,6,10 (13,6,10)
Connected (13,6,10) -> (14,6,10)
Connected (13,6,10) -> (12,6,10)
Connected (13,6,10) -> (13,7,10)
Connected (13,6,10) -> (13,5,10)
Connected (13,6,10) -> (13,6,11)
Connected (13,6,10) -> (13,6,9)
====================
13,6,11 (13,6,11)
Ignored (14,6,11) because a block exists there.
Connected (13,6,11) -> (12,6,11)
Connected (13,6,11) -> (13,7,11)
Connected (13,6,11) -> (13,5,11)
Connected (13,6,11) -> (13,6,12)
Connected (13,6,11) -> (13,6,10)
====================
13,6,12 (13,6,12)
Ignored (14,6,12) because a block exists there.
Connected (13,6,12) -> (12,6,12)
Connected (13,6,12) -> (13,7,12)
Connected (13,6,12) -> (13,5,12)
Connected (13,6,12) -> (13,6,13)
Connected (13,6,12) -> (13,6,11)
====================
13,6,13 (13,6,13)
Ignored (14,6,13) because a block exists there.
Connected (13,6,13) -> (12,6,13)
Connected (13,6,13) -> (13,7,13)
Ignored (13,5,13) because a block exists there.
Ignored (13,6,14) because a block exists there.
Connected (13,6,13) -> (13,6,12)
====================
13,6,17 (13,6,17)
Connected (13,6,17) -> (14,6,17)
Ignored (12,6,17) because a block exists there.
Ignored (13,7,17) because a block exists there.
Connected (13,6,17) -> (13,5,17)
Connected (13,6,17) -> (13,6,18)
Ignored (13,6,16) because a block exists there.
====================
13,6,18 (13,6,18)
Connected (13,6,18) -> (14,6,18)
Ignored (12,6,18) because a block exists there.
Ignored (13,7,18) because a block exists there.
Connected (13,6,18) -> (13,5,18)
Connected (13,6,18) -> (13,6,19)
Connected (13,6,18) -> (13,6,17)
====================
13,6,19 (13,6,19)
Connected (13,6,19) -> (14,6,19)
Connected (13,6,19) -> (12,6,19)
Connected (13,6,19) -> (13,7,19)
Connected (13,6,19) -> (13,5,19)
Connected (13,6,19) -> (13,6,20)
Connected (13,6,19) -> (13,6,18)
====================
13,6,20 (13,6,20)
Connected (13,6,20) -> (14,6,20)
Connected (13,6,20) -> (12,6,20)
Connected (13,6,20) -> (13,7,20)
Connected (13,6,20) -> (13,5,20)
Ignored (13,6,21) because it's out of bounds.
Connected (13,6,20) -> (13,6,19)
====================
13,7,-1 (13,7,-1)
Connected (13,7,-1) -> (14,7,-1)
Connected (13,7,-1) -> (12,7,-1)
Connected (13,7,-1) -> (13,8,-1)
Connected (13,7,-1) -> (13,6,-1)
Connected (13,7,-1) -> (13,7,0)
Ignored (13,7,-2) because it's out of bounds.
====================
13,7,0 (13,7,0)
Connected (13,7,0) -> (14,7,0)
Connected (13,7,0) -> (12,7,0)
Connected (13,7,0) -> (13,8,0)
Connected (13,7,0) -> (13,6,0)
Connected (13,7,0) -> (13,7,1)
Connected (13,7,0) -> (13,7,-1)
====================
13,7,1 (13,7,1)
Connected (13,7,1) -> (14,7,1)
Connected (13,7,1) -> (12,7,1)
Ignored (13,8,1) because a block exists there.
Connected (13,7,1) -> (13,6,1)
Ignored (13,7,2) because a block exists there.
Connected (13,7,1) -> (13,7,0)
====================
13,7,5 (13,7,5)
Ignored (14,7,5) because a block exists there.
Connected (13,7,5) -> (12,7,5)
Connected (13,7,5) -> (13,8,5)
Ignored (13,6,5) because a block exists there.
Connected (13,7,5) -> (13,7,6)
Ignored (13,7,4) because a block exists there.
====================
13,7,6 (13,7,6)
Connected (13,7,6) -> (14,7,6)
Connected (13,7,6) -> (12,7,6)
Connected (13,7,6) -> (13,8,6)
Ignored (13,6,6) because a block exists there.
Connected (13,7,6) -> (13,7,7)
Connected (13,7,6) -> (13,7,5)
====================
13,7,7 (13,7,7)
Connected (13,7,7) -> (14,7,7)
Connected (13,7,7) -> (12,7,7)
Connected (13,7,7) -> (13,8,7)
Connected (13,7,7) -> (13,6,7)
Connected (13,7,7) -> (13,7,8)
Connected (13,7,7) -> (13,7,6)
====================
13,7,8 (13,7,8)
Connected (13,7,8) -> (14,7,8)
Connected (13,7,8) -> (12,7,8)
Connected (13,7,8) -> (13,8,8)
Connected (13,7,8) -> (13,6,8)
Connected (13,7,8) -> (13,7,9)
Connected (13,7,8) -> (13,7,7)
====================
13,7,9 (13,7,9)
Connected (13,7,9) -> (14,7,9)
Connected (13,7,9) -> (12,7,9)
Connected (13,7,9) -> (13,8,9)
Connected (13,7,9) -> (13,6,9)
Connected (13,7,9) -> (13,7,10)
Connected (13,7,9) -> (13,7,8)
====================
13,7,10 (13,7,10)
Connected (13,7,10) -> (14,7,10)
Connected (13,7,10) -> (12,7,10)
Connected (13,7,10) -> (13,8,10)
Connected (13,7,10) -> (13,6,10)
Connected (13,7,10) -> (13,7,11)
Connected (13,7,10) -> (13,7,9)
====================
13,7,11 (13,7,11)
Connected (13,7,11) -> (14,7,11)
Connected (13,7,11) -> (12,7,11)
Connected (13,7,11) -> (13,8,11)
Connected (13,7,11) -> (13,6,11)
Connected (13,7,11) -> (13,7,12)
Connected (13,7,11) -> (13,7,10)
====================
13,7,12 (13,7,12)
Connected (13,7,12) -> (14,7,12)
Connected (13,7,12) -> (12,7,12)
Connected (13,7,12) -> (13,8,12)
Connected (13,7,12) -> (13,6,12)
Connected (13,7,12) -> (13,7,13)
Connected (13,7,12) -> (13,7,11)
====================
13,7,13 (13,7,13)
Connected (13,7,13) -> (14,7,13)
Connected (13,7,13) -> (12,7,13)
Connected (13,7,13) -> (13,8,13)
Connected (13,7,13) -> (13,6,13)
Connected (13,7,13) -> (13,7,14)
Connected (13,7,13) -> (13,7,12)
====================
13,7,14 (13,7,14)
Connected (13,7,14) -> (14,7,14)
Connected (13,7,14) -> (12,7,14)
Ignored (13,8,14) because a block exists there.
Ignored (13,6,14) because a block exists there.
Connected (13,7,14) -> (13,7,15)
Connected (13,7,14) -> (13,7,13)
====================
13,7,15 (13,7,15)
Ignored (14,7,15) because a block exists there.
Ignored (12,7,15) because a block exists there.
Connected (13,7,15) -> (13,8,15)
Ignored (13,6,15) because a block exists there.
Ignored (13,7,16) because a block exists there.
Connected (13,7,15) -> (13,7,14)
====================
13,7,19 (13,7,19)
Connected (13,7,19) -> (14,7,19)
Connected (13,7,19) -> (12,7,19)
Connected (13,7,19) -> (13,8,19)
Connected (13,7,19) -> (13,6,19)
Connected (13,7,19) -> (13,7,20)
Ignored (13,7,18) because a block exists there.
====================
13,7,20 (13,7,20)
Connected (13,7,20) -> (14,7,20)
Connected (13,7,20) -> (12,7,20)
Connected (13,7,20) -> (13,8,20)
Connected (13,7,20) -> (13,6,20)
Ignored (13,7,21) because it's out of bounds.
Connected (13,7,20) -> (13,7,19)
====================
13,8,-1 (13,8,-1)
Connected (13,8,-1) -> (14,8,-1)
Connected (13,8,-1) -> (12,8,-1)
Connected (13,8,-1) -> (13,9,-1)
Connected (13,8,-1) -> (13,7,-1)
Connected (13,8,-1) -> (13,8,0)
Ignored (13,8,-2) because it's out of bounds.
====================
13,8,0 (13,8,0)
Connected (13,8,0) -> (14,8,0)
Connected (13,8,0) -> (12,8,0)
Connected (13,8,0) -> (13,9,0)
Connected (13,8,0) -> (13,7,0)
Ignored (13,8,1) because a block exists there.
Connected (13,8,0) -> (13,8,-1)
====================
13,8,5 (13,8,5)
Ignored (14,8,5) because a block exists there.
Connected (13,8,5) -> (12,8,5)
Connected (13,8,5) -> (13,9,5)
Connected (13,8,5) -> (13,7,5)
Connected (13,8,5) -> (13,8,6)
Ignored (13,8,4) because a block exists there.
====================
13,8,6 (13,8,6)
Connected (13,8,6) -> (14,8,6)
Connected (13,8,6) -> (12,8,6)
Connected (13,8,6) -> (13,9,6)
Connected (13,8,6) -> (13,7,6)
Connected (13,8,6) -> (13,8,7)
Connected (13,8,6) -> (13,8,5)
====================
13,8,7 (13,8,7)
Connected (13,8,7) -> (14,8,7)
Connected (13,8,7) -> (12,8,7)
Connected (13,8,7) -> (13,9,7)
Connected (13,8,7) -> (13,7,7)
Connected (13,8,7) -> (13,8,8)
Connected (13,8,7) -> (13,8,6)
====================
13,8,8 (13,8,8)
Connected (13,8,8) -> (14,8,8)
Connected (13,8,8) -> (12,8,8)
Connected (13,8,8) -> (13,9,8)
Connected (13,8,8) -> (13,7,8)
Connected (13,8,8) -> (13,8,9)
Connected (13,8,8) -> (13,8,7)
====================
13,8,9 (13,8,9)
Connected (13,8,9) -> (14,8,9)
Connected (13,8,9) -> (12,8,9)
Connected (13,8,9) -> (13,9,9)
Connected (13,8,9) -> (13,7,9)
Connected (13,8,9) -> (13,8,10)
Connected (13,8,9) -> (13,8,8)
====================
13,8,10 (13,8,10)
Connected (13,8,10) -> (14,8,10)
Connected (13,8,10) -> (12,8,10)
Connected (13,8,10) -> (13,9,10)
Connected (13,8,10) -> (13,7,10)
Connected (13,8,10) -> (13,8,11)
Connected (13,8,10) -> (13,8,9)
====================
13,8,11 (13,8,11)
Connected (13,8,11) -> (14,8,11)
Connected (13,8,11) -> (12,8,11)
Connected (13,8,11) -> (13,9,11)
Connected (13,8,11) -> (13,7,11)
Connected (13,8,11) -> (13,8,12)
Connected (13,8,11) -> (13,8,10)
====================
13,8,12 (13,8,12)
Connected (13,8,12) -> (14,8,12)
Connected (13,8,12) -> (12,8,12)
Connected (13,8,12) -> (13,9,12)
Connected (13,8,12) -> (13,7,12)
Connected (13,8,12) -> (13,8,13)
Connected (13,8,12) -> (13,8,11)
====================
13,8,13 (13,8,13)
Ignored (14,8,13) because a block exists there.
Connected (13,8,13) -> (12,8,13)
Connected (13,8,13) -> (13,9,13)
Connected (13,8,13) -> (13,7,13)
Ignored (13,8,14) because a block exists there.
Connected (13,8,13) -> (13,8,12)
====================
13,8,15 (13,8,15)
Ignored (14,8,15) because a block exists there.
Connected (13,8,15) -> (12,8,15)
Connected (13,8,15) -> (13,9,15)
Connected (13,8,15) -> (13,7,15)
Ignored (13,8,16) because a block exists there.
Ignored (13,8,14) because a block exists there.
====================
13,8,18 (13,8,18)
Connected (13,8,18) -> (14,8,18)
Ignored (12,8,18) because a block exists there.
Connected (13,8,18) -> (13,9,18)
Ignored (13,7,18) because a block exists there.
Connected (13,8,18) -> (13,8,19)
Ignored (13,8,17) because a block exists there.
====================
13,8,19 (13,8,19)
Connected (13,8,19) -> (14,8,19)
Connected (13,8,19) -> (12,8,19)
Connected (13,8,19) -> (13,9,19)
Connected (13,8,19) -> (13,7,19)
Connected (13,8,19) -> (13,8,20)
Connected (13,8,19) -> (13,8,18)
====================
13,8,20 (13,8,20)
Connected (13,8,20) -> (14,8,20)
Connected (13,8,20) -> (12,8,20)
Connected (13,8,20) -> (13,9,20)
Connected (13,8,20) -> (13,7,20)
Ignored (13,8,21) because it's out of bounds.
Connected (13,8,20) -> (13,8,19)
====================
13,9,-1 (13,9,-1)
Connected (13,9,-1) -> (14,9,-1)
Connected (13,9,-1) -> (12,9,-1)
Connected (13,9,-1) -> (13,10,-1)
Connected (13,9,-1) -> (13,8,-1)
Connected (13,9,-1) -> (13,9,0)
Ignored (13,9,-2) because it's out of bounds.
====================
13,9,0 (13,9,0)
Connected (13,9,0) -> (14,9,0)
Connected (13,9,0) -> (12,9,0)
Connected (13,9,0) -> (13,10,0)
Connected (13,9,0) -> (13,8,0)
Ignored (13,9,1) because a block exists there.
Connected (13,9,0) -> (13,9,-1)
====================
13,9,5 (13,9,5)
Ignored (14,9,5) because a block exists there.
Connected (13,9,5) -> (12,9,5)
Connected (13,9,5) -> (13,10,5)
Connected (13,9,5) -> (13,8,5)
Connected (13,9,5) -> (13,9,6)
Ignored (13,9,4) because a block exists there.
====================
13,9,6 (13,9,6)
Connected (13,9,6) -> (14,9,6)
Connected (13,9,6) -> (12,9,6)
Connected (13,9,6) -> (13,10,6)
Connected (13,9,6) -> (13,8,6)
Connected (13,9,6) -> (13,9,7)
Connected (13,9,6) -> (13,9,5)
====================
13,9,7 (13,9,7)
Ignored (14,9,7) because a block exists there.
Connected (13,9,7) -> (12,9,7)
Connected (13,9,7) -> (13,10,7)
Connected (13,9,7) -> (13,8,7)
Connected (13,9,7) -> (13,9,8)
Connected (13,9,7) -> (13,9,6)
====================
13,9,8 (13,9,8)
Connected (13,9,8) -> (14,9,8)
Connected (13,9,8) -> (12,9,8)
Connected (13,9,8) -> (13,10,8)
Connected (13,9,8) -> (13,8,8)
Connected (13,9,8) -> (13,9,9)
Connected (13,9,8) -> (13,9,7)
====================
13,9,9 (13,9,9)
Connected (13,9,9) -> (14,9,9)
Connected (13,9,9) -> (12,9,9)
Connected (13,9,9) -> (13,10,9)
Connected (13,9,9) -> (13,8,9)
Connected (13,9,9) -> (13,9,10)
Connected (13,9,9) -> (13,9,8)
====================
13,9,10 (13,9,10)
Connected (13,9,10) -> (14,9,10)
Connected (13,9,10) -> (12,9,10)
Connected (13,9,10) -> (13,10,10)
Connected (13,9,10) -> (13,8,10)
Connected (13,9,10) -> (13,9,11)
Connected (13,9,10) -> (13,9,9)
====================
13,9,11 (13,9,11)
Connected (13,9,11) -> (14,9,11)
Connected (13,9,11) -> (12,9,11)
Connected (13,9,11) -> (13,10,11)
Connected (13,9,11) -> (13,8,11)
Connected (13,9,11) -> (13,9,12)
Connected (13,9,11) -> (13,9,10)
====================
13,9,12 (13,9,12)
Connected (13,9,12) -> (14,9,12)
Connected (13,9,12) -> (12,9,12)
Connected (13,9,12) -> (13,10,12)
Connected (13,9,12) -> (13,8,12)
Connected (13,9,12) -> (13,9,13)
Connected (13,9,12) -> (13,9,11)
====================
13,9,13 (13,9,13)
Connected (13,9,13) -> (14,9,13)
Connected (13,9,13) -> (12,9,13)
Connected (13,9,13) -> (13,10,13)
Connected (13,9,13) -> (13,8,13)
Ignored (13,9,14) because a block exists there.
Connected (13,9,13) -> (13,9,12)
====================
13,9,15 (13,9,15)
Ignored (14,9,15) because a block exists there.
Connected (13,9,15) -> (12,9,15)
Ignored (13,10,15) because a block exists there.
Connected (13,9,15) -> (13,8,15)
Ignored (13,9,16) because a block exists there.
Ignored (13,9,14) because a block exists there.
====================
13,9,18 (13,9,18)
Connected (13,9,18) -> (14,9,18)
Connected (13,9,18) -> (12,9,18)
Ignored (13,10,18) because a block exists there.
Connected (13,9,18) -> (13,8,18)
Connected (13,9,18) -> (13,9,19)
Ignored (13,9,17) because a block exists there.
====================
13,9,19 (13,9,19)
Connected (13,9,19) -> (14,9,19)
Connected (13,9,19) -> (12,9,19)
Connected (13,9,19) -> (13,10,19)
Connected (13,9,19) -> (13,8,19)
Connected (13,9,19) -> (13,9,20)
Connected (13,9,19) -> (13,9,18)
====================
13,9,20 (13,9,20)
Connected (13,9,20) -> (14,9,20)
Connected (13,9,20) -> (12,9,20)
Connected (13,9,20) -> (13,10,20)
Connected (13,9,20) -> (13,8,20)
Ignored (13,9,21) because it's out of bounds.
Connected (13,9,20) -> (13,9,19)
====================
13,10,-1 (13,10,-1)
Connected (13,10,-1) -> (14,10,-1)
Connected (13,10,-1) -> (12,10,-1)
Connected (13,10,-1) -> (13,11,-1)
Connected (13,10,-1) -> (13,9,-1)
Connected (13,10,-1) -> (13,10,0)
Ignored (13,10,-2) because it's out of bounds.
====================
13,10,0 (13,10,0)
Connected (13,10,0) -> (14,10,0)
Connected (13,10,0) -> (12,10,0)
Connected (13,10,0) -> (13,11,0)
Connected (13,10,0) -> (13,9,0)
Ignored (13,10,1) because a block exists there.
Connected (13,10,0) -> (13,10,-1)
====================
13,10,5 (13,10,5)
Ignored (14,10,5) because a block exists there.
Connected (13,10,5) -> (12,10,5)
Connected (13,10,5) -> (13,11,5)
Connected (13,10,5) -> (13,9,5)
Connected (13,10,5) -> (13,10,6)
Ignored (13,10,4) because a block exists there.
====================
13,10,6 (13,10,6)
Connected (13,10,6) -> (14,10,6)
Connected (13,10,6) -> (12,10,6)
Ignored (13,11,6) because a block exists there.
Connected (13,10,6) -> (13,9,6)
Connected (13,10,6) -> (13,10,7)
Connected (13,10,6) -> (13,10,5)
====================
13,10,7 (13,10,7)
Connected (13,10,7) -> (14,10,7)
Connected (13,10,7) -> (12,10,7)
Connected (13,10,7) -> (13,11,7)
Connected (13,10,7) -> (13,9,7)
Connected (13,10,7) -> (13,10,8)
Connected (13,10,7) -> (13,10,6)
====================
13,10,8 (13,10,8)
Connected (13,10,8) -> (14,10,8)
Connected (13,10,8) -> (12,10,8)
Connected (13,10,8) -> (13,11,8)
Connected (13,10,8) -> (13,9,8)
Connected (13,10,8) -> (13,10,9)
Connected (13,10,8) -> (13,10,7)
====================
13,10,9 (13,10,9)
Connected (13,10,9) -> (14,10,9)
Connected (13,10,9) -> (12,10,9)
Connected (13,10,9) -> (13,11,9)
Connected (13,10,9) -> (13,9,9)
Connected (13,10,9) -> (13,10,10)
Connected (13,10,9) -> (13,10,8)
====================
13,10,10 (13,10,10)
Connected (13,10,10) -> (14,10,10)
Connected (13,10,10) -> (12,10,10)
Connected (13,10,10) -> (13,11,10)
Connected (13,10,10) -> (13,9,10)
Connected (13,10,10) -> (13,10,11)
Connected (13,10,10) -> (13,10,9)
====================
13,10,11 (13,10,11)
Connected (13,10,11) -> (14,10,11)
Connected (13,10,11) -> (12,10,11)
Connected (13,10,11) -> (13,11,11)
Connected (13,10,11) -> (13,9,11)
Connected (13,10,11) -> (13,10,12)
Connected (13,10,11) -> (13,10,10)
====================
13,10,12 (13,10,12)
Connected (13,10,12) -> (14,10,12)
Connected (13,10,12) -> (12,10,12)
Connected (13,10,12) -> (13,11,12)
Connected (13,10,12) -> (13,9,12)
Connected (13,10,12) -> (13,10,13)
Connected (13,10,12) -> (13,10,11)
====================
13,10,13 (13,10,13)
Ignored (14,10,13) because a block exists there.
Connected (13,10,13) -> (12,10,13)
Connected (13,10,13) -> (13,11,13)
Connected (13,10,13) -> (13,9,13)
Connected (13,10,13) -> (13,10,14)
Connected (13,10,13) -> (13,10,12)
====================
13,10,14 (13,10,14)
Ignored (14,10,14) because a block exists there.
Connected (13,10,14) -> (12,10,14)
Connected (13,10,14) -> (13,11,14)
Ignored (13,9,14) because a block exists there.
Ignored (13,10,15) because a block exists there.
Connected (13,10,14) -> (13,10,13)
====================
13,10,19 (13,10,19)
Connected (13,10,19) -> (14,10,19)
Connected (13,10,19) -> (12,10,19)
Connected (13,10,19) -> (13,11,19)
Connected (13,10,19) -> (13,9,19)
Connected (13,10,19) -> (13,10,20)
Ignored (13,10,18) because a block exists there.
====================
13,10,20 (13,10,20)
Connected (13,10,20) -> (14,10,20)
Connected (13,10,20) -> (12,10,20)
Connected (13,10,20) -> (13,11,20)
Connected (13,10,20) -> (13,9,20)
Ignored (13,10,21) because it's out of bounds.
Connected (13,10,20) -> (13,10,19)
====================
13,11,-1 (13,11,-1)
Connected (13,11,-1) -> (14,11,-1)
Connected (13,11,-1) -> (12,11,-1)
Connected (13,11,-1) -> (13,12,-1)
Connected (13,11,-1) -> (13,10,-1)
Connected (13,11,-1) -> (13,11,0)
Ignored (13,11,-2) because it's out of bounds.
====================
13,11,0 (13,11,0)
Connected (13,11,0) -> (14,11,0)
Connected (13,11,0) -> (12,11,0)
Connected (13,11,0) -> (13,12,0)
Connected (13,11,0) -> (13,10,0)
Ignored (13,11,1) because a block exists there.
Connected (13,11,0) -> (13,11,-1)
====================
13,11,4 (13,11,4)
Ignored (14,11,4) because a block exists there.
Ignored (12,11,4) because a block exists there.
Ignored (13,12,4) because a block exists there.
Ignored (13,10,4) because a block exists there.
Connected (13,11,4) -> (13,11,5)
Ignored (13,11,3) because a block exists there.
====================
13,11,5 (13,11,5)
Ignored (14,11,5) because a block exists there.
Connected (13,11,5) -> (12,11,5)
Connected (13,11,5) -> (13,12,5)
Connected (13,11,5) -> (13,10,5)
Ignored (13,11,6) because a block exists there.
Connected (13,11,5) -> (13,11,4)
====================
13,11,7 (13,11,7)
Connected (13,11,7) -> (14,11,7)
Connected (13,11,7) -> (12,11,7)
Connected (13,11,7) -> (13,12,7)
Connected (13,11,7) -> (13,10,7)
Connected (13,11,7) -> (13,11,8)
Ignored (13,11,6) because a block exists there.
====================
13,11,8 (13,11,8)
Connected (13,11,8) -> (14,11,8)
Connected (13,11,8) -> (12,11,8)
Connected (13,11,8) -> (13,12,8)
Connected (13,11,8) -> (13,10,8)
Connected (13,11,8) -> (13,11,9)
Connected (13,11,8) -> (13,11,7)
====================
13,11,9 (13,11,9)
Connected (13,11,9) -> (14,11,9)
Connected (13,11,9) -> (12,11,9)
Connected (13,11,9) -> (13,12,9)
Connected (13,11,9) -> (13,10,9)
Connected (13,11,9) -> (13,11,10)
Connected (13,11,9) -> (13,11,8)
====================
13,11,10 (13,11,10)
Connected (13,11,10) -> (14,11,10)
Connected (13,11,10) -> (12,11,10)
Connected (13,11,10) -> (13,12,10)
Connected (13,11,10) -> (13,10,10)
Connected (13,11,10) -> (13,11,11)
Connected (13,11,10) -> (13,11,9)
====================
13,11,11 (13,11,11)
Connected (13,11,11) -> (14,11,11)
Connected (13,11,11) -> (12,11,11)
Connected (13,11,11) -> (13,12,11)
Connected (13,11,11) -> (13,10,11)
Connected (13,11,11) -> (13,11,12)
Connected (13,11,11) -> (13,11,10)
====================
13,11,12 (13,11,12)
Connected (13,11,12) -> (14,11,12)
Connected (13,11,12) -> (12,11,12)
Ignored (13,12,12) because a block exists there.
Connected (13,11,12) -> (13,10,12)
Connected (13,11,12) -> (13,11,13)
Connected (13,11,12) -> (13,11,11)
====================
13,11,13 (13,11,13)
Connected (13,11,13) -> (14,11,13)
Connected (13,11,13) -> (12,11,13)
Connected (13,11,13) -> (13,12,13)
Connected (13,11,13) -> (13,10,13)
Connected (13,11,13) -> (13,11,14)
Connected (13,11,13) -> (13,11,12)
====================
13,11,14 (13,11,14)
Ignored (14,11,14) because a block exists there.
Connected (13,11,14) -> (12,11,14)
Connected (13,11,14) -> (13,12,14)
Connected (13,11,14) -> (13,10,14)
Connected (13,11,14) -> (13,11,15)
Connected (13,11,14) -> (13,11,13)
====================
13,11,15 (13,11,15)
Ignored (14,11,15) because a block exists there.
Connected (13,11,15) -> (12,11,15)
Ignored (13,12,15) because a block exists there.
Ignored (13,10,15) because a block exists there.
Ignored (13,11,16) because a block exists there.
Connected (13,11,15) -> (13,11,14)
====================
13,11,19 (13,11,19)
Connected (13,11,19) -> (14,11,19)
Connected (13,11,19) -> (12,11,19)
Connected (13,11,19) -> (13,12,19)
Connected (13,11,19) -> (13,10,19)
Connected (13,11,19) -> (13,11,20)
Ignored (13,11,18) because a block exists there.
====================
13,11,20 (13,11,20)
Connected (13,11,20) -> (14,11,20)
Connected (13,11,20) -> (12,11,20)
Connected (13,11,20) -> (13,12,20)
Connected (13,11,20) -> (13,10,20)
Ignored (13,11,21) because it's out of bounds.
Connected (13,11,20) -> (13,11,19)
====================
13,12,-1 (13,12,-1)
Connected (13,12,-1) -> (14,12,-1)
Connected (13,12,-1) -> (12,12,-1)
Connected (13,12,-1) -> (13,13,-1)
Connected (13,12,-1) -> (13,11,-1)
Connected (13,12,-1) -> (13,12,0)
Ignored (13,12,-2) because it's out of bounds.
====================
13,12,0 (13,12,0)
Connected (13,12,0) -> (14,12,0)
Connected (13,12,0) -> (12,12,0)
Connected (13,12,0) -> (13,13,0)
Connected (13,12,0) -> (13,11,0)
Ignored (13,12,1) because a block exists there.
Connected (13,12,0) -> (13,12,-1)
====================
13,12,5 (13,12,5)
Ignored (14,12,5) because a block exists there.
Connected (13,12,5) -> (12,12,5)
Ignored (13,13,5) because a block exists there.
Connected (13,12,5) -> (13,11,5)
Connected (13,12,5) -> (13,12,6)
Ignored (13,12,4) because a block exists there.
====================
13,12,6 (13,12,6)
Ignored (14,12,6) because a block exists there.
Connected (13,12,6) -> (12,12,6)
Ignored (13,13,6) because a block exists there.
Ignored (13,11,6) because a block exists there.
Connected (13,12,6) -> (13,12,7)
Connected (13,12,6) -> (13,12,5)
====================
13,12,7 (13,12,7)
Connected (13,12,7) -> (14,12,7)
Connected (13,12,7) -> (12,12,7)
Connected (13,12,7) -> (13,13,7)
Connected (13,12,7) -> (13,11,7)
Connected (13,12,7) -> (13,12,8)
Connected (13,12,7) -> (13,12,6)
====================
13,12,8 (13,12,8)
Ignored (14,12,8) because a block exists there.
Connected (13,12,8) -> (12,12,8)
Connected (13,12,8) -> (13,13,8)
Connected (13,12,8) -> (13,11,8)
Connected (13,12,8) -> (13,12,9)
Connected (13,12,8) -> (13,12,7)
====================
13,12,9 (13,12,9)
Connected (13,12,9) -> (14,12,9)
Connected (13,12,9) -> (12,12,9)
Connected (13,12,9) -> (13,13,9)
Connected (13,12,9) -> (13,11,9)
Connected (13,12,9) -> (13,12,10)
Connected (13,12,9) -> (13,12,8)
====================
13,12,10 (13,12,10)
Connected (13,12,10) -> (14,12,10)
Connected (13,12,10) -> (12,12,10)
Connected (13,12,10) -> (13,13,10)
Connected (13,12,10) -> (13,11,10)
Connected (13,12,10) -> (13,12,11)
Connected (13,12,10) -> (13,12,9)
====================
13,12,11 (13,12,11)
Connected (13,12,11) -> (14,12,11)
Connected (13,12,11) -> (12,12,11)
Connected (13,12,11) -> (13,13,11)
Connected (13,12,11) -> (13,11,11)
Ignored (13,12,12) because a block exists there.
Connected (13,12,11) -> (13,12,10)
====================
13,12,13 (13,12,13)
Ignored (14,12,13) because a block exists there.
Connected (13,12,13) -> (12,12,13)
Connected (13,12,13) -> (13,13,13)
Connected (13,12,13) -> (13,11,13)
Connected (13,12,13) -> (13,12,14)
Ignored (13,12,12) because a block exists there.
====================
13,12,14 (13,12,14)
Ignored (14,12,14) because a block exists there.
Connected (13,12,14) -> (12,12,14)
Ignored (13,13,14) because a block exists there.
Connected (13,12,14) -> (13,11,14)
Ignored (13,12,15) because a block exists there.
Connected (13,12,14) -> (13,12,13)
====================
13,12,18 (13,12,18)
Connected (13,12,18) -> (14,12,18)
Connected (13,12,18) -> (12,12,18)
Ignored (13,13,18) because a block exists there.
Ignored (13,11,18) because a block exists there.
Connected (13,12,18) -> (13,12,19)
Ignored (13,12,17) because a block exists there.
====================
13,12,19 (13,12,19)
Connected (13,12,19) -> (14,12,19)
Connected (13,12,19) -> (12,12,19)
Connected (13,12,19) -> (13,13,19)
Connected (13,12,19) -> (13,11,19)
Connected (13,12,19) -> (13,12,20)
Connected (13,12,19) -> (13,12,18)
====================
13,12,20 (13,12,20)
Connected (13,12,20) -> (14,12,20)
Connected (13,12,20) -> (12,12,20)
Connected (13,12,20) -> (13,13,20)
Connected (13,12,20) -> (13,11,20)
Ignored (13,12,21) because it's out of bounds.
Connected (13,12,20) -> (13,12,19)
====================
13,13,-1 (13,13,-1)
Connected (13,13,-1) -> (14,13,-1)
Connected (13,13,-1) -> (12,13,-1)
Connected (13,13,-1) -> (13,14,-1)
Connected (13,13,-1) -> (13,12,-1)
Connected (13,13,-1) -> (13,13,0)
Ignored (13,13,-2) because it's out of bounds.
====================
13,13,0 (13,13,0)
Connected (13,13,0) -> (14,13,0)
Connected (13,13,0) -> (12,13,0)
Connected (13,13,0) -> (13,14,0)
Connected (13,13,0) -> (13,12,0)
Connected (13,13,0) -> (13,13,1)
Connected (13,13,0) -> (13,13,-1)
====================
13,13,1 (13,13,1)
Connected (13,13,1) -> (14,13,1)
Connected (13,13,1) -> (12,13,1)
Connected (13,13,1) -> (13,14,1)
Ignored (13,12,1) because a block exists there.
Ignored (13,13,2) because a block exists there.
Connected (13,13,1) -> (13,13,0)
====================
13,13,3 (13,13,3)
Ignored (14,13,3) because a block exists there.
Ignored (12,13,3) because a block exists there.
Ignored (13,14,3) because a block exists there.
Ignored (13,12,3) because a block exists there.
Connected (13,13,3) -> (13,13,4)
Ignored (13,13,2) because a block exists there.
====================
13,13,4 (13,13,4)
Ignored (14,13,4) because a block exists there.
Ignored (12,13,4) because a block exists there.
Ignored (13,14,4) because a block exists there.
Ignored (13,12,4) because a block exists there.
Ignored (13,13,5) because a block exists there.
Connected (13,13,4) -> (13,13,3)
====================
13,13,7 (13,13,7)
Connected (13,13,7) -> (14,13,7)
Connected (13,13,7) -> (12,13,7)
Ignored (13,14,7) because a block exists there.
Connected (13,13,7) -> (13,12,7)
Connected (13,13,7) -> (13,13,8)
Ignored (13,13,6) because a block exists there.
====================
13,13,8 (13,13,8)
Connected (13,13,8) -> (14,13,8)
Connected (13,13,8) -> (12,13,8)
Ignored (13,14,8) because a block exists there.
Connected (13,13,8) -> (13,12,8)
Connected (13,13,8) -> (13,13,9)
Connected (13,13,8) -> (13,13,7)
====================
13,13,9 (13,13,9)
Connected (13,13,9) -> (14,13,9)
Connected (13,13,9) -> (12,13,9)
Connected (13,13,9) -> (13,14,9)
Connected (13,13,9) -> (13,12,9)
Connected (13,13,9) -> (13,13,10)
Connected (13,13,9) -> (13,13,8)
====================
13,13,10 (13,13,10)
Connected (13,13,10) -> (14,13,10)
Connected (13,13,10) -> (12,13,10)
Connected (13,13,10) -> (13,14,10)
Connected (13,13,10) -> (13,12,10)
Connected (13,13,10) -> (13,13,11)
Connected (13,13,10) -> (13,13,9)
====================
13,13,11 (13,13,11)
Connected (13,13,11) -> (14,13,11)
Connected (13,13,11) -> (12,13,11)
Connected (13,13,11) -> (13,14,11)
Connected (13,13,11) -> (13,12,11)
Connected (13,13,11) -> (13,13,12)
Connected (13,13,11) -> (13,13,10)
====================
13,13,12 (13,13,12)
Ignored (14,13,12) because a block exists there.
Connected (13,13,12) -> (12,13,12)
Ignored (13,14,12) because a block exists there.
Ignored (13,12,12) because a block exists there.
Connected (13,13,12) -> (13,13,13)
Connected (13,13,12) -> (13,13,11)
====================
13,13,13 (13,13,13)
Ignored (14,13,13) because a block exists there.
Connected (13,13,13) -> (12,13,13)
Ignored (13,14,13) because a block exists there.
Connected (13,13,13) -> (13,12,13)
Ignored (13,13,14) because a block exists there.
Connected (13,13,13) -> (13,13,12)
====================
13,13,19 (13,13,19)
Connected (13,13,19) -> (14,13,19)
Connected (13,13,19) -> (12,13,19)
Connected (13,13,19) -> (13,14,19)
Connected (13,13,19) -> (13,12,19)
Connected (13,13,19) -> (13,13,20)
Ignored (13,13,18) because a block exists there.
====================
13,13,20 (13,13,20)
Connected (13,13,20) -> (14,13,20)
Connected (13,13,20) -> (12,13,20)
Connected (13,13,20) -> (13,14,20)
Connected (13,13,20) -> (13,12,20)
Ignored (13,13,21) because it's out of bounds.
Connected (13,13,20) -> (13,13,19)
====================
13,14,-1 (13,14,-1)
Connected (13,14,-1) -> (14,14,-1)
Connected (13,14,-1) -> (12,14,-1)
Connected (13,14,-1) -> (13,15,-1)
Connected (13,14,-1) -> (13,13,-1)
Connected (13,14,-1) -> (13,14,0)
Ignored (13,14,-2) because it's out of bounds.
====================
13,14,0 (13,14,0)
Connected (13,14,0) -> (14,14,0)
Connected (13,14,0) -> (12,14,0)
Connected (13,14,0) -> (13,15,0)
Connected (13,14,0) -> (13,13,0)
Connected (13,14,0) -> (13,14,1)
Connected (13,14,0) -> (13,14,-1)
====================
13,14,1 (13,14,1)
Connected (13,14,1) -> (14,14,1)
Connected (13,14,1) -> (12,14,1)
Connected (13,14,1) -> (13,15,1)
Connected (13,14,1) -> (13,13,1)
Connected (13,14,1) -> (13,14,2)
Connected (13,14,1) -> (13,14,0)
====================
13,14,2 (13,14,2)
Connected (13,14,2) -> (14,14,2)
Ignored (12,14,2) because a block exists there.
Connected (13,14,2) -> (13,15,2)
Ignored (13,13,2) because a block exists there.
Ignored (13,14,3) because a block exists there.
Connected (13,14,2) -> (13,14,1)
====================
13,14,9 (13,14,9)
Ignored (14,14,9) because a block exists there.
Connected (13,14,9) -> (12,14,9)
Ignored (13,15,9) because a block exists there.
Connected (13,14,9) -> (13,13,9)
Connected (13,14,9) -> (13,14,10)
Ignored (13,14,8) because a block exists there.
====================
13,14,10 (13,14,10)
Ignored (14,14,10) because a block exists there.
Connected (13,14,10) -> (12,14,10)
Connected (13,14,10) -> (13,15,10)
Connected (13,14,10) -> (13,13,10)
Connected (13,14,10) -> (13,14,11)
Connected (13,14,10) -> (13,14,9)
====================
13,14,11 (13,14,11)
Connected (13,14,11) -> (14,14,11)
Connected (13,14,11) -> (12,14,11)
Connected (13,14,11) -> (13,15,11)
Connected (13,14,11) -> (13,13,11)
Ignored (13,14,12) because a block exists there.
Connected (13,14,11) -> (13,14,10)
====================
13,14,16 (13,14,16)
Ignored (14,14,16) because a block exists there.
Ignored (12,14,16) because a block exists there.
Connected (13,14,16) -> (13,15,16)
Ignored (13,13,16) because a block exists there.
Connected (13,14,16) -> (13,14,17)
Ignored (13,14,15) because a block exists there.
====================
13,14,17 (13,14,17)
Connected (13,14,17) -> (14,14,17)
Ignored (12,14,17) because a block exists there.
Connected (13,14,17) -> (13,15,17)
Ignored (13,13,17) because a block exists there.
Connected (13,14,17) -> (13,14,18)
Connected (13,14,17) -> (13,14,16)
====================
13,14,18 (13,14,18)
Connected (13,14,18) -> (14,14,18)
Connected (13,14,18) -> (12,14,18)
Connected (13,14,18) -> (13,15,18)
Ignored (13,13,18) because a block exists there.
Connected (13,14,18) -> (13,14,19)
Connected (13,14,18) -> (13,14,17)
====================
13,14,19 (13,14,19)
Connected (13,14,19) -> (14,14,19)
Connected (13,14,19) -> (12,14,19)
Connected (13,14,19) -> (13,15,19)
Connected (13,14,19) -> (13,13,19)
Connected (13,14,19) -> (13,14,20)
Connected (13,14,19) -> (13,14,18)
====================
13,14,20 (13,14,20)
Connected (13,14,20) -> (14,14,20)
Connected (13,14,20) -> (12,14,20)
Connected (13,14,20) -> (13,15,20)
Connected (13,14,20) -> (13,13,20)
Ignored (13,14,21) because it's out of bounds.
Connected (13,14,20) -> (13,14,19)
====================
13,15,-1 (13,15,-1)
Connected (13,15,-1) -> (14,15,-1)
Connected (13,15,-1) -> (12,15,-1)
Connected (13,15,-1) -> (13,16,-1)
Connected (13,15,-1) -> (13,14,-1)
Connected (13,15,-1) -> (13,15,0)
Ignored (13,15,-2) because it's out of bounds.
====================
13,15,0 (13,15,0)
Connected (13,15,0) -> (14,15,0)
Connected (13,15,0) -> (12,15,0)
Connected (13,15,0) -> (13,16,0)
Connected (13,15,0) -> (13,14,0)
Connected (13,15,0) -> (13,15,1)
Connected (13,15,0) -> (13,15,-1)
====================
13,15,1 (13,15,1)
Connected (13,15,1) -> (14,15,1)
Connected (13,15,1) -> (12,15,1)
Connected (13,15,1) -> (13,16,1)
Connected (13,15,1) -> (13,14,1)
Connected (13,15,1) -> (13,15,2)
Connected (13,15,1) -> (13,15,0)
====================
13,15,2 (13,15,2)
Connected (13,15,2) -> (14,15,2)
Connected (13,15,2) -> (12,15,2)
Connected (13,15,2) -> (13,16,2)
Connected (13,15,2) -> (13,14,2)
Ignored (13,15,3) because a block exists there.
Connected (13,15,2) -> (13,15,1)
====================
13,15,10 (13,15,10)
Ignored (14,15,10) because a block exists there.
Connected (13,15,10) -> (12,15,10)
Ignored (13,16,10) because a block exists there.
Connected (13,15,10) -> (13,14,10)
Connected (13,15,10) -> (13,15,11)
Ignored (13,15,9) because a block exists there.
====================
13,15,11 (13,15,11)
Ignored (14,15,11) because a block exists there.
Connected (13,15,11) -> (12,15,11)
Ignored (13,16,11) because a block exists there.
Connected (13,15,11) -> (13,14,11)
Ignored (13,15,12) because a block exists there.
Connected (13,15,11) -> (13,15,10)
====================
13,15,16 (13,15,16)
Connected (13,15,16) -> (14,15,16)
Ignored (12,15,16) because a block exists there.
Connected (13,15,16) -> (13,16,16)
Connected (13,15,16) -> (13,14,16)
Connected (13,15,16) -> (13,15,17)
Ignored (13,15,15) because a block exists there.
====================
13,15,17 (13,15,17)
Connected (13,15,17) -> (14,15,17)
Connected (13,15,17) -> (12,15,17)
Connected (13,15,17) -> (13,16,17)
Connected (13,15,17) -> (13,14,17)
Connected (13,15,17) -> (13,15,18)
Connected (13,15,17) -> (13,15,16)
====================
13,15,18 (13,15,18)
Connected (13,15,18) -> (14,15,18)
Connected (13,15,18) -> (12,15,18)
Connected (13,15,18) -> (13,16,18)
Connected (13,15,18) -> (13,14,18)
Connected (13,15,18) -> (13,15,19)
Connected (13,15,18) -> (13,15,17)
====================
13,15,19 (13,15,19)
Connected (13,15,19) -> (14,15,19)
Connected (13,15,19) -> (12,15,19)
Connected (13,15,19) -> (13,16,19)
Connected (13,15,19) -> (13,14,19)
Connected (13,15,19) -> (13,15,20)
Connected (13,15,19) -> (13,15,18)
====================
13,15,20 (13,15,20)
Connected (13,15,20) -> (14,15,20)
Connected (13,15,20) -> (12,15,20)
Connected (13,15,20) -> (13,16,20)
Connected (13,15,20) -> (13,14,20)
Ignored (13,15,21) because it's out of bounds.
Connected (13,15,20) -> (13,15,19)
====================
13,16,-1 (13,16,-1)
Connected (13,16,-1) -> (14,16,-1)
Connected (13,16,-1) -> (12,16,-1)
Connected (13,16,-1) -> (13,17,-1)
Connected (13,16,-1) -> (13,15,-1)
Connected (13,16,-1) -> (13,16,0)
Ignored (13,16,-2) because it's out of bounds.
====================
13,16,0 (13,16,0)
Connected (13,16,0) -> (14,16,0)
Connected (13,16,0) -> (12,16,0)
Connected (13,16,0) -> (13,17,0)
Connected (13,16,0) -> (13,15,0)
Connected (13,16,0) -> (13,16,1)
Connected (13,16,0) -> (13,16,-1)
====================
13,16,1 (13,16,1)
Connected (13,16,1) -> (14,16,1)
Connected (13,16,1) -> (12,16,1)
Connected (13,16,1) -> (13,17,1)
Connected (13,16,1) -> (13,15,1)
Connected (13,16,1) -> (13,16,2)
Connected (13,16,1) -> (13,16,0)
====================
13,16,2 (13,16,2)
Connected (13,16,2) -> (14,16,2)
Connected (13,16,2) -> (12,16,2)
Connected (13,16,2) -> (13,17,2)
Connected (13,16,2) -> (13,15,2)
Connected (13,16,2) -> (13,16,3)
Connected (13,16,2) -> (13,16,1)
====================
13,16,3 (13,16,3)
Connected (13,16,3) -> (14,16,3)
Connected (13,16,3) -> (12,16,3)
Connected (13,16,3) -> (13,17,3)
Ignored (13,15,3) because a block exists there.
Ignored (13,16,4) because a block exists there.
Connected (13,16,3) -> (13,16,2)
====================
13,16,8 (13,16,8)
Ignored (14,16,8) because a block exists there.
Connected (13,16,8) -> (12,16,8)
Ignored (13,17,8) because a block exists there.
Ignored (13,15,8) because a block exists there.
Ignored (13,16,9) because a block exists there.
Ignored (13,16,7) because a block exists there.
====================
13,16,15 (13,16,15)
Connected (13,16,15) -> (14,16,15)
Connected (13,16,15) -> (12,16,15)
Connected (13,16,15) -> (13,17,15)
Ignored (13,15,15) because a block exists there.
Connected (13,16,15) -> (13,16,16)
Ignored (13,16,14) because a block exists there.
====================
13,16,16 (13,16,16)
Connected (13,16,16) -> (14,16,16)
Connected (13,16,16) -> (12,16,16)
Connected (13,16,16) -> (13,17,16)
Connected (13,16,16) -> (13,15,16)
Connected (13,16,16) -> (13,16,17)
Connected (13,16,16) -> (13,16,15)
====================
13,16,17 (13,16,17)
Connected (13,16,17) -> (14,16,17)
Connected (13,16,17) -> (12,16,17)
Connected (13,16,17) -> (13,17,17)
Connected (13,16,17) -> (13,15,17)
Connected (13,16,17) -> (13,16,18)
Connected (13,16,17) -> (13,16,16)
====================
13,16,18 (13,16,18)
Connected (13,16,18) -> (14,16,18)
Connected (13,16,18) -> (12,16,18)
Connected (13,16,18) -> (13,17,18)
Connected (13,16,18) -> (13,15,18)
Connected (13,16,18) -> (13,16,19)
Connected (13,16,18) -> (13,16,17)
====================
13,16,19 (13,16,19)
Connected (13,16,19) -> (14,16,19)
Connected (13,16,19) -> (12,16,19)
Connected (13,16,19) -> (13,17,19)
Connected (13,16,19) -> (13,15,19)
Connected (13,16,19) -> (13,16,20)
Connected (13,16,19) -> (13,16,18)
====================
13,16,20 (13,16,20)
Connected (13,16,20) -> (14,16,20)
Connected (13,16,20) -> (12,16,20)
Connected (13,16,20) -> (13,17,20)
Connected (13,16,20) -> (13,15,20)
Ignored (13,16,21) because it's out of bounds.
Connected (13,16,20) -> (13,16,19)
====================
13,17,-1 (13,17,-1)
Connected (13,17,-1) -> (14,17,-1)
Connected (13,17,-1) -> (12,17,-1)
Connected (13,17,-1) -> (13,18,-1)
Connected (13,17,-1) -> (13,16,-1)
Connected (13,17,-1) -> (13,17,0)
Ignored (13,17,-2) because it's out of bounds.
====================
13,17,0 (13,17,0)
Connected (13,17,0) -> (14,17,0)
Connected (13,17,0) -> (12,17,0)
Connected (13,17,0) -> (13,18,0)
Connected (13,17,0) -> (13,16,0)
Connected (13,17,0) -> (13,17,1)
Connected (13,17,0) -> (13,17,-1)
====================
13,17,1 (13,17,1)
Connected (13,17,1) -> (14,17,1)
Connected (13,17,1) -> (12,17,1)
Connected (13,17,1) -> (13,18,1)
Connected (13,17,1) -> (13,16,1)
Connected (13,17,1) -> (13,17,2)
Connected (13,17,1) -> (13,17,0)
====================
13,17,2 (13,17,2)
Connected (13,17,2) -> (14,17,2)
Connected (13,17,2) -> (12,17,2)
Connected (13,17,2) -> (13,18,2)
Connected (13,17,2) -> (13,16,2)
Connected (13,17,2) -> (13,17,3)
Connected (13,17,2) -> (13,17,1)
====================
13,17,3 (13,17,3)
Connected (13,17,3) -> (14,17,3)
Connected (13,17,3) -> (12,17,3)
Connected (13,17,3) -> (13,18,3)
Connected (13,17,3) -> (13,16,3)
Connected (13,17,3) -> (13,17,4)
Connected (13,17,3) -> (13,17,2)
====================
13,17,4 (13,17,4)
Connected (13,17,4) -> (14,17,4)
Connected (13,17,4) -> (12,17,4)
Connected (13,17,4) -> (13,18,4)
Ignored (13,16,4) because a block exists there.
Connected (13,17,4) -> (13,17,5)
Connected (13,17,4) -> (13,17,3)
====================
13,17,5 (13,17,5)
Connected (13,17,5) -> (14,17,5)
Connected (13,17,5) -> (12,17,5)
Connected (13,17,5) -> (13,18,5)
Ignored (13,16,5) because a block exists there.
Ignored (13,17,6) because a block exists there.
Connected (13,17,5) -> (13,17,4)
====================
13,17,14 (13,17,14)
Ignored (14,17,14) because a block exists there.
Connected (13,17,14) -> (12,17,14)
Connected (13,17,14) -> (13,18,14)
Ignored (13,16,14) because a block exists there.
Connected (13,17,14) -> (13,17,15)
Ignored (13,17,13) because a block exists there.
====================
13,17,15 (13,17,15)
Connected (13,17,15) -> (14,17,15)
Connected (13,17,15) -> (12,17,15)
Connected (13,17,15) -> (13,18,15)
Connected (13,17,15) -> (13,16,15)
Connected (13,17,15) -> (13,17,16)
Connected (13,17,15) -> (13,17,14)
====================
13,17,16 (13,17,16)
Connected (13,17,16) -> (14,17,16)
Connected (13,17,16) -> (12,17,16)
Connected (13,17,16) -> (13,18,16)
Connected (13,17,16) -> (13,16,16)
Connected (13,17,16) -> (13,17,17)
Connected (13,17,16) -> (13,17,15)
====================
13,17,17 (13,17,17)
Connected (13,17,17) -> (14,17,17)
Connected (13,17,17) -> (12,17,17)
Connected (13,17,17) -> (13,18,17)
Connected (13,17,17) -> (13,16,17)
Connected (13,17,17) -> (13,17,18)
Connected (13,17,17) -> (13,17,16)
====================
13,17,18 (13,17,18)
Connected (13,17,18) -> (14,17,18)
Connected (13,17,18) -> (12,17,18)
Connected (13,17,18) -> (13,18,18)
Connected (13,17,18) -> (13,16,18)
Connected (13,17,18) -> (13,17,19)
Connected (13,17,18) -> (13,17,17)
====================
13,17,19 (13,17,19)
Connected (13,17,19) -> (14,17,19)
Connected (13,17,19) -> (12,17,19)
Connected (13,17,19) -> (13,18,19)
Connected (13,17,19) -> (13,16,19)
Connected (13,17,19) -> (13,17,20)
Connected (13,17,19) -> (13,17,18)
====================
13,17,20 (13,17,20)
Connected (13,17,20) -> (14,17,20)
Connected (13,17,20) -> (12,17,20)
Connected (13,17,20) -> (13,18,20)
Connected (13,17,20) -> (13,16,20)
Ignored (13,17,21) because it's out of bounds.
Connected (13,17,20) -> (13,17,19)
====================
13,18,-1 (13,18,-1)
Connected (13,18,-1) -> (14,18,-1)
Connected (13,18,-1) -> (12,18,-1)
Connected (13,18,-1) -> (13,19,-1)
Connected (13,18,-1) -> (13,17,-1)
Connected (13,18,-1) -> (13,18,0)
Ignored (13,18,-2) because it's out of bounds.
====================
13,18,0 (13,18,0)
Connected (13,18,0) -> (14,18,0)
Connected (13,18,0) -> (12,18,0)
Connected (13,18,0) -> (13,19,0)
Connected (13,18,0) -> (13,17,0)
Connected (13,18,0) -> (13,18,1)
Connected (13,18,0) -> (13,18,-1)
====================
13,18,1 (13,18,1)
Connected (13,18,1) -> (14,18,1)
Connected (13,18,1) -> (12,18,1)
Connected (13,18,1) -> (13,19,1)
Connected (13,18,1) -> (13,17,1)
Connected (13,18,1) -> (13,18,2)
Connected (13,18,1) -> (13,18,0)
====================
13,18,2 (13,18,2)
Connected (13,18,2) -> (14,18,2)
Connected (13,18,2) -> (12,18,2)
Connected (13,18,2) -> (13,19,2)
Connected (13,18,2) -> (13,17,2)
Connected (13,18,2) -> (13,18,3)
Connected (13,18,2) -> (13,18,1)
====================
13,18,3 (13,18,3)
Connected (13,18,3) -> (14,18,3)
Connected (13,18,3) -> (12,18,3)
Connected (13,18,3) -> (13,19,3)
Connected (13,18,3) -> (13,17,3)
Connected (13,18,3) -> (13,18,4)
Connected (13,18,3) -> (13,18,2)
====================
13,18,4 (13,18,4)
Connected (13,18,4) -> (14,18,4)
Connected (13,18,4) -> (12,18,4)
Connected (13,18,4) -> (13,19,4)
Connected (13,18,4) -> (13,17,4)
Connected (13,18,4) -> (13,18,5)
Connected (13,18,4) -> (13,18,3)
====================
13,18,5 (13,18,5)
Connected (13,18,5) -> (14,18,5)
Connected (13,18,5) -> (12,18,5)
Connected (13,18,5) -> (13,19,5)
Connected (13,18,5) -> (13,17,5)
Connected (13,18,5) -> (13,18,6)
Connected (13,18,5) -> (13,18,4)
====================
13,18,6 (13,18,6)
Connected (13,18,6) -> (14,18,6)
Connected (13,18,6) -> (12,18,6)
Connected (13,18,6) -> (13,19,6)
Ignored (13,17,6) because a block exists there.
Connected (13,18,6) -> (13,18,7)
Connected (13,18,6) -> (13,18,5)
====================
13,18,7 (13,18,7)
Connected (13,18,7) -> (14,18,7)
Connected (13,18,7) -> (12,18,7)
Connected (13,18,7) -> (13,19,7)
Ignored (13,17,7) because a block exists there.
Connected (13,18,7) -> (13,18,8)
Connected (13,18,7) -> (13,18,6)
====================
13,18,8 (13,18,8)
Connected (13,18,8) -> (14,18,8)
Connected (13,18,8) -> (12,18,8)
Connected (13,18,8) -> (13,19,8)
Ignored (13,17,8) because a block exists there.
Ignored (13,18,9) because a block exists there.
Connected (13,18,8) -> (13,18,7)
====================
13,18,11 (13,18,11)
Connected (13,18,11) -> (14,18,11)
Ignored (12,18,11) because a block exists there.
Connected (13,18,11) -> (13,19,11)
Ignored (13,17,11) because a block exists there.
Ignored (13,18,12) because a block exists there.
Ignored (13,18,10) because a block exists there.
====================
13,18,13 (13,18,13)
Connected (13,18,13) -> (14,18,13)
Connected (13,18,13) -> (12,18,13)
Connected (13,18,13) -> (13,19,13)
Ignored (13,17,13) because a block exists there.
Connected (13,18,13) -> (13,18,14)
Ignored (13,18,12) because a block exists there.
====================
13,18,14 (13,18,14)
Connected (13,18,14) -> (14,18,14)
Connected (13,18,14) -> (12,18,14)
Connected (13,18,14) -> (13,19,14)
Connected (13,18,14) -> (13,17,14)
Connected (13,18,14) -> (13,18,15)
Connected (13,18,14) -> (13,18,13)
====================
13,18,15 (13,18,15)
Connected (13,18,15) -> (14,18,15)
Connected (13,18,15) -> (12,18,15)
Connected (13,18,15) -> (13,19,15)
Connected (13,18,15) -> (13,17,15)
Connected (13,18,15) -> (13,18,16)
Connected (13,18,15) -> (13,18,14)
====================
13,18,16 (13,18,16)
Connected (13,18,16) -> (14,18,16)
Connected (13,18,16) -> (12,18,16)
Connected (13,18,16) -> (13,19,16)
Connected (13,18,16) -> (13,17,16)
Connected (13,18,16) -> (13,18,17)
Connected (13,18,16) -> (13,18,15)
====================
13,18,17 (13,18,17)
Connected (13,18,17) -> (14,18,17)
Connected (13,18,17) -> (12,18,17)
Connected (13,18,17) -> (13,19,17)
Connected (13,18,17) -> (13,17,17)
Connected (13,18,17) -> (13,18,18)
Connected (13,18,17) -> (13,18,16)
====================
13,18,18 (13,18,18)
Connected (13,18,18) -> (14,18,18)
Connected (13,18,18) -> (12,18,18)
Connected (13,18,18) -> (13,19,18)
Connected (13,18,18) -> (13,17,18)
Connected (13,18,18) -> (13,18,19)
Connected (13,18,18) -> (13,18,17)
====================
13,18,19 (13,18,19)
Connected (13,18,19) -> (14,18,19)
Connected (13,18,19) -> (12,18,19)
Connected (13,18,19) -> (13,19,19)
Connected (13,18,19) -> (13,17,19)
Connected (13,18,19) -> (13,18,20)
Connected (13,18,19) -> (13,18,18)
====================
13,18,20 (13,18,20)
Connected (13,18,20) -> (14,18,20)
Connected (13,18,20) -> (12,18,20)
Connected (13,18,20) -> (13,19,20)
Connected (13,18,20) -> (13,17,20)
Ignored (13,18,21) because it's out of bounds.
Connected (13,18,20) -> (13,18,19)
====================
13,19,-1 (13,19,-1)
Connected (13,19,-1) -> (14,19,-1)
Connected (13,19,-1) -> (12,19,-1)
Ignored (13,20,-1) because it's out of bounds.
Connected (13,19,-1) -> (13,18,-1)
Connected (13,19,-1) -> (13,19,0)
Ignored (13,19,-2) because it's out of bounds.
====================
13,19,0 (13,19,0)
Connected (13,19,0) -> (14,19,0)
Connected (13,19,0) -> (12,19,0)
Ignored (13,20,0) because it's out of bounds.
Connected (13,19,0) -> (13,18,0)
Connected (13,19,0) -> (13,19,1)
Connected (13,19,0) -> (13,19,-1)
====================
13,19,1 (13,19,1)
Connected (13,19,1) -> (14,19,1)
Connected (13,19,1) -> (12,19,1)
Ignored (13,20,1) because it's out of bounds.
Connected (13,19,1) -> (13,18,1)
Connected (13,19,1) -> (13,19,2)
Connected (13,19,1) -> (13,19,0)
====================
13,19,2 (13,19,2)
Connected (13,19,2) -> (14,19,2)
Connected (13,19,2) -> (12,19,2)
Ignored (13,20,2) because it's out of bounds.
Connected (13,19,2) -> (13,18,2)
Connected (13,19,2) -> (13,19,3)
Connected (13,19,2) -> (13,19,1)
====================
13,19,3 (13,19,3)
Connected (13,19,3) -> (14,19,3)
Connected (13,19,3) -> (12,19,3)
Ignored (13,20,3) because it's out of bounds.
Connected (13,19,3) -> (13,18,3)
Connected (13,19,3) -> (13,19,4)
Connected (13,19,3) -> (13,19,2)
====================
13,19,4 (13,19,4)
Connected (13,19,4) -> (14,19,4)
Connected (13,19,4) -> (12,19,4)
Ignored (13,20,4) because it's out of bounds.
Connected (13,19,4) -> (13,18,4)
Connected (13,19,4) -> (13,19,5)
Connected (13,19,4) -> (13,19,3)
====================
13,19,5 (13,19,5)
Connected (13,19,5) -> (14,19,5)
Connected (13,19,5) -> (12,19,5)
Ignored (13,20,5) because it's out of bounds.
Connected (13,19,5) -> (13,18,5)
Connected (13,19,5) -> (13,19,6)
Connected (13,19,5) -> (13,19,4)
====================
13,19,6 (13,19,6)
Connected (13,19,6) -> (14,19,6)
Connected (13,19,6) -> (12,19,6)
Ignored (13,20,6) because it's out of bounds.
Connected (13,19,6) -> (13,18,6)
Connected (13,19,6) -> (13,19,7)
Connected (13,19,6) -> (13,19,5)
====================
13,19,7 (13,19,7)
Connected (13,19,7) -> (14,19,7)
Connected (13,19,7) -> (12,19,7)
Ignored (13,20,7) because it's out of bounds.
Connected (13,19,7) -> (13,18,7)
Connected (13,19,7) -> (13,19,8)
Connected (13,19,7) -> (13,19,6)
====================
13,19,8 (13,19,8)
Connected (13,19,8) -> (14,19,8)
Connected (13,19,8) -> (12,19,8)
Ignored (13,20,8) because it's out of bounds.
Connected (13,19,8) -> (13,18,8)
Connected (13,19,8) -> (13,19,9)
Connected (13,19,8) -> (13,19,7)
====================
13,19,9 (13,19,9)
Connected (13,19,9) -> (14,19,9)
Connected (13,19,9) -> (12,19,9)
Ignored (13,20,9) because it's out of bounds.
Ignored (13,18,9) because a block exists there.
Connected (13,19,9) -> (13,19,10)
Connected (13,19,9) -> (13,19,8)
====================
13,19,10 (13,19,10)
Connected (13,19,10) -> (14,19,10)
Connected (13,19,10) -> (12,19,10)
Ignored (13,20,10) because it's out of bounds.
Ignored (13,18,10) because a block exists there.
Connected (13,19,10) -> (13,19,11)
Connected (13,19,10) -> (13,19,9)
====================
13,19,11 (13,19,11)
Connected (13,19,11) -> (14,19,11)
Connected (13,19,11) -> (12,19,11)
Ignored (13,20,11) because it's out of bounds.
Connected (13,19,11) -> (13,18,11)
Connected (13,19,11) -> (13,19,12)
Connected (13,19,11) -> (13,19,10)
====================
13,19,12 (13,19,12)
Connected (13,19,12) -> (14,19,12)
Connected (13,19,12) -> (12,19,12)
Ignored (13,20,12) because it's out of bounds.
Ignored (13,18,12) because a block exists there.
Connected (13,19,12) -> (13,19,13)
Connected (13,19,12) -> (13,19,11)
====================
13,19,13 (13,19,13)
Connected (13,19,13) -> (14,19,13)
Connected (13,19,13) -> (12,19,13)
Ignored (13,20,13) because it's out of bounds.
Connected (13,19,13) -> (13,18,13)
Connected (13,19,13) -> (13,19,14)
Connected (13,19,13) -> (13,19,12)
====================
13,19,14 (13,19,14)
Connected (13,19,14) -> (14,19,14)
Connected (13,19,14) -> (12,19,14)
Ignored (13,20,14) because it's out of bounds.
Connected (13,19,14) -> (13,18,14)
Connected (13,19,14) -> (13,19,15)
Connected (13,19,14) -> (13,19,13)
====================
13,19,15 (13,19,15)
Connected (13,19,15) -> (14,19,15)
Connected (13,19,15) -> (12,19,15)
Ignored (13,20,15) because it's out of bounds.
Connected (13,19,15) -> (13,18,15)
Connected (13,19,15) -> (13,19,16)
Connected (13,19,15) -> (13,19,14)
====================
13,19,16 (13,19,16)
Connected (13,19,16) -> (14,19,16)
Connected (13,19,16) -> (12,19,16)
Ignored (13,20,16) because it's out of bounds.
Connected (13,19,16) -> (13,18,16)
Connected (13,19,16) -> (13,19,17)
Connected (13,19,16) -> (13,19,15)
====================
13,19,17 (13,19,17)
Connected (13,19,17) -> (14,19,17)
Connected (13,19,17) -> (12,19,17)
Ignored (13,20,17) because it's out of bounds.
Connected (13,19,17) -> (13,18,17)
Connected (13,19,17) -> (13,19,18)
Connected (13,19,17) -> (13,19,16)
====================
13,19,18 (13,19,18)
Connected (13,19,18) -> (14,19,18)
Connected (13,19,18) -> (12,19,18)
Ignored (13,20,18) because it's out of bounds.
Connected (13,19,18) -> (13,18,18)
Connected (13,19,18) -> (13,19,19)
Connected (13,19,18) -> (13,19,17)
====================
13,19,19 (13,19,19)
Connected (13,19,19) -> (14,19,19)
Connected (13,19,19) -> (12,19,19)
Ignored (13,20,19) because it's out of bounds.
Connected (13,19,19) -> (13,18,19)
Connected (13,19,19) -> (13,19,20)
Connected (13,19,19) -> (13,19,18)
====================
13,19,20 (13,19,20)
Connected (13,19,20) -> (14,19,20)
Connected (13,19,20) -> (12,19,20)
Ignored (13,20,20) because it's out of bounds.
Connected (13,19,20) -> (13,18,20)
Ignored (13,19,21) because it's out of bounds.
Connected (13,19,20) -> (13,19,19)
====================
14,-1,-1 (14,-1,-1)
Connected (14,-1,-1) -> (15,-1,-1)
Connected (14,-1,-1) -> (13,-1,-1)
Connected (14,-1,-1) -> (14,0,-1)
Ignored (14,-2,-1) because it's out of bounds.
Connected (14,-1,-1) -> (14,-1,0)
Ignored (14,-1,-2) because it's out of bounds.
====================
14,-1,0 (14,-1,0)
Connected (14,-1,0) -> (15,-1,0)
Connected (14,-1,0) -> (13,-1,0)
Connected (14,-1,0) -> (14,0,0)
Ignored (14,-2,0) because it's out of bounds.
Connected (14,-1,0) -> (14,-1,1)
Connected (14,-1,0) -> (14,-1,-1)
====================
14,-1,1 (14,-1,1)
Connected (14,-1,1) -> (15,-1,1)
Connected (14,-1,1) -> (13,-1,1)
Connected (14,-1,1) -> (14,0,1)
Ignored (14,-2,1) because it's out of bounds.
Connected (14,-1,1) -> (14,-1,2)
Connected (14,-1,1) -> (14,-1,0)
====================
14,-1,2 (14,-1,2)
Connected (14,-1,2) -> (15,-1,2)
Connected (14,-1,2) -> (13,-1,2)
Connected (14,-1,2) -> (14,0,2)
Ignored (14,-2,2) because it's out of bounds.
Connected (14,-1,2) -> (14,-1,3)
Connected (14,-1,2) -> (14,-1,1)
====================
14,-1,3 (14,-1,3)
Connected (14,-1,3) -> (15,-1,3)
Connected (14,-1,3) -> (13,-1,3)
Connected (14,-1,3) -> (14,0,3)
Ignored (14,-2,3) because it's out of bounds.
Connected (14,-1,3) -> (14,-1,4)
Connected (14,-1,3) -> (14,-1,2)
====================
14,-1,4 (14,-1,4)
Connected (14,-1,4) -> (15,-1,4)
Connected (14,-1,4) -> (13,-1,4)
Connected (14,-1,4) -> (14,0,4)
Ignored (14,-2,4) because it's out of bounds.
Connected (14,-1,4) -> (14,-1,5)
Connected (14,-1,4) -> (14,-1,3)
====================
14,-1,5 (14,-1,5)
Connected (14,-1,5) -> (15,-1,5)
Connected (14,-1,5) -> (13,-1,5)
Connected (14,-1,5) -> (14,0,5)
Ignored (14,-2,5) because it's out of bounds.
Connected (14,-1,5) -> (14,-1,6)
Connected (14,-1,5) -> (14,-1,4)
====================
14,-1,6 (14,-1,6)
Connected (14,-1,6) -> (15,-1,6)
Connected (14,-1,6) -> (13,-1,6)
Connected (14,-1,6) -> (14,0,6)
Ignored (14,-2,6) because it's out of bounds.
Connected (14,-1,6) -> (14,-1,7)
Connected (14,-1,6) -> (14,-1,5)
====================
14,-1,7 (14,-1,7)
Connected (14,-1,7) -> (15,-1,7)
Connected (14,-1,7) -> (13,-1,7)
Connected (14,-1,7) -> (14,0,7)
Ignored (14,-2,7) because it's out of bounds.
Connected (14,-1,7) -> (14,-1,8)
Connected (14,-1,7) -> (14,-1,6)
====================
14,-1,8 (14,-1,8)
Connected (14,-1,8) -> (15,-1,8)
Connected (14,-1,8) -> (13,-1,8)
Connected (14,-1,8) -> (14,0,8)
Ignored (14,-2,8) because it's out of bounds.
Connected (14,-1,8) -> (14,-1,9)
Connected (14,-1,8) -> (14,-1,7)
====================
14,-1,9 (14,-1,9)
Connected (14,-1,9) -> (15,-1,9)
Connected (14,-1,9) -> (13,-1,9)
Connected (14,-1,9) -> (14,0,9)
Ignored (14,-2,9) because it's out of bounds.
Connected (14,-1,9) -> (14,-1,10)
Connected (14,-1,9) -> (14,-1,8)
====================
14,-1,10 (14,-1,10)
Connected (14,-1,10) -> (15,-1,10)
Connected (14,-1,10) -> (13,-1,10)
Connected (14,-1,10) -> (14,0,10)
Ignored (14,-2,10) because it's out of bounds.
Connected (14,-1,10) -> (14,-1,11)
Connected (14,-1,10) -> (14,-1,9)
====================
14,-1,11 (14,-1,11)
Connected (14,-1,11) -> (15,-1,11)
Connected (14,-1,11) -> (13,-1,11)
Connected (14,-1,11) -> (14,0,11)
Ignored (14,-2,11) because it's out of bounds.
Connected (14,-1,11) -> (14,-1,12)
Connected (14,-1,11) -> (14,-1,10)
====================
14,-1,12 (14,-1,12)
Connected (14,-1,12) -> (15,-1,12)
Connected (14,-1,12) -> (13,-1,12)
Connected (14,-1,12) -> (14,0,12)
Ignored (14,-2,12) because it's out of bounds.
Connected (14,-1,12) -> (14,-1,13)
Connected (14,-1,12) -> (14,-1,11)
====================
14,-1,13 (14,-1,13)
Connected (14,-1,13) -> (15,-1,13)
Connected (14,-1,13) -> (13,-1,13)
Connected (14,-1,13) -> (14,0,13)
Ignored (14,-2,13) because it's out of bounds.
Connected (14,-1,13) -> (14,-1,14)
Connected (14,-1,13) -> (14,-1,12)
====================
14,-1,14 (14,-1,14)
Connected (14,-1,14) -> (15,-1,14)
Connected (14,-1,14) -> (13,-1,14)
Connected (14,-1,14) -> (14,0,14)
Ignored (14,-2,14) because it's out of bounds.
Connected (14,-1,14) -> (14,-1,15)
Connected (14,-1,14) -> (14,-1,13)
====================
14,-1,15 (14,-1,15)
Connected (14,-1,15) -> (15,-1,15)
Connected (14,-1,15) -> (13,-1,15)
Connected (14,-1,15) -> (14,0,15)
Ignored (14,-2,15) because it's out of bounds.
Connected (14,-1,15) -> (14,-1,16)
Connected (14,-1,15) -> (14,-1,14)
====================
14,-1,16 (14,-1,16)
Connected (14,-1,16) -> (15,-1,16)
Connected (14,-1,16) -> (13,-1,16)
Connected (14,-1,16) -> (14,0,16)
Ignored (14,-2,16) because it's out of bounds.
Connected (14,-1,16) -> (14,-1,17)
Connected (14,-1,16) -> (14,-1,15)
====================
14,-1,17 (14,-1,17)
Connected (14,-1,17) -> (15,-1,17)
Connected (14,-1,17) -> (13,-1,17)
Connected (14,-1,17) -> (14,0,17)
Ignored (14,-2,17) because it's out of bounds.
Connected (14,-1,17) -> (14,-1,18)
Connected (14,-1,17) -> (14,-1,16)
====================
14,-1,18 (14,-1,18)
Connected (14,-1,18) -> (15,-1,18)
Connected (14,-1,18) -> (13,-1,18)
Connected (14,-1,18) -> (14,0,18)
Ignored (14,-2,18) because it's out of bounds.
Connected (14,-1,18) -> (14,-1,19)
Connected (14,-1,18) -> (14,-1,17)
====================
14,-1,19 (14,-1,19)
Connected (14,-1,19) -> (15,-1,19)
Connected (14,-1,19) -> (13,-1,19)
Connected (14,-1,19) -> (14,0,19)
Ignored (14,-2,19) because it's out of bounds.
Connected (14,-1,19) -> (14,-1,20)
Connected (14,-1,19) -> (14,-1,18)
====================
14,-1,20 (14,-1,20)
Connected (14,-1,20) -> (15,-1,20)
Connected (14,-1,20) -> (13,-1,20)
Connected (14,-1,20) -> (14,0,20)
Ignored (14,-2,20) because it's out of bounds.
Ignored (14,-1,21) because it's out of bounds.
Connected (14,-1,20) -> (14,-1,19)
====================
14,0,-1 (14,0,-1)
Connected (14,0,-1) -> (15,0,-1)
Connected (14,0,-1) -> (13,0,-1)
Connected (14,0,-1) -> (14,1,-1)
Connected (14,0,-1) -> (14,-1,-1)
Connected (14,0,-1) -> (14,0,0)
Ignored (14,0,-2) because it's out of bounds.
====================
14,0,0 (14,0,0)
Connected (14,0,0) -> (15,0,0)
Connected (14,0,0) -> (13,0,0)
Connected (14,0,0) -> (14,1,0)
Connected (14,0,0) -> (14,-1,0)
Connected (14,0,0) -> (14,0,1)
Connected (14,0,0) -> (14,0,-1)
====================
14,0,1 (14,0,1)
Connected (14,0,1) -> (15,0,1)
Connected (14,0,1) -> (13,0,1)
Connected (14,0,1) -> (14,1,1)
Connected (14,0,1) -> (14,-1,1)
Connected (14,0,1) -> (14,0,2)
Connected (14,0,1) -> (14,0,0)
====================
14,0,2 (14,0,2)
Connected (14,0,2) -> (15,0,2)
Connected (14,0,2) -> (13,0,2)
Connected (14,0,2) -> (14,1,2)
Connected (14,0,2) -> (14,-1,2)
Connected (14,0,2) -> (14,0,3)
Connected (14,0,2) -> (14,0,1)
====================
14,0,3 (14,0,3)
Connected (14,0,3) -> (15,0,3)
Connected (14,0,3) -> (13,0,3)
Connected (14,0,3) -> (14,1,3)
Connected (14,0,3) -> (14,-1,3)
Connected (14,0,3) -> (14,0,4)
Connected (14,0,3) -> (14,0,2)
====================
14,0,4 (14,0,4)
Connected (14,0,4) -> (15,0,4)
Connected (14,0,4) -> (13,0,4)
Connected (14,0,4) -> (14,1,4)
Connected (14,0,4) -> (14,-1,4)
Connected (14,0,4) -> (14,0,5)
Connected (14,0,4) -> (14,0,3)
====================
14,0,5 (14,0,5)
Connected (14,0,5) -> (15,0,5)
Connected (14,0,5) -> (13,0,5)
Connected (14,0,5) -> (14,1,5)
Connected (14,0,5) -> (14,-1,5)
Connected (14,0,5) -> (14,0,6)
Connected (14,0,5) -> (14,0,4)
====================
14,0,6 (14,0,6)
Connected (14,0,6) -> (15,0,6)
Connected (14,0,6) -> (13,0,6)
Connected (14,0,6) -> (14,1,6)
Connected (14,0,6) -> (14,-1,6)
Connected (14,0,6) -> (14,0,7)
Connected (14,0,6) -> (14,0,5)
====================
14,0,7 (14,0,7)
Connected (14,0,7) -> (15,0,7)
Connected (14,0,7) -> (13,0,7)
Connected (14,0,7) -> (14,1,7)
Connected (14,0,7) -> (14,-1,7)
Connected (14,0,7) -> (14,0,8)
Connected (14,0,7) -> (14,0,6)
====================
14,0,8 (14,0,8)
Connected (14,0,8) -> (15,0,8)
Connected (14,0,8) -> (13,0,8)
Connected (14,0,8) -> (14,1,8)
Connected (14,0,8) -> (14,-1,8)
Connected (14,0,8) -> (14,0,9)
Connected (14,0,8) -> (14,0,7)
====================
14,0,9 (14,0,9)
Connected (14,0,9) -> (15,0,9)
Connected (14,0,9) -> (13,0,9)
Connected (14,0,9) -> (14,1,9)
Connected (14,0,9) -> (14,-1,9)
Connected (14,0,9) -> (14,0,10)
Connected (14,0,9) -> (14,0,8)
====================
14,0,10 (14,0,10)
Connected (14,0,10) -> (15,0,10)
Connected (14,0,10) -> (13,0,10)
Connected (14,0,10) -> (14,1,10)
Connected (14,0,10) -> (14,-1,10)
Connected (14,0,10) -> (14,0,11)
Connected (14,0,10) -> (14,0,9)
====================
14,0,11 (14,0,11)
Connected (14,0,11) -> (15,0,11)
Connected (14,0,11) -> (13,0,11)
Connected (14,0,11) -> (14,1,11)
Connected (14,0,11) -> (14,-1,11)
Connected (14,0,11) -> (14,0,12)
Connected (14,0,11) -> (14,0,10)
====================
14,0,12 (14,0,12)
Connected (14,0,12) -> (15,0,12)
Connected (14,0,12) -> (13,0,12)
Connected (14,0,12) -> (14,1,12)
Connected (14,0,12) -> (14,-1,12)
Connected (14,0,12) -> (14,0,13)
Connected (14,0,12) -> (14,0,11)
====================
14,0,13 (14,0,13)
Connected (14,0,13) -> (15,0,13)
Connected (14,0,13) -> (13,0,13)
Connected (14,0,13) -> (14,1,13)
Connected (14,0,13) -> (14,-1,13)
Connected (14,0,13) -> (14,0,14)
Connected (14,0,13) -> (14,0,12)
====================
14,0,14 (14,0,14)
Connected (14,0,14) -> (15,0,14)
Connected (14,0,14) -> (13,0,14)
Connected (14,0,14) -> (14,1,14)
Connected (14,0,14) -> (14,-1,14)
Connected (14,0,14) -> (14,0,15)
Connected (14,0,14) -> (14,0,13)
====================
14,0,15 (14,0,15)
Connected (14,0,15) -> (15,0,15)
Connected (14,0,15) -> (13,0,15)
Connected (14,0,15) -> (14,1,15)
Connected (14,0,15) -> (14,-1,15)
Connected (14,0,15) -> (14,0,16)
Connected (14,0,15) -> (14,0,14)
====================
14,0,16 (14,0,16)
Connected (14,0,16) -> (15,0,16)
Connected (14,0,16) -> (13,0,16)
Connected (14,0,16) -> (14,1,16)
Connected (14,0,16) -> (14,-1,16)
Connected (14,0,16) -> (14,0,17)
Connected (14,0,16) -> (14,0,15)
====================
14,0,17 (14,0,17)
Connected (14,0,17) -> (15,0,17)
Connected (14,0,17) -> (13,0,17)
Connected (14,0,17) -> (14,1,17)
Connected (14,0,17) -> (14,-1,17)
Connected (14,0,17) -> (14,0,18)
Connected (14,0,17) -> (14,0,16)
====================
14,0,18 (14,0,18)
Connected (14,0,18) -> (15,0,18)
Connected (14,0,18) -> (13,0,18)
Connected (14,0,18) -> (14,1,18)
Connected (14,0,18) -> (14,-1,18)
Connected (14,0,18) -> (14,0,19)
Connected (14,0,18) -> (14,0,17)
====================
14,0,19 (14,0,19)
Connected (14,0,19) -> (15,0,19)
Connected (14,0,19) -> (13,0,19)
Connected (14,0,19) -> (14,1,19)
Connected (14,0,19) -> (14,-1,19)
Connected (14,0,19) -> (14,0,20)
Connected (14,0,19) -> (14,0,18)
====================
14,0,20 (14,0,20)
Connected (14,0,20) -> (15,0,20)
Connected (14,0,20) -> (13,0,20)
Connected (14,0,20) -> (14,1,20)
Connected (14,0,20) -> (14,-1,20)
Ignored (14,0,21) because it's out of bounds.
Connected (14,0,20) -> (14,0,19)
====================
14,1,-1 (14,1,-1)
Connected (14,1,-1) -> (15,1,-1)
Connected (14,1,-1) -> (13,1,-1)
Connected (14,1,-1) -> (14,2,-1)
Connected (14,1,-1) -> (14,0,-1)
Connected (14,1,-1) -> (14,1,0)
Ignored (14,1,-2) because it's out of bounds.
====================
14,1,0 (14,1,0)
Connected (14,1,0) -> (15,1,0)
Connected (14,1,0) -> (13,1,0)
Connected (14,1,0) -> (14,2,0)
Connected (14,1,0) -> (14,0,0)
Connected (14,1,0) -> (14,1,1)
Connected (14,1,0) -> (14,1,-1)
====================
14,1,1 (14,1,1)
Connected (14,1,1) -> (15,1,1)
Connected (14,1,1) -> (13,1,1)
Connected (14,1,1) -> (14,2,1)
Connected (14,1,1) -> (14,0,1)
Connected (14,1,1) -> (14,1,2)
Connected (14,1,1) -> (14,1,0)
====================
14,1,2 (14,1,2)
Connected (14,1,2) -> (15,1,2)
Connected (14,1,2) -> (13,1,2)
Connected (14,1,2) -> (14,2,2)
Connected (14,1,2) -> (14,0,2)
Connected (14,1,2) -> (14,1,3)
Connected (14,1,2) -> (14,1,1)
====================
14,1,3 (14,1,3)
Connected (14,1,3) -> (15,1,3)
Connected (14,1,3) -> (13,1,3)
Connected (14,1,3) -> (14,2,3)
Connected (14,1,3) -> (14,0,3)
Connected (14,1,3) -> (14,1,4)
Connected (14,1,3) -> (14,1,2)
====================
14,1,4 (14,1,4)
Connected (14,1,4) -> (15,1,4)
Connected (14,1,4) -> (13,1,4)
Connected (14,1,4) -> (14,2,4)
Connected (14,1,4) -> (14,0,4)
Connected (14,1,4) -> (14,1,5)
Connected (14,1,4) -> (14,1,3)
====================
14,1,5 (14,1,5)
Connected (14,1,5) -> (15,1,5)
Connected (14,1,5) -> (13,1,5)
Connected (14,1,5) -> (14,2,5)
Connected (14,1,5) -> (14,0,5)
Connected (14,1,5) -> (14,1,6)
Connected (14,1,5) -> (14,1,4)
====================
14,1,6 (14,1,6)
Connected (14,1,6) -> (15,1,6)
Connected (14,1,6) -> (13,1,6)
Connected (14,1,6) -> (14,2,6)
Connected (14,1,6) -> (14,0,6)
Connected (14,1,6) -> (14,1,7)
Connected (14,1,6) -> (14,1,5)
====================
14,1,7 (14,1,7)
Connected (14,1,7) -> (15,1,7)
Connected (14,1,7) -> (13,1,7)
Connected (14,1,7) -> (14,2,7)
Connected (14,1,7) -> (14,0,7)
Connected (14,1,7) -> (14,1,8)
Connected (14,1,7) -> (14,1,6)
====================
14,1,8 (14,1,8)
Connected (14,1,8) -> (15,1,8)
Connected (14,1,8) -> (13,1,8)
Ignored (14,2,8) because a block exists there.
Connected (14,1,8) -> (14,0,8)
Connected (14,1,8) -> (14,1,9)
Connected (14,1,8) -> (14,1,7)
====================
14,1,9 (14,1,9)
Connected (14,1,9) -> (15,1,9)
Connected (14,1,9) -> (13,1,9)
Ignored (14,2,9) because a block exists there.
Connected (14,1,9) -> (14,0,9)
Connected (14,1,9) -> (14,1,10)
Connected (14,1,9) -> (14,1,8)
====================
14,1,10 (14,1,10)
Connected (14,1,10) -> (15,1,10)
Connected (14,1,10) -> (13,1,10)
Ignored (14,2,10) because a block exists there.
Connected (14,1,10) -> (14,0,10)
Connected (14,1,10) -> (14,1,11)
Connected (14,1,10) -> (14,1,9)
====================
14,1,11 (14,1,11)
Connected (14,1,11) -> (15,1,11)
Connected (14,1,11) -> (13,1,11)
Ignored (14,2,11) because a block exists there.
Connected (14,1,11) -> (14,0,11)
Connected (14,1,11) -> (14,1,12)
Connected (14,1,11) -> (14,1,10)
====================
14,1,12 (14,1,12)
Connected (14,1,12) -> (15,1,12)
Connected (14,1,12) -> (13,1,12)
Connected (14,1,12) -> (14,2,12)
Connected (14,1,12) -> (14,0,12)
Connected (14,1,12) -> (14,1,13)
Connected (14,1,12) -> (14,1,11)
====================
14,1,13 (14,1,13)
Connected (14,1,13) -> (15,1,13)
Connected (14,1,13) -> (13,1,13)
Ignored (14,2,13) because a block exists there.
Connected (14,1,13) -> (14,0,13)
Connected (14,1,13) -> (14,1,14)
Connected (14,1,13) -> (14,1,12)
====================
14,1,14 (14,1,14)
Connected (14,1,14) -> (15,1,14)
Connected (14,1,14) -> (13,1,14)
Connected (14,1,14) -> (14,2,14)
Connected (14,1,14) -> (14,0,14)
Connected (14,1,14) -> (14,1,15)
Connected (14,1,14) -> (14,1,13)
====================
14,1,15 (14,1,15)
Connected (14,1,15) -> (15,1,15)
Connected (14,1,15) -> (13,1,15)
Connected (14,1,15) -> (14,2,15)
Connected (14,1,15) -> (14,0,15)
Connected (14,1,15) -> (14,1,16)
Connected (14,1,15) -> (14,1,14)
====================
14,1,16 (14,1,16)
Connected (14,1,16) -> (15,1,16)
Connected (14,1,16) -> (13,1,16)
Connected (14,1,16) -> (14,2,16)
Connected (14,1,16) -> (14,0,16)
Connected (14,1,16) -> (14,1,17)
Connected (14,1,16) -> (14,1,15)
====================
14,1,17 (14,1,17)
Connected (14,1,17) -> (15,1,17)
Connected (14,1,17) -> (13,1,17)
Connected (14,1,17) -> (14,2,17)
Connected (14,1,17) -> (14,0,17)
Connected (14,1,17) -> (14,1,18)
Connected (14,1,17) -> (14,1,16)
====================
14,1,18 (14,1,18)
Connected (14,1,18) -> (15,1,18)
Connected (14,1,18) -> (13,1,18)
Connected (14,1,18) -> (14,2,18)
Connected (14,1,18) -> (14,0,18)
Connected (14,1,18) -> (14,1,19)
Connected (14,1,18) -> (14,1,17)
====================
14,1,19 (14,1,19)
Connected (14,1,19) -> (15,1,19)
Connected (14,1,19) -> (13,1,19)
Connected (14,1,19) -> (14,2,19)
Connected (14,1,19) -> (14,0,19)
Connected (14,1,19) -> (14,1,20)
Connected (14,1,19) -> (14,1,18)
====================
14,1,20 (14,1,20)
Connected (14,1,20) -> (15,1,20)
Connected (14,1,20) -> (13,1,20)
Connected (14,1,20) -> (14,2,20)
Connected (14,1,20) -> (14,0,20)
Ignored (14,1,21) because it's out of bounds.
Connected (14,1,20) -> (14,1,19)
====================
14,2,-1 (14,2,-1)
Connected (14,2,-1) -> (15,2,-1)
Connected (14,2,-1) -> (13,2,-1)
Connected (14,2,-1) -> (14,3,-1)
Connected (14,2,-1) -> (14,1,-1)
Connected (14,2,-1) -> (14,2,0)
Ignored (14,2,-2) because it's out of bounds.
====================
14,2,0 (14,2,0)
Connected (14,2,0) -> (15,2,0)
Connected (14,2,0) -> (13,2,0)
Connected (14,2,0) -> (14,3,0)
Connected (14,2,0) -> (14,1,0)
Connected (14,2,0) -> (14,2,1)
Connected (14,2,0) -> (14,2,-1)
====================
14,2,1 (14,2,1)
Connected (14,2,1) -> (15,2,1)
Connected (14,2,1) -> (13,2,1)
Connected (14,2,1) -> (14,3,1)
Connected (14,2,1) -> (14,1,1)
Connected (14,2,1) -> (14,2,2)
Connected (14,2,1) -> (14,2,0)
====================
14,2,2 (14,2,2)
Connected (14,2,2) -> (15,2,2)
Connected (14,2,2) -> (13,2,2)
Connected (14,2,2) -> (14,3,2)
Connected (14,2,2) -> (14,1,2)
Connected (14,2,2) -> (14,2,3)
Connected (14,2,2) -> (14,2,1)
====================
14,2,3 (14,2,3)
Connected (14,2,3) -> (15,2,3)
Connected (14,2,3) -> (13,2,3)
Connected (14,2,3) -> (14,3,3)
Connected (14,2,3) -> (14,1,3)
Connected (14,2,3) -> (14,2,4)
Connected (14,2,3) -> (14,2,2)
====================
14,2,4 (14,2,4)
Connected (14,2,4) -> (15,2,4)
Connected (14,2,4) -> (13,2,4)
Connected (14,2,4) -> (14,3,4)
Connected (14,2,4) -> (14,1,4)
Connected (14,2,4) -> (14,2,5)
Connected (14,2,4) -> (14,2,3)
====================
14,2,5 (14,2,5)
Connected (14,2,5) -> (15,2,5)
Connected (14,2,5) -> (13,2,5)
Ignored (14,3,5) because a block exists there.
Connected (14,2,5) -> (14,1,5)
Connected (14,2,5) -> (14,2,6)
Connected (14,2,5) -> (14,2,4)
====================
14,2,6 (14,2,6)
Connected (14,2,6) -> (15,2,6)
Connected (14,2,6) -> (13,2,6)
Ignored (14,3,6) because a block exists there.
Connected (14,2,6) -> (14,1,6)
Connected (14,2,6) -> (14,2,7)
Connected (14,2,6) -> (14,2,5)
====================
14,2,7 (14,2,7)
Connected (14,2,7) -> (15,2,7)
Ignored (13,2,7) because a block exists there.
Ignored (14,3,7) because a block exists there.
Connected (14,2,7) -> (14,1,7)
Ignored (14,2,8) because a block exists there.
Connected (14,2,7) -> (14,2,6)
====================
14,2,12 (14,2,12)
Connected (14,2,12) -> (15,2,12)
Ignored (13,2,12) because a block exists there.
Ignored (14,3,12) because a block exists there.
Connected (14,2,12) -> (14,1,12)
Ignored (14,2,13) because a block exists there.
Ignored (14,2,11) because a block exists there.
====================
14,2,14 (14,2,14)
Connected (14,2,14) -> (15,2,14)
Connected (14,2,14) -> (13,2,14)
Ignored (14,3,14) because a block exists there.
Connected (14,2,14) -> (14,1,14)
Connected (14,2,14) -> (14,2,15)
Ignored (14,2,13) because a block exists there.
====================
14,2,15 (14,2,15)
Connected (14,2,15) -> (15,2,15)
Connected (14,2,15) -> (13,2,15)
Connected (14,2,15) -> (14,3,15)
Connected (14,2,15) -> (14,1,15)
Connected (14,2,15) -> (14,2,16)
Connected (14,2,15) -> (14,2,14)
====================
14,2,16 (14,2,16)
Connected (14,2,16) -> (15,2,16)
Connected (14,2,16) -> (13,2,16)
Connected (14,2,16) -> (14,3,16)
Connected (14,2,16) -> (14,1,16)
Connected (14,2,16) -> (14,2,17)
Connected (14,2,16) -> (14,2,15)
====================
14,2,17 (14,2,17)
Connected (14,2,17) -> (15,2,17)
Connected (14,2,17) -> (13,2,17)
Connected (14,2,17) -> (14,3,17)
Connected (14,2,17) -> (14,1,17)
Connected (14,2,17) -> (14,2,18)
Connected (14,2,17) -> (14,2,16)
====================
14,2,18 (14,2,18)
Connected (14,2,18) -> (15,2,18)
Connected (14,2,18) -> (13,2,18)
Connected (14,2,18) -> (14,3,18)
Connected (14,2,18) -> (14,1,18)
Connected (14,2,18) -> (14,2,19)
Connected (14,2,18) -> (14,2,17)
====================
14,2,19 (14,2,19)
Connected (14,2,19) -> (15,2,19)
Connected (14,2,19) -> (13,2,19)
Connected (14,2,19) -> (14,3,19)
Connected (14,2,19) -> (14,1,19)
Connected (14,2,19) -> (14,2,20)
Connected (14,2,19) -> (14,2,18)
====================
14,2,20 (14,2,20)
Connected (14,2,20) -> (15,2,20)
Connected (14,2,20) -> (13,2,20)
Connected (14,2,20) -> (14,3,20)
Connected (14,2,20) -> (14,1,20)
Ignored (14,2,21) because it's out of bounds.
Connected (14,2,20) -> (14,2,19)
====================
14,3,-1 (14,3,-1)
Connected (14,3,-1) -> (15,3,-1)
Connected (14,3,-1) -> (13,3,-1)
Connected (14,3,-1) -> (14,4,-1)
Connected (14,3,-1) -> (14,2,-1)
Connected (14,3,-1) -> (14,3,0)
Ignored (14,3,-2) because it's out of bounds.
====================
14,3,0 (14,3,0)
Connected (14,3,0) -> (15,3,0)
Connected (14,3,0) -> (13,3,0)
Connected (14,3,0) -> (14,4,0)
Connected (14,3,0) -> (14,2,0)
Connected (14,3,0) -> (14,3,1)
Connected (14,3,0) -> (14,3,-1)
====================
14,3,1 (14,3,1)
Connected (14,3,1) -> (15,3,1)
Connected (14,3,1) -> (13,3,1)
Connected (14,3,1) -> (14,4,1)
Connected (14,3,1) -> (14,2,1)
Connected (14,3,1) -> (14,3,2)
Connected (14,3,1) -> (14,3,0)
====================
14,3,2 (14,3,2)
Connected (14,3,2) -> (15,3,2)
Connected (14,3,2) -> (13,3,2)
Connected (14,3,2) -> (14,4,2)
Connected (14,3,2) -> (14,2,2)
Connected (14,3,2) -> (14,3,3)
Connected (14,3,2) -> (14,3,1)
====================
14,3,3 (14,3,3)
Connected (14,3,3) -> (15,3,3)
Connected (14,3,3) -> (13,3,3)
Connected (14,3,3) -> (14,4,3)
Connected (14,3,3) -> (14,2,3)
Connected (14,3,3) -> (14,3,4)
Connected (14,3,3) -> (14,3,2)
====================
14,3,4 (14,3,4)
Connected (14,3,4) -> (15,3,4)
Connected (14,3,4) -> (13,3,4)
Connected (14,3,4) -> (14,4,4)
Connected (14,3,4) -> (14,2,4)
Ignored (14,3,5) because a block exists there.
Connected (14,3,4) -> (14,3,3)
====================
14,3,15 (14,3,15)
Connected (14,3,15) -> (15,3,15)
Ignored (13,3,15) because a block exists there.
Ignored (14,4,15) because a block exists there.
Connected (14,3,15) -> (14,2,15)
Connected (14,3,15) -> (14,3,16)
Ignored (14,3,14) because a block exists there.
====================
14,3,16 (14,3,16)
Connected (14,3,16) -> (15,3,16)
Connected (14,3,16) -> (13,3,16)
Connected (14,3,16) -> (14,4,16)
Connected (14,3,16) -> (14,2,16)
Connected (14,3,16) -> (14,3,17)
Connected (14,3,16) -> (14,3,15)
====================
14,3,17 (14,3,17)
Connected (14,3,17) -> (15,3,17)
Connected (14,3,17) -> (13,3,17)
Connected (14,3,17) -> (14,4,17)
Connected (14,3,17) -> (14,2,17)
Connected (14,3,17) -> (14,3,18)
Connected (14,3,17) -> (14,3,16)
====================
14,3,18 (14,3,18)
Connected (14,3,18) -> (15,3,18)
Connected (14,3,18) -> (13,3,18)
Connected (14,3,18) -> (14,4,18)
Connected (14,3,18) -> (14,2,18)
Connected (14,3,18) -> (14,3,19)
Connected (14,3,18) -> (14,3,17)
====================
14,3,19 (14,3,19)
Connected (14,3,19) -> (15,3,19)
Connected (14,3,19) -> (13,3,19)
Connected (14,3,19) -> (14,4,19)
Connected (14,3,19) -> (14,2,19)
Connected (14,3,19) -> (14,3,20)
Connected (14,3,19) -> (14,3,18)
====================
14,3,20 (14,3,20)
Connected (14,3,20) -> (15,3,20)
Connected (14,3,20) -> (13,3,20)
Connected (14,3,20) -> (14,4,20)
Connected (14,3,20) -> (14,2,20)
Ignored (14,3,21) because it's out of bounds.
Connected (14,3,20) -> (14,3,19)
====================
14,4,-1 (14,4,-1)
Connected (14,4,-1) -> (15,4,-1)
Connected (14,4,-1) -> (13,4,-1)
Connected (14,4,-1) -> (14,5,-1)
Connected (14,4,-1) -> (14,3,-1)
Connected (14,4,-1) -> (14,4,0)
Ignored (14,4,-2) because it's out of bounds.
====================
14,4,0 (14,4,0)
Connected (14,4,0) -> (15,4,0)
Connected (14,4,0) -> (13,4,0)
Connected (14,4,0) -> (14,5,0)
Connected (14,4,0) -> (14,3,0)
Connected (14,4,0) -> (14,4,1)
Connected (14,4,0) -> (14,4,-1)
====================
14,4,1 (14,4,1)
Connected (14,4,1) -> (15,4,1)
Connected (14,4,1) -> (13,4,1)
Connected (14,4,1) -> (14,5,1)
Connected (14,4,1) -> (14,3,1)
Connected (14,4,1) -> (14,4,2)
Connected (14,4,1) -> (14,4,0)
====================
14,4,2 (14,4,2)
Connected (14,4,2) -> (15,4,2)
Connected (14,4,2) -> (13,4,2)
Connected (14,4,2) -> (14,5,2)
Connected (14,4,2) -> (14,3,2)
Connected (14,4,2) -> (14,4,3)
Connected (14,4,2) -> (14,4,1)
====================
14,4,3 (14,4,3)
Connected (14,4,3) -> (15,4,3)
Ignored (13,4,3) because a block exists there.
Connected (14,4,3) -> (14,5,3)
Connected (14,4,3) -> (14,3,3)
Connected (14,4,3) -> (14,4,4)
Connected (14,4,3) -> (14,4,2)
====================
14,4,4 (14,4,4)
Connected (14,4,4) -> (15,4,4)
Ignored (13,4,4) because a block exists there.
Ignored (14,5,4) because a block exists there.
Connected (14,4,4) -> (14,3,4)
Ignored (14,4,5) because a block exists there.
Connected (14,4,4) -> (14,4,3)
====================
14,4,16 (14,4,16)
Connected (14,4,16) -> (15,4,16)
Connected (14,4,16) -> (13,4,16)
Ignored (14,5,16) because a block exists there.
Connected (14,4,16) -> (14,3,16)
Connected (14,4,16) -> (14,4,17)
Ignored (14,4,15) because a block exists there.
====================
14,4,17 (14,4,17)
Connected (14,4,17) -> (15,4,17)
Connected (14,4,17) -> (13,4,17)
Connected (14,4,17) -> (14,5,17)
Connected (14,4,17) -> (14,3,17)
Connected (14,4,17) -> (14,4,18)
Connected (14,4,17) -> (14,4,16)
====================
14,4,18 (14,4,18)
Connected (14,4,18) -> (15,4,18)
Connected (14,4,18) -> (13,4,18)
Connected (14,4,18) -> (14,5,18)
Connected (14,4,18) -> (14,3,18)
Connected (14,4,18) -> (14,4,19)
Connected (14,4,18) -> (14,4,17)
====================
14,4,19 (14,4,19)
Connected (14,4,19) -> (15,4,19)
Connected (14,4,19) -> (13,4,19)
Connected (14,4,19) -> (14,5,19)
Connected (14,4,19) -> (14,3,19)
Connected (14,4,19) -> (14,4,20)
Connected (14,4,19) -> (14,4,18)
====================
14,4,20 (14,4,20)
Connected (14,4,20) -> (15,4,20)
Connected (14,4,20) -> (13,4,20)
Connected (14,4,20) -> (14,5,20)
Connected (14,4,20) -> (14,3,20)
Ignored (14,4,21) because it's out of bounds.
Connected (14,4,20) -> (14,4,19)
====================
14,5,-1 (14,5,-1)
Connected (14,5,-1) -> (15,5,-1)
Connected (14,5,-1) -> (13,5,-1)
Connected (14,5,-1) -> (14,6,-1)
Connected (14,5,-1) -> (14,4,-1)
Connected (14,5,-1) -> (14,5,0)
Ignored (14,5,-2) because it's out of bounds.
====================
14,5,0 (14,5,0)
Connected (14,5,0) -> (15,5,0)
Connected (14,5,0) -> (13,5,0)
Connected (14,5,0) -> (14,6,0)
Connected (14,5,0) -> (14,4,0)
Connected (14,5,0) -> (14,5,1)
Connected (14,5,0) -> (14,5,-1)
====================
14,5,1 (14,5,1)
Connected (14,5,1) -> (15,5,1)
Connected (14,5,1) -> (13,5,1)
Connected (14,5,1) -> (14,6,1)
Connected (14,5,1) -> (14,4,1)
Connected (14,5,1) -> (14,5,2)
Connected (14,5,1) -> (14,5,0)
====================
14,5,2 (14,5,2)
Connected (14,5,2) -> (15,5,2)
Ignored (13,5,2) because a block exists there.
Connected (14,5,2) -> (14,6,2)
Connected (14,5,2) -> (14,4,2)
Connected (14,5,2) -> (14,5,3)
Connected (14,5,2) -> (14,5,1)
====================
14,5,3 (14,5,3)
Connected (14,5,3) -> (15,5,3)
Ignored (13,5,3) because a block exists there.
Ignored (14,6,3) because a block exists there.
Connected (14,5,3) -> (14,4,3)
Ignored (14,5,4) because a block exists there.
Connected (14,5,3) -> (14,5,2)
====================
14,5,8 (14,5,8)
Ignored (15,5,8) because a block exists there.
Connected (14,5,8) -> (13,5,8)
Ignored (14,6,8) because a block exists there.
Ignored (14,4,8) because a block exists there.
Ignored (14,5,9) because a block exists there.
Ignored (14,5,7) because a block exists there.
====================
14,5,10 (14,5,10)
Ignored (15,5,10) because a block exists there.
Connected (14,5,10) -> (13,5,10)
Connected (14,5,10) -> (14,6,10)
Ignored (14,4,10) because a block exists there.
Connected (14,5,10) -> (14,5,11)
Ignored (14,5,9) because a block exists there.
====================
14,5,11 (14,5,11)
Connected (14,5,11) -> (15,5,11)
Connected (14,5,11) -> (13,5,11)
Ignored (14,6,11) because a block exists there.
Ignored (14,4,11) because a block exists there.
Ignored (14,5,12) because a block exists there.
Connected (14,5,11) -> (14,5,10)
====================
14,5,17 (14,5,17)
Connected (14,5,17) -> (15,5,17)
Connected (14,5,17) -> (13,5,17)
Connected (14,5,17) -> (14,6,17)
Connected (14,5,17) -> (14,4,17)
Connected (14,5,17) -> (14,5,18)
Ignored (14,5,16) because a block exists there.
====================
14,5,18 (14,5,18)
Connected (14,5,18) -> (15,5,18)
Connected (14,5,18) -> (13,5,18)
Connected (14,5,18) -> (14,6,18)
Connected (14,5,18) -> (14,4,18)
Connected (14,5,18) -> (14,5,19)
Connected (14,5,18) -> (14,5,17)
====================
14,5,19 (14,5,19)
Connected (14,5,19) -> (15,5,19)
Connected (14,5,19) -> (13,5,19)
Connected (14,5,19) -> (14,6,19)
Connected (14,5,19) -> (14,4,19)
Connected (14,5,19) -> (14,5,20)
Connected (14,5,19) -> (14,5,18)
====================
14,5,20 (14,5,20)
Connected (14,5,20) -> (15,5,20)
Connected (14,5,20) -> (13,5,20)
Connected (14,5,20) -> (14,6,20)
Connected (14,5,20) -> (14,4,20)
Ignored (14,5,21) because it's out of bounds.
Connected (14,5,20) -> (14,5,19)
====================
14,6,-1 (14,6,-1)
Connected (14,6,-1) -> (15,6,-1)
Connected (14,6,-1) -> (13,6,-1)
Connected (14,6,-1) -> (14,7,-1)
Connected (14,6,-1) -> (14,5,-1)
Connected (14,6,-1) -> (14,6,0)
Ignored (14,6,-2) because it's out of bounds.
====================
14,6,0 (14,6,0)
Connected (14,6,0) -> (15,6,0)
Connected (14,6,0) -> (13,6,0)
Connected (14,6,0) -> (14,7,0)
Connected (14,6,0) -> (14,5,0)
Connected (14,6,0) -> (14,6,1)
Connected (14,6,0) -> (14,6,-1)
====================
14,6,1 (14,6,1)
Connected (14,6,1) -> (15,6,1)
Connected (14,6,1) -> (13,6,1)
Connected (14,6,1) -> (14,7,1)
Connected (14,6,1) -> (14,5,1)
Connected (14,6,1) -> (14,6,2)
Connected (14,6,1) -> (14,6,0)
====================
14,6,2 (14,6,2)
Connected (14,6,2) -> (15,6,2)
Ignored (13,6,2) because a block exists there.
Connected (14,6,2) -> (14,7,2)
Connected (14,6,2) -> (14,5,2)
Ignored (14,6,3) because a block exists there.
Connected (14,6,2) -> (14,6,1)
====================
14,6,7 (14,6,7)
Connected (14,6,7) -> (15,6,7)
Connected (14,6,7) -> (13,6,7)
Connected (14,6,7) -> (14,7,7)
Ignored (14,5,7) because a block exists there.
Ignored (14,6,8) because a block exists there.
Ignored (14,6,6) because a block exists there.
====================
14,6,9 (14,6,9)
Ignored (15,6,9) because a block exists there.
Connected (14,6,9) -> (13,6,9)
Connected (14,6,9) -> (14,7,9)
Ignored (14,5,9) because a block exists there.
Connected (14,6,9) -> (14,6,10)
Ignored (14,6,8) because a block exists there.
====================
14,6,10 (14,6,10)
Ignored (15,6,10) because a block exists there.
Connected (14,6,10) -> (13,6,10)
Connected (14,6,10) -> (14,7,10)
Connected (14,6,10) -> (14,5,10)
Ignored (14,6,11) because a block exists there.
Connected (14,6,10) -> (14,6,9)
====================
14,6,17 (14,6,17)
Connected (14,6,17) -> (15,6,17)
Connected (14,6,17) -> (13,6,17)
Connected (14,6,17) -> (14,7,17)
Connected (14,6,17) -> (14,5,17)
Connected (14,6,17) -> (14,6,18)
Ignored (14,6,16) because a block exists there.
====================
14,6,18 (14,6,18)
Connected (14,6,18) -> (15,6,18)
Connected (14,6,18) -> (13,6,18)
Connected (14,6,18) -> (14,7,18)
Connected (14,6,18) -> (14,5,18)
Connected (14,6,18) -> (14,6,19)
Connected (14,6,18) -> (14,6,17)
====================
14,6,19 (14,6,19)
Connected (14,6,19) -> (15,6,19)
Connected (14,6,19) -> (13,6,19)
Connected (14,6,19) -> (14,7,19)
Connected (14,6,19) -> (14,5,19)
Connected (14,6,19) -> (14,6,20)
Connected (14,6,19) -> (14,6,18)
====================
14,6,20 (14,6,20)
Connected (14,6,20) -> (15,6,20)
Connected (14,6,20) -> (13,6,20)
Connected (14,6,20) -> (14,7,20)
Connected (14,6,20) -> (14,5,20)
Ignored (14,6,21) because it's out of bounds.
Connected (14,6,20) -> (14,6,19)
====================
14,7,-1 (14,7,-1)
Connected (14,7,-1) -> (15,7,-1)
Connected (14,7,-1) -> (13,7,-1)
Connected (14,7,-1) -> (14,8,-1)
Connected (14,7,-1) -> (14,6,-1)
Connected (14,7,-1) -> (14,7,0)
Ignored (14,7,-2) because it's out of bounds.
====================
14,7,0 (14,7,0)
Connected (14,7,0) -> (15,7,0)
Connected (14,7,0) -> (13,7,0)
Connected (14,7,0) -> (14,8,0)
Connected (14,7,0) -> (14,6,0)
Connected (14,7,0) -> (14,7,1)
Connected (14,7,0) -> (14,7,-1)
====================
14,7,1 (14,7,1)
Connected (14,7,1) -> (15,7,1)
Connected (14,7,1) -> (13,7,1)
Connected (14,7,1) -> (14,8,1)
Connected (14,7,1) -> (14,6,1)
Connected (14,7,1) -> (14,7,2)
Connected (14,7,1) -> (14,7,0)
====================
14,7,2 (14,7,2)
Connected (14,7,2) -> (15,7,2)
Ignored (13,7,2) because a block exists there.
Connected (14,7,2) -> (14,8,2)
Connected (14,7,2) -> (14,6,2)
Ignored (14,7,3) because a block exists there.
Connected (14,7,2) -> (14,7,1)
====================
14,7,6 (14,7,6)
Ignored (15,7,6) because a block exists there.
Connected (14,7,6) -> (13,7,6)
Connected (14,7,6) -> (14,8,6)
Ignored (14,6,6) because a block exists there.
Connected (14,7,6) -> (14,7,7)
Ignored (14,7,5) because a block exists there.
====================
14,7,7 (14,7,7)
Ignored (15,7,7) because a block exists there.
Connected (14,7,7) -> (13,7,7)
Connected (14,7,7) -> (14,8,7)
Connected (14,7,7) -> (14,6,7)
Connected (14,7,7) -> (14,7,8)
Connected (14,7,7) -> (14,7,6)
====================
14,7,8 (14,7,8)
Connected (14,7,8) -> (15,7,8)
Connected (14,7,8) -> (13,7,8)
Connected (14,7,8) -> (14,8,8)
Ignored (14,6,8) because a block exists there.
Connected (14,7,8) -> (14,7,9)
Connected (14,7,8) -> (14,7,7)
====================
14,7,9 (14,7,9)
Ignored (15,7,9) because a block exists there.
Connected (14,7,9) -> (13,7,9)
Connected (14,7,9) -> (14,8,9)
Connected (14,7,9) -> (14,6,9)
Connected (14,7,9) -> (14,7,10)
Connected (14,7,9) -> (14,7,8)
====================
14,7,10 (14,7,10)
Ignored (15,7,10) because a block exists there.
Connected (14,7,10) -> (13,7,10)
Connected (14,7,10) -> (14,8,10)
Connected (14,7,10) -> (14,6,10)
Connected (14,7,10) -> (14,7,11)
Connected (14,7,10) -> (14,7,9)
====================
14,7,11 (14,7,11)
Ignored (15,7,11) because a block exists there.
Connected (14,7,11) -> (13,7,11)
Connected (14,7,11) -> (14,8,11)
Ignored (14,6,11) because a block exists there.
Connected (14,7,11) -> (14,7,12)
Connected (14,7,11) -> (14,7,10)
====================
14,7,12 (14,7,12)
Ignored (15,7,12) because a block exists there.
Connected (14,7,12) -> (13,7,12)
Connected (14,7,12) -> (14,8,12)
Ignored (14,6,12) because a block exists there.
Connected (14,7,12) -> (14,7,13)
Connected (14,7,12) -> (14,7,11)
====================
14,7,13 (14,7,13)
Ignored (15,7,13) because a block exists there.
Connected (14,7,13) -> (13,7,13)
Ignored (14,8,13) because a block exists there.
Ignored (14,6,13) because a block exists there.
Connected (14,7,13) -> (14,7,14)
Connected (14,7,13) -> (14,7,12)
====================
14,7,14 (14,7,14)
Ignored (15,7,14) because a block exists there.
Connected (14,7,14) -> (13,7,14)
Ignored (14,8,14) because a block exists there.
Ignored (14,6,14) because a block exists there.
Ignored (14,7,15) because a block exists there.
Connected (14,7,14) -> (14,7,13)
====================
14,7,17 (14,7,17)
Connected (14,7,17) -> (15,7,17)
Ignored (13,7,17) because a block exists there.
Ignored (14,8,17) because a block exists there.
Connected (14,7,17) -> (14,6,17)
Connected (14,7,17) -> (14,7,18)
Ignored (14,7,16) because a block exists there.
====================
14,7,18 (14,7,18)
Connected (14,7,18) -> (15,7,18)
Ignored (13,7,18) because a block exists there.
Connected (14,7,18) -> (14,8,18)
Connected (14,7,18) -> (14,6,18)
Connected (14,7,18) -> (14,7,19)
Connected (14,7,18) -> (14,7,17)
====================
14,7,19 (14,7,19)
Connected (14,7,19) -> (15,7,19)
Connected (14,7,19) -> (13,7,19)
Connected (14,7,19) -> (14,8,19)
Connected (14,7,19) -> (14,6,19)
Connected (14,7,19) -> (14,7,20)
Connected (14,7,19) -> (14,7,18)
====================
14,7,20 (14,7,20)
Connected (14,7,20) -> (15,7,20)
Connected (14,7,20) -> (13,7,20)
Connected (14,7,20) -> (14,8,20)
Connected (14,7,20) -> (14,6,20)
Ignored (14,7,21) because it's out of bounds.
Connected (14,7,20) -> (14,7,19)
====================
14,8,-1 (14,8,-1)
Connected (14,8,-1) -> (15,8,-1)
Connected (14,8,-1) -> (13,8,-1)
Connected (14,8,-1) -> (14,9,-1)
Connected (14,8,-1) -> (14,7,-1)
Connected (14,8,-1) -> (14,8,0)
Ignored (14,8,-2) because it's out of bounds.
====================
14,8,0 (14,8,0)
Connected (14,8,0) -> (15,8,0)
Connected (14,8,0) -> (13,8,0)
Connected (14,8,0) -> (14,9,0)
Connected (14,8,0) -> (14,7,0)
Connected (14,8,0) -> (14,8,1)
Connected (14,8,0) -> (14,8,-1)
====================
14,8,1 (14,8,1)
Connected (14,8,1) -> (15,8,1)
Ignored (13,8,1) because a block exists there.
Connected (14,8,1) -> (14,9,1)
Connected (14,8,1) -> (14,7,1)
Connected (14,8,1) -> (14,8,2)
Connected (14,8,1) -> (14,8,0)
====================
14,8,2 (14,8,2)
Connected (14,8,2) -> (15,8,2)
Ignored (13,8,2) because a block exists there.
Connected (14,8,2) -> (14,9,2)
Connected (14,8,2) -> (14,7,2)
Ignored (14,8,3) because a block exists there.
Connected (14,8,2) -> (14,8,1)
====================
14,8,6 (14,8,6)
Ignored (15,8,6) because a block exists there.
Connected (14,8,6) -> (13,8,6)
Connected (14,8,6) -> (14,9,6)
Connected (14,8,6) -> (14,7,6)
Connected (14,8,6) -> (14,8,7)
Ignored (14,8,5) because a block exists there.
====================
14,8,7 (14,8,7)
Ignored (15,8,7) because a block exists there.
Connected (14,8,7) -> (13,8,7)
Ignored (14,9,7) because a block exists there.
Connected (14,8,7) -> (14,7,7)
Connected (14,8,7) -> (14,8,8)
Connected (14,8,7) -> (14,8,6)
====================
14,8,8 (14,8,8)
Ignored (15,8,8) because a block exists there.
Connected (14,8,8) -> (13,8,8)
Connected (14,8,8) -> (14,9,8)
Connected (14,8,8) -> (14,7,8)
Connected (14,8,8) -> (14,8,9)
Connected (14,8,8) -> (14,8,7)
====================
14,8,9 (14,8,9)
Connected (14,8,9) -> (15,8,9)
Connected (14,8,9) -> (13,8,9)
Connected (14,8,9) -> (14,9,9)
Connected (14,8,9) -> (14,7,9)
Connected (14,8,9) -> (14,8,10)
Connected (14,8,9) -> (14,8,8)
====================
14,8,10 (14,8,10)
Ignored (15,8,10) because a block exists there.
Connected (14,8,10) -> (13,8,10)
Connected (14,8,10) -> (14,9,10)
Connected (14,8,10) -> (14,7,10)
Connected (14,8,10) -> (14,8,11)
Connected (14,8,10) -> (14,8,9)
====================
14,8,11 (14,8,11)
Ignored (15,8,11) because a block exists there.
Connected (14,8,11) -> (13,8,11)
Connected (14,8,11) -> (14,9,11)
Connected (14,8,11) -> (14,7,11)
Connected (14,8,11) -> (14,8,12)
Connected (14,8,11) -> (14,8,10)
====================
14,8,12 (14,8,12)
Ignored (15,8,12) because a block exists there.
Connected (14,8,12) -> (13,8,12)
Connected (14,8,12) -> (14,9,12)
Connected (14,8,12) -> (14,7,12)
Ignored (14,8,13) because a block exists there.
Connected (14,8,12) -> (14,8,11)
====================
14,8,18 (14,8,18)
Connected (14,8,18) -> (15,8,18)
Connected (14,8,18) -> (13,8,18)
Connected (14,8,18) -> (14,9,18)
Connected (14,8,18) -> (14,7,18)
Connected (14,8,18) -> (14,8,19)
Ignored (14,8,17) because a block exists there.
====================
14,8,19 (14,8,19)
Connected (14,8,19) -> (15,8,19)
Connected (14,8,19) -> (13,8,19)
Connected (14,8,19) -> (14,9,19)
Connected (14,8,19) -> (14,7,19)
Connected (14,8,19) -> (14,8,20)
Connected (14,8,19) -> (14,8,18)
====================
14,8,20 (14,8,20)
Connected (14,8,20) -> (15,8,20)
Connected (14,8,20) -> (13,8,20)
Connected (14,8,20) -> (14,9,20)
Connected (14,8,20) -> (14,7,20)
Ignored (14,8,21) because it's out of bounds.
Connected (14,8,20) -> (14,8,19)
====================
14,9,-1 (14,9,-1)
Connected (14,9,-1) -> (15,9,-1)
Connected (14,9,-1) -> (13,9,-1)
Connected (14,9,-1) -> (14,10,-1)
Connected (14,9,-1) -> (14,8,-1)
Connected (14,9,-1) -> (14,9,0)
Ignored (14,9,-2) because it's out of bounds.
====================
14,9,0 (14,9,0)
Connected (14,9,0) -> (15,9,0)
Connected (14,9,0) -> (13,9,0)
Connected (14,9,0) -> (14,10,0)
Connected (14,9,0) -> (14,8,0)
Connected (14,9,0) -> (14,9,1)
Connected (14,9,0) -> (14,9,-1)
====================
14,9,1 (14,9,1)
Connected (14,9,1) -> (15,9,1)
Ignored (13,9,1) because a block exists there.
Connected (14,9,1) -> (14,10,1)
Connected (14,9,1) -> (14,8,1)
Connected (14,9,1) -> (14,9,2)
Connected (14,9,1) -> (14,9,0)
====================
14,9,2 (14,9,2)
Connected (14,9,2) -> (15,9,2)
Ignored (13,9,2) because a block exists there.
Ignored (14,10,2) because a block exists there.
Connected (14,9,2) -> (14,8,2)
Ignored (14,9,3) because a block exists there.
Connected (14,9,2) -> (14,9,1)
====================
14,9,6 (14,9,6)
Connected (14,9,6) -> (15,9,6)
Connected (14,9,6) -> (13,9,6)
Connected (14,9,6) -> (14,10,6)
Connected (14,9,6) -> (14,8,6)
Ignored (14,9,7) because a block exists there.
Ignored (14,9,5) because a block exists there.
====================
14,9,8 (14,9,8)
Connected (14,9,8) -> (15,9,8)
Connected (14,9,8) -> (13,9,8)
Connected (14,9,8) -> (14,10,8)
Connected (14,9,8) -> (14,8,8)
Connected (14,9,8) -> (14,9,9)
Ignored (14,9,7) because a block exists there.
====================
14,9,9 (14,9,9)
Connected (14,9,9) -> (15,9,9)
Connected (14,9,9) -> (13,9,9)
Connected (14,9,9) -> (14,10,9)
Connected (14,9,9) -> (14,8,9)
Connected (14,9,9) -> (14,9,10)
Connected (14,9,9) -> (14,9,8)
====================
14,9,10 (14,9,10)
Connected (14,9,10) -> (15,9,10)
Connected (14,9,10) -> (13,9,10)
Connected (14,9,10) -> (14,10,10)
Connected (14,9,10) -> (14,8,10)
Connected (14,9,10) -> (14,9,11)
Connected (14,9,10) -> (14,9,9)
====================
14,9,11 (14,9,11)
Connected (14,9,11) -> (15,9,11)
Connected (14,9,11) -> (13,9,11)
Connected (14,9,11) -> (14,10,11)
Connected (14,9,11) -> (14,8,11)
Connected (14,9,11) -> (14,9,12)
Connected (14,9,11) -> (14,9,10)
====================
14,9,12 (14,9,12)
Ignored (15,9,12) because a block exists there.
Connected (14,9,12) -> (13,9,12)
Connected (14,9,12) -> (14,10,12)
Connected (14,9,12) -> (14,8,12)
Connected (14,9,12) -> (14,9,13)
Connected (14,9,12) -> (14,9,11)
====================
14,9,13 (14,9,13)
Connected (14,9,13) -> (15,9,13)
Connected (14,9,13) -> (13,9,13)
Ignored (14,10,13) because a block exists there.
Ignored (14,8,13) because a block exists there.
Ignored (14,9,14) because a block exists there.
Connected (14,9,13) -> (14,9,12)
====================
14,9,18 (14,9,18)
Connected (14,9,18) -> (15,9,18)
Connected (14,9,18) -> (13,9,18)
Connected (14,9,18) -> (14,10,18)
Connected (14,9,18) -> (14,8,18)
Connected (14,9,18) -> (14,9,19)
Ignored (14,9,17) because a block exists there.
====================
14,9,19 (14,9,19)
Connected (14,9,19) -> (15,9,19)
Connected (14,9,19) -> (13,9,19)
Connected (14,9,19) -> (14,10,19)
Connected (14,9,19) -> (14,8,19)
Connected (14,9,19) -> (14,9,20)
Connected (14,9,19) -> (14,9,18)
====================
14,9,20 (14,9,20)
Connected (14,9,20) -> (15,9,20)
Connected (14,9,20) -> (13,9,20)
Connected (14,9,20) -> (14,10,20)
Connected (14,9,20) -> (14,8,20)
Ignored (14,9,21) because it's out of bounds.
Connected (14,9,20) -> (14,9,19)
====================
14,10,-1 (14,10,-1)
Connected (14,10,-1) -> (15,10,-1)
Connected (14,10,-1) -> (13,10,-1)
Connected (14,10,-1) -> (14,11,-1)
Connected (14,10,-1) -> (14,9,-1)
Connected (14,10,-1) -> (14,10,0)
Ignored (14,10,-2) because it's out of bounds.
====================
14,10,0 (14,10,0)
Connected (14,10,0) -> (15,10,0)
Connected (14,10,0) -> (13,10,0)
Connected (14,10,0) -> (14,11,0)
Connected (14,10,0) -> (14,9,0)
Connected (14,10,0) -> (14,10,1)
Connected (14,10,0) -> (14,10,-1)
====================
14,10,1 (14,10,1)
Connected (14,10,1) -> (15,10,1)
Ignored (13,10,1) because a block exists there.
Connected (14,10,1) -> (14,11,1)
Connected (14,10,1) -> (14,9,1)
Ignored (14,10,2) because a block exists there.
Connected (14,10,1) -> (14,10,0)
====================
14,10,4 (14,10,4)
Ignored (15,10,4) because a block exists there.
Ignored (13,10,4) because a block exists there.
Ignored (14,11,4) because a block exists there.
Ignored (14,9,4) because a block exists there.
Ignored (14,10,5) because a block exists there.
Ignored (14,10,3) because a block exists there.
====================
14,10,6 (14,10,6)
Ignored (15,10,6) because a block exists there.
Connected (14,10,6) -> (13,10,6)
Connected (14,10,6) -> (14,11,6)
Connected (14,10,6) -> (14,9,6)
Connected (14,10,6) -> (14,10,7)
Ignored (14,10,5) because a block exists there.
====================
14,10,7 (14,10,7)
Ignored (15,10,7) because a block exists there.
Connected (14,10,7) -> (13,10,7)
Connected (14,10,7) -> (14,11,7)
Ignored (14,9,7) because a block exists there.
Connected (14,10,7) -> (14,10,8)
Connected (14,10,7) -> (14,10,6)
====================
14,10,8 (14,10,8)
Connected (14,10,8) -> (15,10,8)
Connected (14,10,8) -> (13,10,8)
Connected (14,10,8) -> (14,11,8)
Connected (14,10,8) -> (14,9,8)
Connected (14,10,8) -> (14,10,9)
Connected (14,10,8) -> (14,10,7)
====================
14,10,9 (14,10,9)
Connected (14,10,9) -> (15,10,9)
Connected (14,10,9) -> (13,10,9)
Connected (14,10,9) -> (14,11,9)
Connected (14,10,9) -> (14,9,9)
Connected (14,10,9) -> (14,10,10)
Connected (14,10,9) -> (14,10,8)
====================
14,10,10 (14,10,10)
Connected (14,10,10) -> (15,10,10)
Connected (14,10,10) -> (13,10,10)
Connected (14,10,10) -> (14,11,10)
Connected (14,10,10) -> (14,9,10)
Connected (14,10,10) -> (14,10,11)
Connected (14,10,10) -> (14,10,9)
====================
14,10,11 (14,10,11)
Ignored (15,10,11) because a block exists there.
Connected (14,10,11) -> (13,10,11)
Connected (14,10,11) -> (14,11,11)
Connected (14,10,11) -> (14,9,11)
Connected (14,10,11) -> (14,10,12)
Connected (14,10,11) -> (14,10,10)
====================
14,10,12 (14,10,12)
Connected (14,10,12) -> (15,10,12)
Connected (14,10,12) -> (13,10,12)
Connected (14,10,12) -> (14,11,12)
Connected (14,10,12) -> (14,9,12)
Ignored (14,10,13) because a block exists there.
Connected (14,10,12) -> (14,10,11)
====================
14,10,18 (14,10,18)
Connected (14,10,18) -> (15,10,18)
Ignored (13,10,18) because a block exists there.
Connected (14,10,18) -> (14,11,18)
Connected (14,10,18) -> (14,9,18)
Connected (14,10,18) -> (14,10,19)
Ignored (14,10,17) because a block exists there.
====================
14,10,19 (14,10,19)
Connected (14,10,19) -> (15,10,19)
Connected (14,10,19) -> (13,10,19)
Connected (14,10,19) -> (14,11,19)
Connected (14,10,19) -> (14,9,19)
Connected (14,10,19) -> (14,10,20)
Connected (14,10,19) -> (14,10,18)
====================
14,10,20 (14,10,20)
Connected (14,10,20) -> (15,10,20)
Connected (14,10,20) -> (13,10,20)
Connected (14,10,20) -> (14,11,20)
Connected (14,10,20) -> (14,9,20)
Ignored (14,10,21) because it's out of bounds.
Connected (14,10,20) -> (14,10,19)
====================
14,11,-1 (14,11,-1)
Connected (14,11,-1) -> (15,11,-1)
Connected (14,11,-1) -> (13,11,-1)
Connected (14,11,-1) -> (14,12,-1)
Connected (14,11,-1) -> (14,10,-1)
Connected (14,11,-1) -> (14,11,0)
Ignored (14,11,-2) because it's out of bounds.
====================
14,11,0 (14,11,0)
Connected (14,11,0) -> (15,11,0)
Connected (14,11,0) -> (13,11,0)
Connected (14,11,0) -> (14,12,0)
Connected (14,11,0) -> (14,10,0)
Connected (14,11,0) -> (14,11,1)
Connected (14,11,0) -> (14,11,-1)
====================
14,11,1 (14,11,1)
Connected (14,11,1) -> (15,11,1)
Ignored (13,11,1) because a block exists there.
Connected (14,11,1) -> (14,12,1)
Connected (14,11,1) -> (14,10,1)
Ignored (14,11,2) because a block exists there.
Connected (14,11,1) -> (14,11,0)
====================
14,11,6 (14,11,6)
Connected (14,11,6) -> (15,11,6)
Ignored (13,11,6) because a block exists there.
Ignored (14,12,6) because a block exists there.
Connected (14,11,6) -> (14,10,6)
Connected (14,11,6) -> (14,11,7)
Ignored (14,11,5) because a block exists there.
====================
14,11,7 (14,11,7)
Ignored (15,11,7) because a block exists there.
Connected (14,11,7) -> (13,11,7)
Connected (14,11,7) -> (14,12,7)
Connected (14,11,7) -> (14,10,7)
Connected (14,11,7) -> (14,11,8)
Connected (14,11,7) -> (14,11,6)
====================
14,11,8 (14,11,8)
Connected (14,11,8) -> (15,11,8)
Connected (14,11,8) -> (13,11,8)
Ignored (14,12,8) because a block exists there.
Connected (14,11,8) -> (14,10,8)
Connected (14,11,8) -> (14,11,9)
Connected (14,11,8) -> (14,11,7)
====================
14,11,9 (14,11,9)
Connected (14,11,9) -> (15,11,9)
Connected (14,11,9) -> (13,11,9)
Connected (14,11,9) -> (14,12,9)
Connected (14,11,9) -> (14,10,9)
Connected (14,11,9) -> (14,11,10)
Connected (14,11,9) -> (14,11,8)
====================
14,11,10 (14,11,10)
Connected (14,11,10) -> (15,11,10)
Connected (14,11,10) -> (13,11,10)
Connected (14,11,10) -> (14,12,10)
Connected (14,11,10) -> (14,10,10)
Connected (14,11,10) -> (14,11,11)
Connected (14,11,10) -> (14,11,9)
====================
14,11,11 (14,11,11)
Connected (14,11,11) -> (15,11,11)
Connected (14,11,11) -> (13,11,11)
Connected (14,11,11) -> (14,12,11)
Connected (14,11,11) -> (14,10,11)
Connected (14,11,11) -> (14,11,12)
Connected (14,11,11) -> (14,11,10)
====================
14,11,12 (14,11,12)
Ignored (15,11,12) because a block exists there.
Connected (14,11,12) -> (13,11,12)
Ignored (14,12,12) because a block exists there.
Connected (14,11,12) -> (14,10,12)
Connected (14,11,12) -> (14,11,13)
Connected (14,11,12) -> (14,11,11)
====================
14,11,13 (14,11,13)
Connected (14,11,13) -> (15,11,13)
Connected (14,11,13) -> (13,11,13)
Ignored (14,12,13) because a block exists there.
Ignored (14,10,13) because a block exists there.
Ignored (14,11,14) because a block exists there.
Connected (14,11,13) -> (14,11,12)
====================
14,11,17 (14,11,17)
Connected (14,11,17) -> (15,11,17)
Ignored (13,11,17) because a block exists there.
Connected (14,11,17) -> (14,12,17)
Ignored (14,10,17) because a block exists there.
Connected (14,11,17) -> (14,11,18)
Ignored (14,11,16) because a block exists there.
====================
14,11,18 (14,11,18)
Connected (14,11,18) -> (15,11,18)
Ignored (13,11,18) because a block exists there.
Connected (14,11,18) -> (14,12,18)
Connected (14,11,18) -> (14,10,18)
Connected (14,11,18) -> (14,11,19)
Connected (14,11,18) -> (14,11,17)
====================
14,11,19 (14,11,19)
Connected (14,11,19) -> (15,11,19)
Connected (14,11,19) -> (13,11,19)
Connected (14,11,19) -> (14,12,19)
Connected (14,11,19) -> (14,10,19)
Connected (14,11,19) -> (14,11,20)
Connected (14,11,19) -> (14,11,18)
====================
14,11,20 (14,11,20)
Connected (14,11,20) -> (15,11,20)
Connected (14,11,20) -> (13,11,20)
Connected (14,11,20) -> (14,12,20)
Connected (14,11,20) -> (14,10,20)
Ignored (14,11,21) because it's out of bounds.
Connected (14,11,20) -> (14,11,19)
====================
14,12,-1 (14,12,-1)
Connected (14,12,-1) -> (15,12,-1)
Connected (14,12,-1) -> (13,12,-1)
Connected (14,12,-1) -> (14,13,-1)
Connected (14,12,-1) -> (14,11,-1)
Connected (14,12,-1) -> (14,12,0)
Ignored (14,12,-2) because it's out of bounds.
====================
14,12,0 (14,12,0)
Connected (14,12,0) -> (15,12,0)
Connected (14,12,0) -> (13,12,0)
Connected (14,12,0) -> (14,13,0)
Connected (14,12,0) -> (14,11,0)
Connected (14,12,0) -> (14,12,1)
Connected (14,12,0) -> (14,12,-1)
====================
14,12,1 (14,12,1)
Connected (14,12,1) -> (15,12,1)
Ignored (13,12,1) because a block exists there.
Connected (14,12,1) -> (14,13,1)
Connected (14,12,1) -> (14,11,1)
Ignored (14,12,2) because a block exists there.
Connected (14,12,1) -> (14,12,0)
====================
14,12,7 (14,12,7)
Ignored (15,12,7) because a block exists there.
Connected (14,12,7) -> (13,12,7)
Connected (14,12,7) -> (14,13,7)
Connected (14,12,7) -> (14,11,7)
Ignored (14,12,8) because a block exists there.
Ignored (14,12,6) because a block exists there.
====================
14,12,9 (14,12,9)
Ignored (15,12,9) because a block exists there.
Connected (14,12,9) -> (13,12,9)
Connected (14,12,9) -> (14,13,9)
Connected (14,12,9) -> (14,11,9)
Connected (14,12,9) -> (14,12,10)
Ignored (14,12,8) because a block exists there.
====================
14,12,10 (14,12,10)
Connected (14,12,10) -> (15,12,10)
Connected (14,12,10) -> (13,12,10)
Connected (14,12,10) -> (14,13,10)
Connected (14,12,10) -> (14,11,10)
Connected (14,12,10) -> (14,12,11)
Connected (14,12,10) -> (14,12,9)
====================
14,12,11 (14,12,11)
Connected (14,12,11) -> (15,12,11)
Connected (14,12,11) -> (13,12,11)
Connected (14,12,11) -> (14,13,11)
Connected (14,12,11) -> (14,11,11)
Ignored (14,12,12) because a block exists there.
Connected (14,12,11) -> (14,12,10)
====================
14,12,17 (14,12,17)
Connected (14,12,17) -> (15,12,17)
Ignored (13,12,17) because a block exists there.
Connected (14,12,17) -> (14,13,17)
Connected (14,12,17) -> (14,11,17)
Connected (14,12,17) -> (14,12,18)
Ignored (14,12,16) because a block exists there.
====================
14,12,18 (14,12,18)
Connected (14,12,18) -> (15,12,18)
Connected (14,12,18) -> (13,12,18)
Connected (14,12,18) -> (14,13,18)
Connected (14,12,18) -> (14,11,18)
Connected (14,12,18) -> (14,12,19)
Connected (14,12,18) -> (14,12,17)
====================
14,12,19 (14,12,19)
Connected (14,12,19) -> (15,12,19)
Connected (14,12,19) -> (13,12,19)
Connected (14,12,19) -> (14,13,19)
Connected (14,12,19) -> (14,11,19)
Connected (14,12,19) -> (14,12,20)
Connected (14,12,19) -> (14,12,18)
====================
14,12,20 (14,12,20)
Connected (14,12,20) -> (15,12,20)
Connected (14,12,20) -> (13,12,20)
Connected (14,12,20) -> (14,13,20)
Connected (14,12,20) -> (14,11,20)
Ignored (14,12,21) because it's out of bounds.
Connected (14,12,20) -> (14,12,19)
====================
14,13,-1 (14,13,-1)
Connected (14,13,-1) -> (15,13,-1)
Connected (14,13,-1) -> (13,13,-1)
Connected (14,13,-1) -> (14,14,-1)
Connected (14,13,-1) -> (14,12,-1)
Connected (14,13,-1) -> (14,13,0)
Ignored (14,13,-2) because it's out of bounds.
====================
14,13,0 (14,13,0)
Connected (14,13,0) -> (15,13,0)
Connected (14,13,0) -> (13,13,0)
Connected (14,13,0) -> (14,14,0)
Connected (14,13,0) -> (14,12,0)
Connected (14,13,0) -> (14,13,1)
Connected (14,13,0) -> (14,13,-1)
====================
14,13,1 (14,13,1)
Connected (14,13,1) -> (15,13,1)
Connected (14,13,1) -> (13,13,1)
Connected (14,13,1) -> (14,14,1)
Connected (14,13,1) -> (14,12,1)
Connected (14,13,1) -> (14,13,2)
Connected (14,13,1) -> (14,13,0)
====================
14,13,2 (14,13,2)
Connected (14,13,2) -> (15,13,2)
Ignored (13,13,2) because a block exists there.
Connected (14,13,2) -> (14,14,2)
Ignored (14,12,2) because a block exists there.
Ignored (14,13,3) because a block exists there.
Connected (14,13,2) -> (14,13,1)
====================
14,13,6 (14,13,6)
Ignored (15,13,6) because a block exists there.
Ignored (13,13,6) because a block exists there.
Ignored (14,14,6) because a block exists there.
Ignored (14,12,6) because a block exists there.
Connected (14,13,6) -> (14,13,7)
Ignored (14,13,5) because a block exists there.
====================
14,13,7 (14,13,7)
Ignored (15,13,7) because a block exists there.
Connected (14,13,7) -> (13,13,7)
Connected (14,13,7) -> (14,14,7)
Connected (14,13,7) -> (14,12,7)
Connected (14,13,7) -> (14,13,8)
Connected (14,13,7) -> (14,13,6)
====================
14,13,8 (14,13,8)
Ignored (15,13,8) because a block exists there.
Connected (14,13,8) -> (13,13,8)
Ignored (14,14,8) because a block exists there.
Ignored (14,12,8) because a block exists there.
Connected (14,13,8) -> (14,13,9)
Connected (14,13,8) -> (14,13,7)
====================
14,13,9 (14,13,9)
Ignored (15,13,9) because a block exists there.
Connected (14,13,9) -> (13,13,9)
Ignored (14,14,9) because a block exists there.
Connected (14,13,9) -> (14,12,9)
Connected (14,13,9) -> (14,13,10)
Connected (14,13,9) -> (14,13,8)
====================
14,13,10 (14,13,10)
Ignored (15,13,10) because a block exists there.
Connected (14,13,10) -> (13,13,10)
Ignored (14,14,10) because a block exists there.
Connected (14,13,10) -> (14,12,10)
Connected (14,13,10) -> (14,13,11)
Connected (14,13,10) -> (14,13,9)
====================
14,13,11 (14,13,11)
Ignored (15,13,11) because a block exists there.
Connected (14,13,11) -> (13,13,11)
Connected (14,13,11) -> (14,14,11)
Connected (14,13,11) -> (14,12,11)
Ignored (14,13,12) because a block exists there.
Connected (14,13,11) -> (14,13,10)
====================
14,13,17 (14,13,17)
Connected (14,13,17) -> (15,13,17)
Ignored (13,13,17) because a block exists there.
Connected (14,13,17) -> (14,14,17)
Connected (14,13,17) -> (14,12,17)
Connected (14,13,17) -> (14,13,18)
Ignored (14,13,16) because a block exists there.
====================
14,13,18 (14,13,18)
Connected (14,13,18) -> (15,13,18)
Ignored (13,13,18) because a block exists there.
Connected (14,13,18) -> (14,14,18)
Connected (14,13,18) -> (14,12,18)
Connected (14,13,18) -> (14,13,19)
Connected (14,13,18) -> (14,13,17)
====================
14,13,19 (14,13,19)
Connected (14,13,19) -> (15,13,19)
Connected (14,13,19) -> (13,13,19)
Connected (14,13,19) -> (14,14,19)
Connected (14,13,19) -> (14,12,19)
Connected (14,13,19) -> (14,13,20)
Connected (14,13,19) -> (14,13,18)
====================
14,13,20 (14,13,20)
Connected (14,13,20) -> (15,13,20)
Connected (14,13,20) -> (13,13,20)
Connected (14,13,20) -> (14,14,20)
Connected (14,13,20) -> (14,12,20)
Ignored (14,13,21) because it's out of bounds.
Connected (14,13,20) -> (14,13,19)
====================
14,14,-1 (14,14,-1)
Connected (14,14,-1) -> (15,14,-1)
Connected (14,14,-1) -> (13,14,-1)
Connected (14,14,-1) -> (14,15,-1)
Connected (14,14,-1) -> (14,13,-1)
Connected (14,14,-1) -> (14,14,0)
Ignored (14,14,-2) because it's out of bounds.
====================
14,14,0 (14,14,0)
Connected (14,14,0) -> (15,14,0)
Connected (14,14,0) -> (13,14,0)
Connected (14,14,0) -> (14,15,0)
Connected (14,14,0) -> (14,13,0)
Connected (14,14,0) -> (14,14,1)
Connected (14,14,0) -> (14,14,-1)
====================
14,14,1 (14,14,1)
Connected (14,14,1) -> (15,14,1)
Connected (14,14,1) -> (13,14,1)
Connected (14,14,1) -> (14,15,1)
Connected (14,14,1) -> (14,13,1)
Connected (14,14,1) -> (14,14,2)
Connected (14,14,1) -> (14,14,0)
====================
14,14,2 (14,14,2)
Connected (14,14,2) -> (15,14,2)
Connected (14,14,2) -> (13,14,2)
Connected (14,14,2) -> (14,15,2)
Connected (14,14,2) -> (14,13,2)
Connected (14,14,2) -> (14,14,3)
Connected (14,14,2) -> (14,14,1)
====================
14,14,3 (14,14,3)
Connected (14,14,3) -> (15,14,3)
Ignored (13,14,3) because a block exists there.
Connected (14,14,3) -> (14,15,3)
Ignored (14,13,3) because a block exists there.
Ignored (14,14,4) because a block exists there.
Connected (14,14,3) -> (14,14,2)
====================
14,14,7 (14,14,7)
Ignored (15,14,7) because a block exists there.
Ignored (13,14,7) because a block exists there.
Ignored (14,15,7) because a block exists there.
Connected (14,14,7) -> (14,13,7)
Ignored (14,14,8) because a block exists there.
Ignored (14,14,6) because a block exists there.
====================
14,14,11 (14,14,11)
Ignored (15,14,11) because a block exists there.
Connected (14,14,11) -> (13,14,11)
Ignored (14,15,11) because a block exists there.
Connected (14,14,11) -> (14,13,11)
Ignored (14,14,12) because a block exists there.
Ignored (14,14,10) because a block exists there.
====================
14,14,17 (14,14,17)
Connected (14,14,17) -> (15,14,17)
Connected (14,14,17) -> (13,14,17)
Connected (14,14,17) -> (14,15,17)
Connected (14,14,17) -> (14,13,17)
Connected (14,14,17) -> (14,14,18)
Ignored (14,14,16) because a block exists there.
====================
14,14,18 (14,14,18)
Connected (14,14,18) -> (15,14,18)
Connected (14,14,18) -> (13,14,18)
Connected (14,14,18) -> (14,15,18)
Connected (14,14,18) -> (14,13,18)
Connected (14,14,18) -> (14,14,19)
Connected (14,14,18) -> (14,14,17)
====================
14,14,19 (14,14,19)
Connected (14,14,19) -> (15,14,19)
Connected (14,14,19) -> (13,14,19)
Connected (14,14,19) -> (14,15,19)
Connected (14,14,19) -> (14,13,19)
Connected (14,14,19) -> (14,14,20)
Connected (14,14,19) -> (14,14,18)
====================
14,14,20 (14,14,20)
Connected (14,14,20) -> (15,14,20)
Connected (14,14,20) -> (13,14,20)
Connected (14,14,20) -> (14,15,20)
Connected (14,14,20) -> (14,13,20)
Ignored (14,14,21) because it's out of bounds.
Connected (14,14,20) -> (14,14,19)
====================
14,15,-1 (14,15,-1)
Connected (14,15,-1) -> (15,15,-1)
Connected (14,15,-1) -> (13,15,-1)
Connected (14,15,-1) -> (14,16,-1)
Connected (14,15,-1) -> (14,14,-1)
Connected (14,15,-1) -> (14,15,0)
Ignored (14,15,-2) because it's out of bounds.
====================
14,15,0 (14,15,0)
Connected (14,15,0) -> (15,15,0)
Connected (14,15,0) -> (13,15,0)
Connected (14,15,0) -> (14,16,0)
Connected (14,15,0) -> (14,14,0)
Connected (14,15,0) -> (14,15,1)
Connected (14,15,0) -> (14,15,-1)
====================
14,15,1 (14,15,1)
Connected (14,15,1) -> (15,15,1)
Connected (14,15,1) -> (13,15,1)
Connected (14,15,1) -> (14,16,1)
Connected (14,15,1) -> (14,14,1)
Connected (14,15,1) -> (14,15,2)
Connected (14,15,1) -> (14,15,0)
====================
14,15,2 (14,15,2)
Connected (14,15,2) -> (15,15,2)
Connected (14,15,2) -> (13,15,2)
Connected (14,15,2) -> (14,16,2)
Connected (14,15,2) -> (14,14,2)
Connected (14,15,2) -> (14,15,3)
Connected (14,15,2) -> (14,15,1)
====================
14,15,3 (14,15,3)
Connected (14,15,3) -> (15,15,3)
Ignored (13,15,3) because a block exists there.
Connected (14,15,3) -> (14,16,3)
Connected (14,15,3) -> (14,14,3)
Connected (14,15,3) -> (14,15,4)
Connected (14,15,3) -> (14,15,2)
====================
14,15,4 (14,15,4)
Connected (14,15,4) -> (15,15,4)
Ignored (13,15,4) because a block exists there.
Connected (14,15,4) -> (14,16,4)
Ignored (14,14,4) because a block exists there.
Ignored (14,15,5) because a block exists there.
Connected (14,15,4) -> (14,15,3)
====================
14,15,16 (14,15,16)
Connected (14,15,16) -> (15,15,16)
Connected (14,15,16) -> (13,15,16)
Connected (14,15,16) -> (14,16,16)
Ignored (14,14,16) because a block exists there.
Connected (14,15,16) -> (14,15,17)
Ignored (14,15,15) because a block exists there.
====================
14,15,17 (14,15,17)
Connected (14,15,17) -> (15,15,17)
Connected (14,15,17) -> (13,15,17)
Connected (14,15,17) -> (14,16,17)
Connected (14,15,17) -> (14,14,17)
Connected (14,15,17) -> (14,15,18)
Connected (14,15,17) -> (14,15,16)
====================
14,15,18 (14,15,18)
Connected (14,15,18) -> (15,15,18)
Connected (14,15,18) -> (13,15,18)
Connected (14,15,18) -> (14,16,18)
Connected (14,15,18) -> (14,14,18)
Connected (14,15,18) -> (14,15,19)
Connected (14,15,18) -> (14,15,17)
====================
14,15,19 (14,15,19)
Connected (14,15,19) -> (15,15,19)
Connected (14,15,19) -> (13,15,19)
Connected (14,15,19) -> (14,16,19)
Connected (14,15,19) -> (14,14,19)
Connected (14,15,19) -> (14,15,20)
Connected (14,15,19) -> (14,15,18)
====================
14,15,20 (14,15,20)
Connected (14,15,20) -> (15,15,20)
Connected (14,15,20) -> (13,15,20)
Connected (14,15,20) -> (14,16,20)
Connected (14,15,20) -> (14,14,20)
Ignored (14,15,21) because it's out of bounds.
Connected (14,15,20) -> (14,15,19)
====================
14,16,-1 (14,16,-1)
Connected (14,16,-1) -> (15,16,-1)
Connected (14,16,-1) -> (13,16,-1)
Connected (14,16,-1) -> (14,17,-1)
Connected (14,16,-1) -> (14,15,-1)
Connected (14,16,-1) -> (14,16,0)
Ignored (14,16,-2) because it's out of bounds.
====================
14,16,0 (14,16,0)
Connected (14,16,0) -> (15,16,0)
Connected (14,16,0) -> (13,16,0)
Connected (14,16,0) -> (14,17,0)
Connected (14,16,0) -> (14,15,0)
Connected (14,16,0) -> (14,16,1)
Connected (14,16,0) -> (14,16,-1)
====================
14,16,1 (14,16,1)
Connected (14,16,1) -> (15,16,1)
Connected (14,16,1) -> (13,16,1)
Connected (14,16,1) -> (14,17,1)
Connected (14,16,1) -> (14,15,1)
Connected (14,16,1) -> (14,16,2)
Connected (14,16,1) -> (14,16,0)
====================
14,16,2 (14,16,2)
Connected (14,16,2) -> (15,16,2)
Connected (14,16,2) -> (13,16,2)
Connected (14,16,2) -> (14,17,2)
Connected (14,16,2) -> (14,15,2)
Connected (14,16,2) -> (14,16,3)
Connected (14,16,2) -> (14,16,1)
====================
14,16,3 (14,16,3)
Connected (14,16,3) -> (15,16,3)
Connected (14,16,3) -> (13,16,3)
Connected (14,16,3) -> (14,17,3)
Connected (14,16,3) -> (14,15,3)
Connected (14,16,3) -> (14,16,4)
Connected (14,16,3) -> (14,16,2)
====================
14,16,4 (14,16,4)
Connected (14,16,4) -> (15,16,4)
Ignored (13,16,4) because a block exists there.
Connected (14,16,4) -> (14,17,4)
Connected (14,16,4) -> (14,15,4)
Ignored (14,16,5) because a block exists there.
Connected (14,16,4) -> (14,16,3)
====================
14,16,14 (14,16,14)
Ignored (15,16,14) because a block exists there.
Ignored (13,16,14) because a block exists there.
Ignored (14,17,14) because a block exists there.
Ignored (14,15,14) because a block exists there.
Connected (14,16,14) -> (14,16,15)
Ignored (14,16,13) because a block exists there.
====================
14,16,15 (14,16,15)
Connected (14,16,15) -> (15,16,15)
Connected (14,16,15) -> (13,16,15)
Connected (14,16,15) -> (14,17,15)
Ignored (14,15,15) because a block exists there.
Connected (14,16,15) -> (14,16,16)
Connected (14,16,15) -> (14,16,14)
====================
14,16,16 (14,16,16)
Connected (14,16,16) -> (15,16,16)
Connected (14,16,16) -> (13,16,16)
Connected (14,16,16) -> (14,17,16)
Connected (14,16,16) -> (14,15,16)
Connected (14,16,16) -> (14,16,17)
Connected (14,16,16) -> (14,16,15)
====================
14,16,17 (14,16,17)
Connected (14,16,17) -> (15,16,17)
Connected (14,16,17) -> (13,16,17)
Connected (14,16,17) -> (14,17,17)
Connected (14,16,17) -> (14,15,17)
Connected (14,16,17) -> (14,16,18)
Connected (14,16,17) -> (14,16,16)
====================
14,16,18 (14,16,18)
Connected (14,16,18) -> (15,16,18)
Connected (14,16,18) -> (13,16,18)
Connected (14,16,18) -> (14,17,18)
Connected (14,16,18) -> (14,15,18)
Connected (14,16,18) -> (14,16,19)
Connected (14,16,18) -> (14,16,17)
====================
14,16,19 (14,16,19)
Connected (14,16,19) -> (15,16,19)
Connected (14,16,19) -> (13,16,19)
Connected (14,16,19) -> (14,17,19)
Connected (14,16,19) -> (14,15,19)
Connected (14,16,19) -> (14,16,20)
Connected (14,16,19) -> (14,16,18)
====================
14,16,20 (14,16,20)
Connected (14,16,20) -> (15,16,20)
Connected (14,16,20) -> (13,16,20)
Connected (14,16,20) -> (14,17,20)
Connected (14,16,20) -> (14,15,20)
Ignored (14,16,21) because it's out of bounds.
Connected (14,16,20) -> (14,16,19)
====================
14,17,-1 (14,17,-1)
Connected (14,17,-1) -> (15,17,-1)
Connected (14,17,-1) -> (13,17,-1)
Connected (14,17,-1) -> (14,18,-1)
Connected (14,17,-1) -> (14,16,-1)
Connected (14,17,-1) -> (14,17,0)
Ignored (14,17,-2) because it's out of bounds.
====================
14,17,0 (14,17,0)
Connected (14,17,0) -> (15,17,0)
Connected (14,17,0) -> (13,17,0)
Connected (14,17,0) -> (14,18,0)
Connected (14,17,0) -> (14,16,0)
Connected (14,17,0) -> (14,17,1)
Connected (14,17,0) -> (14,17,-1)
====================
14,17,1 (14,17,1)
Connected (14,17,1) -> (15,17,1)
Connected (14,17,1) -> (13,17,1)
Connected (14,17,1) -> (14,18,1)
Connected (14,17,1) -> (14,16,1)
Connected (14,17,1) -> (14,17,2)
Connected (14,17,1) -> (14,17,0)
====================
14,17,2 (14,17,2)
Connected (14,17,2) -> (15,17,2)
Connected (14,17,2) -> (13,17,2)
Connected (14,17,2) -> (14,18,2)
Connected (14,17,2) -> (14,16,2)
Connected (14,17,2) -> (14,17,3)
Connected (14,17,2) -> (14,17,1)
====================
14,17,3 (14,17,3)
Connected (14,17,3) -> (15,17,3)
Connected (14,17,3) -> (13,17,3)
Connected (14,17,3) -> (14,18,3)
Connected (14,17,3) -> (14,16,3)
Connected (14,17,3) -> (14,17,4)
Connected (14,17,3) -> (14,17,2)
====================
14,17,4 (14,17,4)
Connected (14,17,4) -> (15,17,4)
Connected (14,17,4) -> (13,17,4)
Connected (14,17,4) -> (14,18,4)
Connected (14,17,4) -> (14,16,4)
Connected (14,17,4) -> (14,17,5)
Connected (14,17,4) -> (14,17,3)
====================
14,17,5 (14,17,5)
Connected (14,17,5) -> (15,17,5)
Connected (14,17,5) -> (13,17,5)
Connected (14,17,5) -> (14,18,5)
Ignored (14,16,5) because a block exists there.
Connected (14,17,5) -> (14,17,6)
Connected (14,17,5) -> (14,17,4)
====================
14,17,6 (14,17,6)
Connected (14,17,6) -> (15,17,6)
Ignored (13,17,6) because a block exists there.
Connected (14,17,6) -> (14,18,6)
Ignored (14,16,6) because a block exists there.
Connected (14,17,6) -> (14,17,7)
Connected (14,17,6) -> (14,17,5)
====================
14,17,7 (14,17,7)
Connected (14,17,7) -> (15,17,7)
Ignored (13,17,7) because a block exists there.
Connected (14,17,7) -> (14,18,7)
Ignored (14,16,7) because a block exists there.
Ignored (14,17,8) because a block exists there.
Connected (14,17,7) -> (14,17,6)
====================
14,17,9 (14,17,9)
Connected (14,17,9) -> (15,17,9)
Ignored (13,17,9) because a block exists there.
Connected (14,17,9) -> (14,18,9)
Ignored (14,16,9) because a block exists there.
Ignored (14,17,10) because a block exists there.
Ignored (14,17,8) because a block exists there.
====================
14,17,12 (14,17,12)
Connected (14,17,12) -> (15,17,12)
Ignored (13,17,12) because a block exists there.
Connected (14,17,12) -> (14,18,12)
Ignored (14,16,12) because a block exists there.
Ignored (14,17,13) because a block exists there.
Ignored (14,17,11) because a block exists there.
====================
14,17,15 (14,17,15)
Connected (14,17,15) -> (15,17,15)
Connected (14,17,15) -> (13,17,15)
Connected (14,17,15) -> (14,18,15)
Connected (14,17,15) -> (14,16,15)
Connected (14,17,15) -> (14,17,16)
Ignored (14,17,14) because a block exists there.
====================
14,17,16 (14,17,16)
Connected (14,17,16) -> (15,17,16)
Connected (14,17,16) -> (13,17,16)
Connected (14,17,16) -> (14,18,16)
Connected (14,17,16) -> (14,16,16)
Connected (14,17,16) -> (14,17,17)
Connected (14,17,16) -> (14,17,15)
====================
14,17,17 (14,17,17)
Connected (14,17,17) -> (15,17,17)
Connected (14,17,17) -> (13,17,17)
Connected (14,17,17) -> (14,18,17)
Connected (14,17,17) -> (14,16,17)
Connected (14,17,17) -> (14,17,18)
Connected (14,17,17) -> (14,17,16)
====================
14,17,18 (14,17,18)
Connected (14,17,18) -> (15,17,18)
Connected (14,17,18) -> (13,17,18)
Connected (14,17,18) -> (14,18,18)
Connected (14,17,18) -> (14,16,18)
Connected (14,17,18) -> (14,17,19)
Connected (14,17,18) -> (14,17,17)
====================
14,17,19 (14,17,19)
Connected (14,17,19) -> (15,17,19)
Connected (14,17,19) -> (13,17,19)
Connected (14,17,19) -> (14,18,19)
Connected (14,17,19) -> (14,16,19)
Connected (14,17,19) -> (14,17,20)
Connected (14,17,19) -> (14,17,18)
====================
14,17,20 (14,17,20)
Connected (14,17,20) -> (15,17,20)
Connected (14,17,20) -> (13,17,20)
Connected (14,17,20) -> (14,18,20)
Connected (14,17,20) -> (14,16,20)
Ignored (14,17,21) because it's out of bounds.
Connected (14,17,20) -> (14,17,19)
====================
14,18,-1 (14,18,-1)
Connected (14,18,-1) -> (15,18,-1)
Connected (14,18,-1) -> (13,18,-1)
Connected (14,18,-1) -> (14,19,-1)
Connected (14,18,-1) -> (14,17,-1)
Connected (14,18,-1) -> (14,18,0)
Ignored (14,18,-2) because it's out of bounds.
====================
14,18,0 (14,18,0)
Connected (14,18,0) -> (15,18,0)
Connected (14,18,0) -> (13,18,0)
Connected (14,18,0) -> (14,19,0)
Connected (14,18,0) -> (14,17,0)
Connected (14,18,0) -> (14,18,1)
Connected (14,18,0) -> (14,18,-1)
====================
14,18,1 (14,18,1)
Connected (14,18,1) -> (15,18,1)
Connected (14,18,1) -> (13,18,1)
Connected (14,18,1) -> (14,19,1)
Connected (14,18,1) -> (14,17,1)
Connected (14,18,1) -> (14,18,2)
Connected (14,18,1) -> (14,18,0)
====================
14,18,2 (14,18,2)
Connected (14,18,2) -> (15,18,2)
Connected (14,18,2) -> (13,18,2)
Connected (14,18,2) -> (14,19,2)
Connected (14,18,2) -> (14,17,2)
Connected (14,18,2) -> (14,18,3)
Connected (14,18,2) -> (14,18,1)
====================
14,18,3 (14,18,3)
Connected (14,18,3) -> (15,18,3)
Connected (14,18,3) -> (13,18,3)
Connected (14,18,3) -> (14,19,3)
Connected (14,18,3) -> (14,17,3)
Connected (14,18,3) -> (14,18,4)
Connected (14,18,3) -> (14,18,2)
====================
14,18,4 (14,18,4)
Connected (14,18,4) -> (15,18,4)
Connected (14,18,4) -> (13,18,4)
Connected (14,18,4) -> (14,19,4)
Connected (14,18,4) -> (14,17,4)
Connected (14,18,4) -> (14,18,5)
Connected (14,18,4) -> (14,18,3)
====================
14,18,5 (14,18,5)
Connected (14,18,5) -> (15,18,5)
Connected (14,18,5) -> (13,18,5)
Connected (14,18,5) -> (14,19,5)
Connected (14,18,5) -> (14,17,5)
Connected (14,18,5) -> (14,18,6)
Connected (14,18,5) -> (14,18,4)
====================
14,18,6 (14,18,6)
Connected (14,18,6) -> (15,18,6)
Connected (14,18,6) -> (13,18,6)
Connected (14,18,6) -> (14,19,6)
Connected (14,18,6) -> (14,17,6)
Connected (14,18,6) -> (14,18,7)
Connected (14,18,6) -> (14,18,5)
====================
14,18,7 (14,18,7)
Connected (14,18,7) -> (15,18,7)
Connected (14,18,7) -> (13,18,7)
Connected (14,18,7) -> (14,19,7)
Connected (14,18,7) -> (14,17,7)
Connected (14,18,7) -> (14,18,8)
Connected (14,18,7) -> (14,18,6)
====================
14,18,8 (14,18,8)
Connected (14,18,8) -> (15,18,8)
Connected (14,18,8) -> (13,18,8)
Connected (14,18,8) -> (14,19,8)
Ignored (14,17,8) because a block exists there.
Connected (14,18,8) -> (14,18,9)
Connected (14,18,8) -> (14,18,7)
====================
14,18,9 (14,18,9)
Connected (14,18,9) -> (15,18,9)
Ignored (13,18,9) because a block exists there.
Connected (14,18,9) -> (14,19,9)
Connected (14,18,9) -> (14,17,9)
Connected (14,18,9) -> (14,18,10)
Connected (14,18,9) -> (14,18,8)
====================
14,18,10 (14,18,10)
Connected (14,18,10) -> (15,18,10)
Ignored (13,18,10) because a block exists there.
Connected (14,18,10) -> (14,19,10)
Ignored (14,17,10) because a block exists there.
Connected (14,18,10) -> (14,18,11)
Connected (14,18,10) -> (14,18,9)
====================
14,18,11 (14,18,11)
Connected (14,18,11) -> (15,18,11)
Connected (14,18,11) -> (13,18,11)
Connected (14,18,11) -> (14,19,11)
Ignored (14,17,11) because a block exists there.
Connected (14,18,11) -> (14,18,12)
Connected (14,18,11) -> (14,18,10)
====================
14,18,12 (14,18,12)
Connected (14,18,12) -> (15,18,12)
Ignored (13,18,12) because a block exists there.
Connected (14,18,12) -> (14,19,12)
Connected (14,18,12) -> (14,17,12)
Connected (14,18,12) -> (14,18,13)
Connected (14,18,12) -> (14,18,11)
====================
14,18,13 (14,18,13)
Connected (14,18,13) -> (15,18,13)
Connected (14,18,13) -> (13,18,13)
Connected (14,18,13) -> (14,19,13)
Ignored (14,17,13) because a block exists there.
Connected (14,18,13) -> (14,18,14)
Connected (14,18,13) -> (14,18,12)
====================
14,18,14 (14,18,14)
Connected (14,18,14) -> (15,18,14)
Connected (14,18,14) -> (13,18,14)
Connected (14,18,14) -> (14,19,14)
Ignored (14,17,14) because a block exists there.
Connected (14,18,14) -> (14,18,15)
Connected (14,18,14) -> (14,18,13)
====================
14,18,15 (14,18,15)
Connected (14,18,15) -> (15,18,15)
Connected (14,18,15) -> (13,18,15)
Connected (14,18,15) -> (14,19,15)
Connected (14,18,15) -> (14,17,15)
Connected (14,18,15) -> (14,18,16)
Connected (14,18,15) -> (14,18,14)
====================
14,18,16 (14,18,16)
Connected (14,18,16) -> (15,18,16)
Connected (14,18,16) -> (13,18,16)
Connected (14,18,16) -> (14,19,16)
Connected (14,18,16) -> (14,17,16)
Connected (14,18,16) -> (14,18,17)
Connected (14,18,16) -> (14,18,15)
====================
14,18,17 (14,18,17)
Connected (14,18,17) -> (15,18,17)
Connected (14,18,17) -> (13,18,17)
Connected (14,18,17) -> (14,19,17)
Connected (14,18,17) -> (14,17,17)
Connected (14,18,17) -> (14,18,18)
Connected (14,18,17) -> (14,18,16)
====================
14,18,18 (14,18,18)
Connected (14,18,18) -> (15,18,18)
Connected (14,18,18) -> (13,18,18)
Connected (14,18,18) -> (14,19,18)
Connected (14,18,18) -> (14,17,18)
Connected (14,18,18) -> (14,18,19)
Connected (14,18,18) -> (14,18,17)
====================
14,18,19 (14,18,19)
Connected (14,18,19) -> (15,18,19)
Connected (14,18,19) -> (13,18,19)
Connected (14,18,19) -> (14,19,19)
Connected (14,18,19) -> (14,17,19)
Connected (14,18,19) -> (14,18,20)
Connected (14,18,19) -> (14,18,18)
====================
14,18,20 (14,18,20)
Connected (14,18,20) -> (15,18,20)
Connected (14,18,20) -> (13,18,20)
Connected (14,18,20) -> (14,19,20)
Connected (14,18,20) -> (14,17,20)
Ignored (14,18,21) because it's out of bounds.
Connected (14,18,20) -> (14,18,19)
====================
14,19,-1 (14,19,-1)
Connected (14,19,-1) -> (15,19,-1)
Connected (14,19,-1) -> (13,19,-1)
Ignored (14,20,-1) because it's out of bounds.
Connected (14,19,-1) -> (14,18,-1)
Connected (14,19,-1) -> (14,19,0)
Ignored (14,19,-2) because it's out of bounds.
====================
14,19,0 (14,19,0)
Connected (14,19,0) -> (15,19,0)
Connected (14,19,0) -> (13,19,0)
Ignored (14,20,0) because it's out of bounds.
Connected (14,19,0) -> (14,18,0)
Connected (14,19,0) -> (14,19,1)
Connected (14,19,0) -> (14,19,-1)
====================
14,19,1 (14,19,1)
Connected (14,19,1) -> (15,19,1)
Connected (14,19,1) -> (13,19,1)
Ignored (14,20,1) because it's out of bounds.
Connected (14,19,1) -> (14,18,1)
Connected (14,19,1) -> (14,19,2)
Connected (14,19,1) -> (14,19,0)
====================
14,19,2 (14,19,2)
Connected (14,19,2) -> (15,19,2)
Connected (14,19,2) -> (13,19,2)
Ignored (14,20,2) because it's out of bounds.
Connected (14,19,2) -> (14,18,2)
Connected (14,19,2) -> (14,19,3)
Connected (14,19,2) -> (14,19,1)
====================
14,19,3 (14,19,3)
Connected (14,19,3) -> (15,19,3)
Connected (14,19,3) -> (13,19,3)
Ignored (14,20,3) because it's out of bounds.
Connected (14,19,3) -> (14,18,3)
Connected (14,19,3) -> (14,19,4)
Connected (14,19,3) -> (14,19,2)
====================
14,19,4 (14,19,4)
Connected (14,19,4) -> (15,19,4)
Connected (14,19,4) -> (13,19,4)
Ignored (14,20,4) because it's out of bounds.
Connected (14,19,4) -> (14,18,4)
Connected (14,19,4) -> (14,19,5)
Connected (14,19,4) -> (14,19,3)
====================
14,19,5 (14,19,5)
Connected (14,19,5) -> (15,19,5)
Connected (14,19,5) -> (13,19,5)
Ignored (14,20,5) because it's out of bounds.
Connected (14,19,5) -> (14,18,5)
Connected (14,19,5) -> (14,19,6)
Connected (14,19,5) -> (14,19,4)
====================
14,19,6 (14,19,6)
Connected (14,19,6) -> (15,19,6)
Connected (14,19,6) -> (13,19,6)
Ignored (14,20,6) because it's out of bounds.
Connected (14,19,6) -> (14,18,6)
Connected (14,19,6) -> (14,19,7)
Connected (14,19,6) -> (14,19,5)
====================
14,19,7 (14,19,7)
Connected (14,19,7) -> (15,19,7)
Connected (14,19,7) -> (13,19,7)
Ignored (14,20,7) because it's out of bounds.
Connected (14,19,7) -> (14,18,7)
Connected (14,19,7) -> (14,19,8)
Connected (14,19,7) -> (14,19,6)
====================
14,19,8 (14,19,8)
Connected (14,19,8) -> (15,19,8)
Connected (14,19,8) -> (13,19,8)
Ignored (14,20,8) because it's out of bounds.
Connected (14,19,8) -> (14,18,8)
Connected (14,19,8) -> (14,19,9)
Connected (14,19,8) -> (14,19,7)
====================
14,19,9 (14,19,9)
Connected (14,19,9) -> (15,19,9)
Connected (14,19,9) -> (13,19,9)
Ignored (14,20,9) because it's out of bounds.
Connected (14,19,9) -> (14,18,9)
Connected (14,19,9) -> (14,19,10)
Connected (14,19,9) -> (14,19,8)
====================
14,19,10 (14,19,10)
Connected (14,19,10) -> (15,19,10)
Connected (14,19,10) -> (13,19,10)
Ignored (14,20,10) because it's out of bounds.
Connected (14,19,10) -> (14,18,10)
Connected (14,19,10) -> (14,19,11)
Connected (14,19,10) -> (14,19,9)
====================
14,19,11 (14,19,11)
Connected (14,19,11) -> (15,19,11)
Connected (14,19,11) -> (13,19,11)
Ignored (14,20,11) because it's out of bounds.
Connected (14,19,11) -> (14,18,11)
Connected (14,19,11) -> (14,19,12)
Connected (14,19,11) -> (14,19,10)
====================
14,19,12 (14,19,12)
Connected (14,19,12) -> (15,19,12)
Connected (14,19,12) -> (13,19,12)
Ignored (14,20,12) because it's out of bounds.
Connected (14,19,12) -> (14,18,12)
Connected (14,19,12) -> (14,19,13)
Connected (14,19,12) -> (14,19,11)
====================
14,19,13 (14,19,13)
Connected (14,19,13) -> (15,19,13)
Connected (14,19,13) -> (13,19,13)
Ignored (14,20,13) because it's out of bounds.
Connected (14,19,13) -> (14,18,13)
Connected (14,19,13) -> (14,19,14)
Connected (14,19,13) -> (14,19,12)
====================
14,19,14 (14,19,14)
Connected (14,19,14) -> (15,19,14)
Connected (14,19,14) -> (13,19,14)
Ignored (14,20,14) because it's out of bounds.
Connected (14,19,14) -> (14,18,14)
Connected (14,19,14) -> (14,19,15)
Connected (14,19,14) -> (14,19,13)
====================
14,19,15 (14,19,15)
Connected (14,19,15) -> (15,19,15)
Connected (14,19,15) -> (13,19,15)
Ignored (14,20,15) because it's out of bounds.
Connected (14,19,15) -> (14,18,15)
Connected (14,19,15) -> (14,19,16)
Connected (14,19,15) -> (14,19,14)
====================
14,19,16 (14,19,16)
Connected (14,19,16) -> (15,19,16)
Connected (14,19,16) -> (13,19,16)
Ignored (14,20,16) because it's out of bounds.
Connected (14,19,16) -> (14,18,16)
Connected (14,19,16) -> (14,19,17)
Connected (14,19,16) -> (14,19,15)
====================
14,19,17 (14,19,17)
Connected (14,19,17) -> (15,19,17)
Connected (14,19,17) -> (13,19,17)
Ignored (14,20,17) because it's out of bounds.
Connected (14,19,17) -> (14,18,17)
Connected (14,19,17) -> (14,19,18)
Connected (14,19,17) -> (14,19,16)
====================
14,19,18 (14,19,18)
Connected (14,19,18) -> (15,19,18)
Connected (14,19,18) -> (13,19,18)
Ignored (14,20,18) because it's out of bounds.
Connected (14,19,18) -> (14,18,18)
Connected (14,19,18) -> (14,19,19)
Connected (14,19,18) -> (14,19,17)
====================
14,19,19 (14,19,19)
Connected (14,19,19) -> (15,19,19)
Connected (14,19,19) -> (13,19,19)
Ignored (14,20,19) because it's out of bounds.
Connected (14,19,19) -> (14,18,19)
Connected (14,19,19) -> (14,19,20)
Connected (14,19,19) -> (14,19,18)
====================
14,19,20 (14,19,20)
Connected (14,19,20) -> (15,19,20)
Connected (14,19,20) -> (13,19,20)
Ignored (14,20,20) because it's out of bounds.
Connected (14,19,20) -> (14,18,20)
Ignored (14,19,21) because it's out of bounds.
Connected (14,19,20) -> (14,19,19)
====================
15,-1,-1 (15,-1,-1)
Connected (15,-1,-1) -> (16,-1,-1)
Connected (15,-1,-1) -> (14,-1,-1)
Connected (15,-1,-1) -> (15,0,-1)
Ignored (15,-2,-1) because it's out of bounds.
Connected (15,-1,-1) -> (15,-1,0)
Ignored (15,-1,-2) because it's out of bounds.
====================
15,-1,0 (15,-1,0)
Connected (15,-1,0) -> (16,-1,0)
Connected (15,-1,0) -> (14,-1,0)
Connected (15,-1,0) -> (15,0,0)
Ignored (15,-2,0) because it's out of bounds.
Connected (15,-1,0) -> (15,-1,1)
Connected (15,-1,0) -> (15,-1,-1)
====================
15,-1,1 (15,-1,1)
Connected (15,-1,1) -> (16,-1,1)
Connected (15,-1,1) -> (14,-1,1)
Connected (15,-1,1) -> (15,0,1)
Ignored (15,-2,1) because it's out of bounds.
Connected (15,-1,1) -> (15,-1,2)
Connected (15,-1,1) -> (15,-1,0)
====================
15,-1,2 (15,-1,2)
Connected (15,-1,2) -> (16,-1,2)
Connected (15,-1,2) -> (14,-1,2)
Connected (15,-1,2) -> (15,0,2)
Ignored (15,-2,2) because it's out of bounds.
Connected (15,-1,2) -> (15,-1,3)
Connected (15,-1,2) -> (15,-1,1)
====================
15,-1,3 (15,-1,3)
Connected (15,-1,3) -> (16,-1,3)
Connected (15,-1,3) -> (14,-1,3)
Connected (15,-1,3) -> (15,0,3)
Ignored (15,-2,3) because it's out of bounds.
Connected (15,-1,3) -> (15,-1,4)
Connected (15,-1,3) -> (15,-1,2)
====================
15,-1,4 (15,-1,4)
Connected (15,-1,4) -> (16,-1,4)
Connected (15,-1,4) -> (14,-1,4)
Connected (15,-1,4) -> (15,0,4)
Ignored (15,-2,4) because it's out of bounds.
Connected (15,-1,4) -> (15,-1,5)
Connected (15,-1,4) -> (15,-1,3)
====================
15,-1,5 (15,-1,5)
Connected (15,-1,5) -> (16,-1,5)
Connected (15,-1,5) -> (14,-1,5)
Connected (15,-1,5) -> (15,0,5)
Ignored (15,-2,5) because it's out of bounds.
Connected (15,-1,5) -> (15,-1,6)
Connected (15,-1,5) -> (15,-1,4)
====================
15,-1,6 (15,-1,6)
Connected (15,-1,6) -> (16,-1,6)
Connected (15,-1,6) -> (14,-1,6)
Connected (15,-1,6) -> (15,0,6)
Ignored (15,-2,6) because it's out of bounds.
Connected (15,-1,6) -> (15,-1,7)
Connected (15,-1,6) -> (15,-1,5)
====================
15,-1,7 (15,-1,7)
Connected (15,-1,7) -> (16,-1,7)
Connected (15,-1,7) -> (14,-1,7)
Connected (15,-1,7) -> (15,0,7)
Ignored (15,-2,7) because it's out of bounds.
Connected (15,-1,7) -> (15,-1,8)
Connected (15,-1,7) -> (15,-1,6)
====================
15,-1,8 (15,-1,8)
Connected (15,-1,8) -> (16,-1,8)
Connected (15,-1,8) -> (14,-1,8)
Connected (15,-1,8) -> (15,0,8)
Ignored (15,-2,8) because it's out of bounds.
Connected (15,-1,8) -> (15,-1,9)
Connected (15,-1,8) -> (15,-1,7)
====================
15,-1,9 (15,-1,9)
Connected (15,-1,9) -> (16,-1,9)
Connected (15,-1,9) -> (14,-1,9)
Connected (15,-1,9) -> (15,0,9)
Ignored (15,-2,9) because it's out of bounds.
Connected (15,-1,9) -> (15,-1,10)
Connected (15,-1,9) -> (15,-1,8)
====================
15,-1,10 (15,-1,10)
Connected (15,-1,10) -> (16,-1,10)
Connected (15,-1,10) -> (14,-1,10)
Connected (15,-1,10) -> (15,0,10)
Ignored (15,-2,10) because it's out of bounds.
Connected (15,-1,10) -> (15,-1,11)
Connected (15,-1,10) -> (15,-1,9)
====================
15,-1,11 (15,-1,11)
Connected (15,-1,11) -> (16,-1,11)
Connected (15,-1,11) -> (14,-1,11)
Connected (15,-1,11) -> (15,0,11)
Ignored (15,-2,11) because it's out of bounds.
Connected (15,-1,11) -> (15,-1,12)
Connected (15,-1,11) -> (15,-1,10)
====================
15,-1,12 (15,-1,12)
Connected (15,-1,12) -> (16,-1,12)
Connected (15,-1,12) -> (14,-1,12)
Connected (15,-1,12) -> (15,0,12)
Ignored (15,-2,12) because it's out of bounds.
Connected (15,-1,12) -> (15,-1,13)
Connected (15,-1,12) -> (15,-1,11)
====================
15,-1,13 (15,-1,13)
Connected (15,-1,13) -> (16,-1,13)
Connected (15,-1,13) -> (14,-1,13)
Connected (15,-1,13) -> (15,0,13)
Ignored (15,-2,13) because it's out of bounds.
Connected (15,-1,13) -> (15,-1,14)
Connected (15,-1,13) -> (15,-1,12)
====================
15,-1,14 (15,-1,14)
Connected (15,-1,14) -> (16,-1,14)
Connected (15,-1,14) -> (14,-1,14)
Connected (15,-1,14) -> (15,0,14)
Ignored (15,-2,14) because it's out of bounds.
Connected (15,-1,14) -> (15,-1,15)
Connected (15,-1,14) -> (15,-1,13)
====================
15,-1,15 (15,-1,15)
Connected (15,-1,15) -> (16,-1,15)
Connected (15,-1,15) -> (14,-1,15)
Connected (15,-1,15) -> (15,0,15)
Ignored (15,-2,15) because it's out of bounds.
Connected (15,-1,15) -> (15,-1,16)
Connected (15,-1,15) -> (15,-1,14)
====================
15,-1,16 (15,-1,16)
Connected (15,-1,16) -> (16,-1,16)
Connected (15,-1,16) -> (14,-1,16)
Connected (15,-1,16) -> (15,0,16)
Ignored (15,-2,16) because it's out of bounds.
Connected (15,-1,16) -> (15,-1,17)
Connected (15,-1,16) -> (15,-1,15)
====================
15,-1,17 (15,-1,17)
Connected (15,-1,17) -> (16,-1,17)
Connected (15,-1,17) -> (14,-1,17)
Connected (15,-1,17) -> (15,0,17)
Ignored (15,-2,17) because it's out of bounds.
Connected (15,-1,17) -> (15,-1,18)
Connected (15,-1,17) -> (15,-1,16)
====================
15,-1,18 (15,-1,18)
Connected (15,-1,18) -> (16,-1,18)
Connected (15,-1,18) -> (14,-1,18)
Connected (15,-1,18) -> (15,0,18)
Ignored (15,-2,18) because it's out of bounds.
Connected (15,-1,18) -> (15,-1,19)
Connected (15,-1,18) -> (15,-1,17)
====================
15,-1,19 (15,-1,19)
Connected (15,-1,19) -> (16,-1,19)
Connected (15,-1,19) -> (14,-1,19)
Connected (15,-1,19) -> (15,0,19)
Ignored (15,-2,19) because it's out of bounds.
Connected (15,-1,19) -> (15,-1,20)
Connected (15,-1,19) -> (15,-1,18)
====================
15,-1,20 (15,-1,20)
Connected (15,-1,20) -> (16,-1,20)
Connected (15,-1,20) -> (14,-1,20)
Connected (15,-1,20) -> (15,0,20)
Ignored (15,-2,20) because it's out of bounds.
Ignored (15,-1,21) because it's out of bounds.
Connected (15,-1,20) -> (15,-1,19)
====================
15,0,-1 (15,0,-1)
Connected (15,0,-1) -> (16,0,-1)
Connected (15,0,-1) -> (14,0,-1)
Connected (15,0,-1) -> (15,1,-1)
Connected (15,0,-1) -> (15,-1,-1)
Connected (15,0,-1) -> (15,0,0)
Ignored (15,0,-2) because it's out of bounds.
====================
15,0,0 (15,0,0)
Connected (15,0,0) -> (16,0,0)
Connected (15,0,0) -> (14,0,0)
Connected (15,0,0) -> (15,1,0)
Connected (15,0,0) -> (15,-1,0)
Connected (15,0,0) -> (15,0,1)
Connected (15,0,0) -> (15,0,-1)
====================
15,0,1 (15,0,1)
Connected (15,0,1) -> (16,0,1)
Connected (15,0,1) -> (14,0,1)
Connected (15,0,1) -> (15,1,1)
Connected (15,0,1) -> (15,-1,1)
Connected (15,0,1) -> (15,0,2)
Connected (15,0,1) -> (15,0,0)
====================
15,0,2 (15,0,2)
Connected (15,0,2) -> (16,0,2)
Connected (15,0,2) -> (14,0,2)
Connected (15,0,2) -> (15,1,2)
Connected (15,0,2) -> (15,-1,2)
Connected (15,0,2) -> (15,0,3)
Connected (15,0,2) -> (15,0,1)
====================
15,0,3 (15,0,3)
Connected (15,0,3) -> (16,0,3)
Connected (15,0,3) -> (14,0,3)
Connected (15,0,3) -> (15,1,3)
Connected (15,0,3) -> (15,-1,3)
Connected (15,0,3) -> (15,0,4)
Connected (15,0,3) -> (15,0,2)
====================
15,0,4 (15,0,4)
Connected (15,0,4) -> (16,0,4)
Connected (15,0,4) -> (14,0,4)
Connected (15,0,4) -> (15,1,4)
Connected (15,0,4) -> (15,-1,4)
Connected (15,0,4) -> (15,0,5)
Connected (15,0,4) -> (15,0,3)
====================
15,0,5 (15,0,5)
Connected (15,0,5) -> (16,0,5)
Connected (15,0,5) -> (14,0,5)
Connected (15,0,5) -> (15,1,5)
Connected (15,0,5) -> (15,-1,5)
Connected (15,0,5) -> (15,0,6)
Connected (15,0,5) -> (15,0,4)
====================
15,0,6 (15,0,6)
Connected (15,0,6) -> (16,0,6)
Connected (15,0,6) -> (14,0,6)
Connected (15,0,6) -> (15,1,6)
Connected (15,0,6) -> (15,-1,6)
Connected (15,0,6) -> (15,0,7)
Connected (15,0,6) -> (15,0,5)
====================
15,0,7 (15,0,7)
Connected (15,0,7) -> (16,0,7)
Connected (15,0,7) -> (14,0,7)
Connected (15,0,7) -> (15,1,7)
Connected (15,0,7) -> (15,-1,7)
Connected (15,0,7) -> (15,0,8)
Connected (15,0,7) -> (15,0,6)
====================
15,0,8 (15,0,8)
Connected (15,0,8) -> (16,0,8)
Connected (15,0,8) -> (14,0,8)
Connected (15,0,8) -> (15,1,8)
Connected (15,0,8) -> (15,-1,8)
Connected (15,0,8) -> (15,0,9)
Connected (15,0,8) -> (15,0,7)
====================
15,0,9 (15,0,9)
Connected (15,0,9) -> (16,0,9)
Connected (15,0,9) -> (14,0,9)
Connected (15,0,9) -> (15,1,9)
Connected (15,0,9) -> (15,-1,9)
Connected (15,0,9) -> (15,0,10)
Connected (15,0,9) -> (15,0,8)
====================
15,0,10 (15,0,10)
Connected (15,0,10) -> (16,0,10)
Connected (15,0,10) -> (14,0,10)
Connected (15,0,10) -> (15,1,10)
Connected (15,0,10) -> (15,-1,10)
Connected (15,0,10) -> (15,0,11)
Connected (15,0,10) -> (15,0,9)
====================
15,0,11 (15,0,11)
Connected (15,0,11) -> (16,0,11)
Connected (15,0,11) -> (14,0,11)
Connected (15,0,11) -> (15,1,11)
Connected (15,0,11) -> (15,-1,11)
Connected (15,0,11) -> (15,0,12)
Connected (15,0,11) -> (15,0,10)
====================
15,0,12 (15,0,12)
Connected (15,0,12) -> (16,0,12)
Connected (15,0,12) -> (14,0,12)
Connected (15,0,12) -> (15,1,12)
Connected (15,0,12) -> (15,-1,12)
Connected (15,0,12) -> (15,0,13)
Connected (15,0,12) -> (15,0,11)
====================
15,0,13 (15,0,13)
Connected (15,0,13) -> (16,0,13)
Connected (15,0,13) -> (14,0,13)
Connected (15,0,13) -> (15,1,13)
Connected (15,0,13) -> (15,-1,13)
Connected (15,0,13) -> (15,0,14)
Connected (15,0,13) -> (15,0,12)
====================
15,0,14 (15,0,14)
Connected (15,0,14) -> (16,0,14)
Connected (15,0,14) -> (14,0,14)
Connected (15,0,14) -> (15,1,14)
Connected (15,0,14) -> (15,-1,14)
Connected (15,0,14) -> (15,0,15)
Connected (15,0,14) -> (15,0,13)
====================
15,0,15 (15,0,15)
Connected (15,0,15) -> (16,0,15)
Connected (15,0,15) -> (14,0,15)
Connected (15,0,15) -> (15,1,15)
Connected (15,0,15) -> (15,-1,15)
Connected (15,0,15) -> (15,0,16)
Connected (15,0,15) -> (15,0,14)
====================
15,0,16 (15,0,16)
Connected (15,0,16) -> (16,0,16)
Connected (15,0,16) -> (14,0,16)
Connected (15,0,16) -> (15,1,16)
Connected (15,0,16) -> (15,-1,16)
Connected (15,0,16) -> (15,0,17)
Connected (15,0,16) -> (15,0,15)
====================
15,0,17 (15,0,17)
Connected (15,0,17) -> (16,0,17)
Connected (15,0,17) -> (14,0,17)
Connected (15,0,17) -> (15,1,17)
Connected (15,0,17) -> (15,-1,17)
Connected (15,0,17) -> (15,0,18)
Connected (15,0,17) -> (15,0,16)
====================
15,0,18 (15,0,18)
Connected (15,0,18) -> (16,0,18)
Connected (15,0,18) -> (14,0,18)
Connected (15,0,18) -> (15,1,18)
Connected (15,0,18) -> (15,-1,18)
Connected (15,0,18) -> (15,0,19)
Connected (15,0,18) -> (15,0,17)
====================
15,0,19 (15,0,19)
Connected (15,0,19) -> (16,0,19)
Connected (15,0,19) -> (14,0,19)
Connected (15,0,19) -> (15,1,19)
Connected (15,0,19) -> (15,-1,19)
Connected (15,0,19) -> (15,0,20)
Connected (15,0,19) -> (15,0,18)
====================
15,0,20 (15,0,20)
Connected (15,0,20) -> (16,0,20)
Connected (15,0,20) -> (14,0,20)
Connected (15,0,20) -> (15,1,20)
Connected (15,0,20) -> (15,-1,20)
Ignored (15,0,21) because it's out of bounds.
Connected (15,0,20) -> (15,0,19)
====================
15,1,-1 (15,1,-1)
Connected (15,1,-1) -> (16,1,-1)
Connected (15,1,-1) -> (14,1,-1)
Connected (15,1,-1) -> (15,2,-1)
Connected (15,1,-1) -> (15,0,-1)
Connected (15,1,-1) -> (15,1,0)
Ignored (15,1,-2) because it's out of bounds.
====================
15,1,0 (15,1,0)
Connected (15,1,0) -> (16,1,0)
Connected (15,1,0) -> (14,1,0)
Connected (15,1,0) -> (15,2,0)
Connected (15,1,0) -> (15,0,0)
Connected (15,1,0) -> (15,1,1)
Connected (15,1,0) -> (15,1,-1)
====================
15,1,1 (15,1,1)
Connected (15,1,1) -> (16,1,1)
Connected (15,1,1) -> (14,1,1)
Connected (15,1,1) -> (15,2,1)
Connected (15,1,1) -> (15,0,1)
Connected (15,1,1) -> (15,1,2)
Connected (15,1,1) -> (15,1,0)
====================
15,1,2 (15,1,2)
Connected (15,1,2) -> (16,1,2)
Connected (15,1,2) -> (14,1,2)
Connected (15,1,2) -> (15,2,2)
Connected (15,1,2) -> (15,0,2)
Connected (15,1,2) -> (15,1,3)
Connected (15,1,2) -> (15,1,1)
====================
15,1,3 (15,1,3)
Connected (15,1,3) -> (16,1,3)
Connected (15,1,3) -> (14,1,3)
Connected (15,1,3) -> (15,2,3)
Connected (15,1,3) -> (15,0,3)
Connected (15,1,3) -> (15,1,4)
Connected (15,1,3) -> (15,1,2)
====================
15,1,4 (15,1,4)
Connected (15,1,4) -> (16,1,4)
Connected (15,1,4) -> (14,1,4)
Connected (15,1,4) -> (15,2,4)
Connected (15,1,4) -> (15,0,4)
Connected (15,1,4) -> (15,1,5)
Connected (15,1,4) -> (15,1,3)
====================
15,1,5 (15,1,5)
Connected (15,1,5) -> (16,1,5)
Connected (15,1,5) -> (14,1,5)
Connected (15,1,5) -> (15,2,5)
Connected (15,1,5) -> (15,0,5)
Connected (15,1,5) -> (15,1,6)
Connected (15,1,5) -> (15,1,4)
====================
15,1,6 (15,1,6)
Connected (15,1,6) -> (16,1,6)
Connected (15,1,6) -> (14,1,6)
Connected (15,1,6) -> (15,2,6)
Connected (15,1,6) -> (15,0,6)
Connected (15,1,6) -> (15,1,7)
Connected (15,1,6) -> (15,1,5)
====================
15,1,7 (15,1,7)
Connected (15,1,7) -> (16,1,7)
Connected (15,1,7) -> (14,1,7)
Connected (15,1,7) -> (15,2,7)
Connected (15,1,7) -> (15,0,7)
Connected (15,1,7) -> (15,1,8)
Connected (15,1,7) -> (15,1,6)
====================
15,1,8 (15,1,8)
Connected (15,1,8) -> (16,1,8)
Connected (15,1,8) -> (14,1,8)
Connected (15,1,8) -> (15,2,8)
Connected (15,1,8) -> (15,0,8)
Connected (15,1,8) -> (15,1,9)
Connected (15,1,8) -> (15,1,7)
====================
15,1,9 (15,1,9)
Connected (15,1,9) -> (16,1,9)
Connected (15,1,9) -> (14,1,9)
Connected (15,1,9) -> (15,2,9)
Connected (15,1,9) -> (15,0,9)
Connected (15,1,9) -> (15,1,10)
Connected (15,1,9) -> (15,1,8)
====================
15,1,10 (15,1,10)
Connected (15,1,10) -> (16,1,10)
Connected (15,1,10) -> (14,1,10)
Ignored (15,2,10) because a block exists there.
Connected (15,1,10) -> (15,0,10)
Connected (15,1,10) -> (15,1,11)
Connected (15,1,10) -> (15,1,9)
====================
15,1,11 (15,1,11)
Connected (15,1,11) -> (16,1,11)
Connected (15,1,11) -> (14,1,11)
Connected (15,1,11) -> (15,2,11)
Connected (15,1,11) -> (15,0,11)
Connected (15,1,11) -> (15,1,12)
Connected (15,1,11) -> (15,1,10)
====================
15,1,12 (15,1,12)
Connected (15,1,12) -> (16,1,12)
Connected (15,1,12) -> (14,1,12)
Connected (15,1,12) -> (15,2,12)
Connected (15,1,12) -> (15,0,12)
Connected (15,1,12) -> (15,1,13)
Connected (15,1,12) -> (15,1,11)
====================
15,1,13 (15,1,13)
Connected (15,1,13) -> (16,1,13)
Connected (15,1,13) -> (14,1,13)
Connected (15,1,13) -> (15,2,13)
Connected (15,1,13) -> (15,0,13)
Connected (15,1,13) -> (15,1,14)
Connected (15,1,13) -> (15,1,12)
====================
15,1,14 (15,1,14)
Connected (15,1,14) -> (16,1,14)
Connected (15,1,14) -> (14,1,14)
Connected (15,1,14) -> (15,2,14)
Connected (15,1,14) -> (15,0,14)
Connected (15,1,14) -> (15,1,15)
Connected (15,1,14) -> (15,1,13)
====================
15,1,15 (15,1,15)
Connected (15,1,15) -> (16,1,15)
Connected (15,1,15) -> (14,1,15)
Connected (15,1,15) -> (15,2,15)
Connected (15,1,15) -> (15,0,15)
Connected (15,1,15) -> (15,1,16)
Connected (15,1,15) -> (15,1,14)
====================
15,1,16 (15,1,16)
Connected (15,1,16) -> (16,1,16)
Connected (15,1,16) -> (14,1,16)
Connected (15,1,16) -> (15,2,16)
Connected (15,1,16) -> (15,0,16)
Connected (15,1,16) -> (15,1,17)
Connected (15,1,16) -> (15,1,15)
====================
15,1,17 (15,1,17)
Connected (15,1,17) -> (16,1,17)
Connected (15,1,17) -> (14,1,17)
Connected (15,1,17) -> (15,2,17)
Connected (15,1,17) -> (15,0,17)
Connected (15,1,17) -> (15,1,18)
Connected (15,1,17) -> (15,1,16)
====================
15,1,18 (15,1,18)
Connected (15,1,18) -> (16,1,18)
Connected (15,1,18) -> (14,1,18)
Connected (15,1,18) -> (15,2,18)
Connected (15,1,18) -> (15,0,18)
Connected (15,1,18) -> (15,1,19)
Connected (15,1,18) -> (15,1,17)
====================
15,1,19 (15,1,19)
Connected (15,1,19) -> (16,1,19)
Connected (15,1,19) -> (14,1,19)
Connected (15,1,19) -> (15,2,19)
Connected (15,1,19) -> (15,0,19)
Connected (15,1,19) -> (15,1,20)
Connected (15,1,19) -> (15,1,18)
====================
15,1,20 (15,1,20)
Connected (15,1,20) -> (16,1,20)
Connected (15,1,20) -> (14,1,20)
Connected (15,1,20) -> (15,2,20)
Connected (15,1,20) -> (15,0,20)
Ignored (15,1,21) because it's out of bounds.
Connected (15,1,20) -> (15,1,19)
====================
15,2,-1 (15,2,-1)
Connected (15,2,-1) -> (16,2,-1)
Connected (15,2,-1) -> (14,2,-1)
Connected (15,2,-1) -> (15,3,-1)
Connected (15,2,-1) -> (15,1,-1)
Connected (15,2,-1) -> (15,2,0)
Ignored (15,2,-2) because it's out of bounds.
====================
15,2,0 (15,2,0)
Connected (15,2,0) -> (16,2,0)
Connected (15,2,0) -> (14,2,0)
Connected (15,2,0) -> (15,3,0)
Connected (15,2,0) -> (15,1,0)
Connected (15,2,0) -> (15,2,1)
Connected (15,2,0) -> (15,2,-1)
====================
15,2,1 (15,2,1)
Connected (15,2,1) -> (16,2,1)
Connected (15,2,1) -> (14,2,1)
Connected (15,2,1) -> (15,3,1)
Connected (15,2,1) -> (15,1,1)
Connected (15,2,1) -> (15,2,2)
Connected (15,2,1) -> (15,2,0)
====================
15,2,2 (15,2,2)
Connected (15,2,2) -> (16,2,2)
Connected (15,2,2) -> (14,2,2)
Connected (15,2,2) -> (15,3,2)
Connected (15,2,2) -> (15,1,2)
Connected (15,2,2) -> (15,2,3)
Connected (15,2,2) -> (15,2,1)
====================
15,2,3 (15,2,3)
Connected (15,2,3) -> (16,2,3)
Connected (15,2,3) -> (14,2,3)
Connected (15,2,3) -> (15,3,3)
Connected (15,2,3) -> (15,1,3)
Connected (15,2,3) -> (15,2,4)
Connected (15,2,3) -> (15,2,2)
====================
15,2,4 (15,2,4)
Connected (15,2,4) -> (16,2,4)
Connected (15,2,4) -> (14,2,4)
Connected (15,2,4) -> (15,3,4)
Connected (15,2,4) -> (15,1,4)
Connected (15,2,4) -> (15,2,5)
Connected (15,2,4) -> (15,2,3)
====================
15,2,5 (15,2,5)
Connected (15,2,5) -> (16,2,5)
Connected (15,2,5) -> (14,2,5)
Connected (15,2,5) -> (15,3,5)
Connected (15,2,5) -> (15,1,5)
Connected (15,2,5) -> (15,2,6)
Connected (15,2,5) -> (15,2,4)
====================
15,2,6 (15,2,6)
Connected (15,2,6) -> (16,2,6)
Connected (15,2,6) -> (14,2,6)
Ignored (15,3,6) because a block exists there.
Connected (15,2,6) -> (15,1,6)
Connected (15,2,6) -> (15,2,7)
Connected (15,2,6) -> (15,2,5)
====================
15,2,7 (15,2,7)
Connected (15,2,7) -> (16,2,7)
Connected (15,2,7) -> (14,2,7)
Ignored (15,3,7) because a block exists there.
Connected (15,2,7) -> (15,1,7)
Connected (15,2,7) -> (15,2,8)
Connected (15,2,7) -> (15,2,6)
====================
15,2,8 (15,2,8)
Connected (15,2,8) -> (16,2,8)
Ignored (14,2,8) because a block exists there.
Ignored (15,3,8) because a block exists there.
Connected (15,2,8) -> (15,1,8)
Connected (15,2,8) -> (15,2,9)
Connected (15,2,8) -> (15,2,7)
====================
15,2,9 (15,2,9)
Connected (15,2,9) -> (16,2,9)
Ignored (14,2,9) because a block exists there.
Connected (15,2,9) -> (15,3,9)
Connected (15,2,9) -> (15,1,9)
Ignored (15,2,10) because a block exists there.
Connected (15,2,9) -> (15,2,8)
====================
15,2,11 (15,2,11)
Connected (15,2,11) -> (16,2,11)
Ignored (14,2,11) because a block exists there.
Ignored (15,3,11) because a block exists there.
Connected (15,2,11) -> (15,1,11)
Connected (15,2,11) -> (15,2,12)
Ignored (15,2,10) because a block exists there.
====================
15,2,12 (15,2,12)
Connected (15,2,12) -> (16,2,12)
Connected (15,2,12) -> (14,2,12)
Ignored (15,3,12) because a block exists there.
Connected (15,2,12) -> (15,1,12)
Connected (15,2,12) -> (15,2,13)
Connected (15,2,12) -> (15,2,11)
====================
15,2,13 (15,2,13)
Connected (15,2,13) -> (16,2,13)
Ignored (14,2,13) because a block exists there.
Ignored (15,3,13) because a block exists there.
Connected (15,2,13) -> (15,1,13)
Connected (15,2,13) -> (15,2,14)
Connected (15,2,13) -> (15,2,12)
====================
15,2,14 (15,2,14)
Connected (15,2,14) -> (16,2,14)
Connected (15,2,14) -> (14,2,14)
Connected (15,2,14) -> (15,3,14)
Connected (15,2,14) -> (15,1,14)
Connected (15,2,14) -> (15,2,15)
Connected (15,2,14) -> (15,2,13)
====================
15,2,15 (15,2,15)
Connected (15,2,15) -> (16,2,15)
Connected (15,2,15) -> (14,2,15)
Connected (15,2,15) -> (15,3,15)
Connected (15,2,15) -> (15,1,15)
Connected (15,2,15) -> (15,2,16)
Connected (15,2,15) -> (15,2,14)
====================
15,2,16 (15,2,16)
Connected (15,2,16) -> (16,2,16)
Connected (15,2,16) -> (14,2,16)
Connected (15,2,16) -> (15,3,16)
Connected (15,2,16) -> (15,1,16)
Connected (15,2,16) -> (15,2,17)
Connected (15,2,16) -> (15,2,15)
====================
15,2,17 (15,2,17)
Connected (15,2,17) -> (16,2,17)
Connected (15,2,17) -> (14,2,17)
Connected (15,2,17) -> (15,3,17)
Connected (15,2,17) -> (15,1,17)
Connected (15,2,17) -> (15,2,18)
Connected (15,2,17) -> (15,2,16)
====================
15,2,18 (15,2,18)
Connected (15,2,18) -> (16,2,18)
Connected (15,2,18) -> (14,2,18)
Connected (15,2,18) -> (15,3,18)
Connected (15,2,18) -> (15,1,18)
Connected (15,2,18) -> (15,2,19)
Connected (15,2,18) -> (15,2,17)
====================
15,2,19 (15,2,19)
Connected (15,2,19) -> (16,2,19)
Connected (15,2,19) -> (14,2,19)
Connected (15,2,19) -> (15,3,19)
Connected (15,2,19) -> (15,1,19)
Connected (15,2,19) -> (15,2,20)
Connected (15,2,19) -> (15,2,18)
====================
15,2,20 (15,2,20)
Connected (15,2,20) -> (16,2,20)
Connected (15,2,20) -> (14,2,20)
Connected (15,2,20) -> (15,3,20)
Connected (15,2,20) -> (15,1,20)
Ignored (15,2,21) because it's out of bounds.
Connected (15,2,20) -> (15,2,19)
====================
15,3,-1 (15,3,-1)
Connected (15,3,-1) -> (16,3,-1)
Connected (15,3,-1) -> (14,3,-1)
Connected (15,3,-1) -> (15,4,-1)
Connected (15,3,-1) -> (15,2,-1)
Connected (15,3,-1) -> (15,3,0)
Ignored (15,3,-2) because it's out of bounds.
====================
15,3,0 (15,3,0)
Connected (15,3,0) -> (16,3,0)
Connected (15,3,0) -> (14,3,0)
Connected (15,3,0) -> (15,4,0)
Connected (15,3,0) -> (15,2,0)
Connected (15,3,0) -> (15,3,1)
Connected (15,3,0) -> (15,3,-1)
====================
15,3,1 (15,3,1)
Connected (15,3,1) -> (16,3,1)
Connected (15,3,1) -> (14,3,1)
Connected (15,3,1) -> (15,4,1)
Connected (15,3,1) -> (15,2,1)
Connected (15,3,1) -> (15,3,2)
Connected (15,3,1) -> (15,3,0)
====================
15,3,2 (15,3,2)
Connected (15,3,2) -> (16,3,2)
Connected (15,3,2) -> (14,3,2)
Connected (15,3,2) -> (15,4,2)
Connected (15,3,2) -> (15,2,2)
Connected (15,3,2) -> (15,3,3)
Connected (15,3,2) -> (15,3,1)
====================
15,3,3 (15,3,3)
Connected (15,3,3) -> (16,3,3)
Connected (15,3,3) -> (14,3,3)
Connected (15,3,3) -> (15,4,3)
Connected (15,3,3) -> (15,2,3)
Connected (15,3,3) -> (15,3,4)
Connected (15,3,3) -> (15,3,2)
====================
15,3,4 (15,3,4)
Connected (15,3,4) -> (16,3,4)
Connected (15,3,4) -> (14,3,4)
Connected (15,3,4) -> (15,4,4)
Connected (15,3,4) -> (15,2,4)
Connected (15,3,4) -> (15,3,5)
Connected (15,3,4) -> (15,3,3)
====================
15,3,5 (15,3,5)
Connected (15,3,5) -> (16,3,5)
Ignored (14,3,5) because a block exists there.
Ignored (15,4,5) because a block exists there.
Connected (15,3,5) -> (15,2,5)
Ignored (15,3,6) because a block exists there.
Connected (15,3,5) -> (15,3,4)
====================
15,3,9 (15,3,9)
Ignored (16,3,9) because a block exists there.
Ignored (14,3,9) because a block exists there.
Ignored (15,4,9) because a block exists there.
Connected (15,3,9) -> (15,2,9)
Ignored (15,3,10) because a block exists there.
Ignored (15,3,8) because a block exists there.
====================
15,3,14 (15,3,14)
Connected (15,3,14) -> (16,3,14)
Ignored (14,3,14) because a block exists there.
Ignored (15,4,14) because a block exists there.
Connected (15,3,14) -> (15,2,14)
Connected (15,3,14) -> (15,3,15)
Ignored (15,3,13) because a block exists there.
====================
15,3,15 (15,3,15)
Connected (15,3,15) -> (16,3,15)
Connected (15,3,15) -> (14,3,15)
Connected (15,3,15) -> (15,4,15)
Connected (15,3,15) -> (15,2,15)
Connected (15,3,15) -> (15,3,16)
Connected (15,3,15) -> (15,3,14)
====================
15,3,16 (15,3,16)
Connected (15,3,16) -> (16,3,16)
Connected (15,3,16) -> (14,3,16)
Connected (15,3,16) -> (15,4,16)
Connected (15,3,16) -> (15,2,16)
Connected (15,3,16) -> (15,3,17)
Connected (15,3,16) -> (15,3,15)
====================
15,3,17 (15,3,17)
Connected (15,3,17) -> (16,3,17)
Connected (15,3,17) -> (14,3,17)
Connected (15,3,17) -> (15,4,17)
Connected (15,3,17) -> (15,2,17)
Connected (15,3,17) -> (15,3,18)
Connected (15,3,17) -> (15,3,16)
====================
15,3,18 (15,3,18)
Connected (15,3,18) -> (16,3,18)
Connected (15,3,18) -> (14,3,18)
Connected (15,3,18) -> (15,4,18)
Connected (15,3,18) -> (15,2,18)
Connected (15,3,18) -> (15,3,19)
Connected (15,3,18) -> (15,3,17)
====================
15,3,19 (15,3,19)
Connected (15,3,19) -> (16,3,19)
Connected (15,3,19) -> (14,3,19)
Connected (15,3,19) -> (15,4,19)
Connected (15,3,19) -> (15,2,19)
Connected (15,3,19) -> (15,3,20)
Connected (15,3,19) -> (15,3,18)
====================
15,3,20 (15,3,20)
Connected (15,3,20) -> (16,3,20)
Connected (15,3,20) -> (14,3,20)
Connected (15,3,20) -> (15,4,20)
Connected (15,3,20) -> (15,2,20)
Ignored (15,3,21) because it's out of bounds.
Connected (15,3,20) -> (15,3,19)
====================
15,4,-1 (15,4,-1)
Connected (15,4,-1) -> (16,4,-1)
Connected (15,4,-1) -> (14,4,-1)
Connected (15,4,-1) -> (15,5,-1)
Connected (15,4,-1) -> (15,3,-1)
Connected (15,4,-1) -> (15,4,0)
Ignored (15,4,-2) because it's out of bounds.
====================
15,4,0 (15,4,0)
Connected (15,4,0) -> (16,4,0)
Connected (15,4,0) -> (14,4,0)
Connected (15,4,0) -> (15,5,0)
Connected (15,4,0) -> (15,3,0)
Connected (15,4,0) -> (15,4,1)
Connected (15,4,0) -> (15,4,-1)
====================
15,4,1 (15,4,1)
Connected (15,4,1) -> (16,4,1)
Connected (15,4,1) -> (14,4,1)
Connected (15,4,1) -> (15,5,1)
Connected (15,4,1) -> (15,3,1)
Connected (15,4,1) -> (15,4,2)
Connected (15,4,1) -> (15,4,0)
====================
15,4,2 (15,4,2)
Connected (15,4,2) -> (16,4,2)
Connected (15,4,2) -> (14,4,2)
Connected (15,4,2) -> (15,5,2)
Connected (15,4,2) -> (15,3,2)
Connected (15,4,2) -> (15,4,3)
Connected (15,4,2) -> (15,4,1)
====================
15,4,3 (15,4,3)
Connected (15,4,3) -> (16,4,3)
Connected (15,4,3) -> (14,4,3)
Connected (15,4,3) -> (15,5,3)
Connected (15,4,3) -> (15,3,3)
Connected (15,4,3) -> (15,4,4)
Connected (15,4,3) -> (15,4,2)
====================
15,4,4 (15,4,4)
Connected (15,4,4) -> (16,4,4)
Connected (15,4,4) -> (14,4,4)
Connected (15,4,4) -> (15,5,4)
Connected (15,4,4) -> (15,3,4)
Ignored (15,4,5) because a block exists there.
Connected (15,4,4) -> (15,4,3)
====================
15,4,10 (15,4,10)
Ignored (16,4,10) because a block exists there.
Ignored (14,4,10) because a block exists there.
Ignored (15,5,10) because a block exists there.
Ignored (15,3,10) because a block exists there.
Ignored (15,4,11) because a block exists there.
Ignored (15,4,9) because a block exists there.
====================
15,4,15 (15,4,15)
Connected (15,4,15) -> (16,4,15)
Ignored (14,4,15) because a block exists there.
Connected (15,4,15) -> (15,5,15)
Connected (15,4,15) -> (15,3,15)
Connected (15,4,15) -> (15,4,16)
Ignored (15,4,14) because a block exists there.
====================
15,4,16 (15,4,16)
Connected (15,4,16) -> (16,4,16)
Connected (15,4,16) -> (14,4,16)
Connected (15,4,16) -> (15,5,16)
Connected (15,4,16) -> (15,3,16)
Connected (15,4,16) -> (15,4,17)
Connected (15,4,16) -> (15,4,15)
====================
15,4,17 (15,4,17)
Connected (15,4,17) -> (16,4,17)
Connected (15,4,17) -> (14,4,17)
Connected (15,4,17) -> (15,5,17)
Connected (15,4,17) -> (15,3,17)
Connected (15,4,17) -> (15,4,18)
Connected (15,4,17) -> (15,4,16)
====================
15,4,18 (15,4,18)
Connected (15,4,18) -> (16,4,18)
Connected (15,4,18) -> (14,4,18)
Connected (15,4,18) -> (15,5,18)
Connected (15,4,18) -> (15,3,18)
Connected (15,4,18) -> (15,4,19)
Connected (15,4,18) -> (15,4,17)
====================
15,4,19 (15,4,19)
Connected (15,4,19) -> (16,4,19)
Connected (15,4,19) -> (14,4,19)
Connected (15,4,19) -> (15,5,19)
Connected (15,4,19) -> (15,3,19)
Connected (15,4,19) -> (15,4,20)
Connected (15,4,19) -> (15,4,18)
====================
15,4,20 (15,4,20)
Connected (15,4,20) -> (16,4,20)
Connected (15,4,20) -> (14,4,20)
Connected (15,4,20) -> (15,5,20)
Connected (15,4,20) -> (15,3,20)
Ignored (15,4,21) because it's out of bounds.
Connected (15,4,20) -> (15,4,19)
====================
15,5,-1 (15,5,-1)
Connected (15,5,-1) -> (16,5,-1)
Connected (15,5,-1) -> (14,5,-1)
Connected (15,5,-1) -> (15,6,-1)
Connected (15,5,-1) -> (15,4,-1)
Connected (15,5,-1) -> (15,5,0)
Ignored (15,5,-2) because it's out of bounds.
====================
15,5,0 (15,5,0)
Connected (15,5,0) -> (16,5,0)
Connected (15,5,0) -> (14,5,0)
Connected (15,5,0) -> (15,6,0)
Connected (15,5,0) -> (15,4,0)
Connected (15,5,0) -> (15,5,1)
Connected (15,5,0) -> (15,5,-1)
====================
15,5,1 (15,5,1)
Connected (15,5,1) -> (16,5,1)
Connected (15,5,1) -> (14,5,1)
Connected (15,5,1) -> (15,6,1)
Connected (15,5,1) -> (15,4,1)
Connected (15,5,1) -> (15,5,2)
Connected (15,5,1) -> (15,5,0)
====================
15,5,2 (15,5,2)
Connected (15,5,2) -> (16,5,2)
Connected (15,5,2) -> (14,5,2)
Connected (15,5,2) -> (15,6,2)
Connected (15,5,2) -> (15,4,2)
Connected (15,5,2) -> (15,5,3)
Connected (15,5,2) -> (15,5,1)
====================
15,5,3 (15,5,3)
Connected (15,5,3) -> (16,5,3)
Connected (15,5,3) -> (14,5,3)
Ignored (15,6,3) because a block exists there.
Connected (15,5,3) -> (15,4,3)
Connected (15,5,3) -> (15,5,4)
Connected (15,5,3) -> (15,5,2)
====================
15,5,4 (15,5,4)
Connected (15,5,4) -> (16,5,4)
Ignored (14,5,4) because a block exists there.
Ignored (15,6,4) because a block exists there.
Connected (15,5,4) -> (15,4,4)
Ignored (15,5,5) because a block exists there.
Connected (15,5,4) -> (15,5,3)
====================
15,5,11 (15,5,11)
Ignored (16,5,11) because a block exists there.
Connected (15,5,11) -> (14,5,11)
Ignored (15,6,11) because a block exists there.
Ignored (15,4,11) because a block exists there.
Ignored (15,5,12) because a block exists there.
Ignored (15,5,10) because a block exists there.
====================
15,5,15 (15,5,15)
Connected (15,5,15) -> (16,5,15)
Ignored (14,5,15) because a block exists there.
Ignored (15,6,15) because a block exists there.
Connected (15,5,15) -> (15,4,15)
Connected (15,5,15) -> (15,5,16)
Ignored (15,5,14) because a block exists there.
====================
15,5,16 (15,5,16)
Connected (15,5,16) -> (16,5,16)
Ignored (14,5,16) because a block exists there.
Ignored (15,6,16) because a block exists there.
Connected (15,5,16) -> (15,4,16)
Connected (15,5,16) -> (15,5,17)
Connected (15,5,16) -> (15,5,15)
====================
15,5,17 (15,5,17)
Connected (15,5,17) -> (16,5,17)
Connected (15,5,17) -> (14,5,17)
Connected (15,5,17) -> (15,6,17)
Connected (15,5,17) -> (15,4,17)
Connected (15,5,17) -> (15,5,18)
Connected (15,5,17) -> (15,5,16)
====================
15,5,18 (15,5,18)
Connected (15,5,18) -> (16,5,18)
Connected (15,5,18) -> (14,5,18)
Connected (15,5,18) -> (15,6,18)
Connected (15,5,18) -> (15,4,18)
Connected (15,5,18) -> (15,5,19)
Connected (15,5,18) -> (15,5,17)
====================
15,5,19 (15,5,19)
Connected (15,5,19) -> (16,5,19)
Connected (15,5,19) -> (14,5,19)
Connected (15,5,19) -> (15,6,19)
Connected (15,5,19) -> (15,4,19)
Connected (15,5,19) -> (15,5,20)
Connected (15,5,19) -> (15,5,18)
====================
15,5,20 (15,5,20)
Connected (15,5,20) -> (16,5,20)
Connected (15,5,20) -> (14,5,20)
Connected (15,5,20) -> (15,6,20)
Connected (15,5,20) -> (15,4,20)
Ignored (15,5,21) because it's out of bounds.
Connected (15,5,20) -> (15,5,19)
====================
15,6,-1 (15,6,-1)
Connected (15,6,-1) -> (16,6,-1)
Connected (15,6,-1) -> (14,6,-1)
Connected (15,6,-1) -> (15,7,-1)
Connected (15,6,-1) -> (15,5,-1)
Connected (15,6,-1) -> (15,6,0)
Ignored (15,6,-2) because it's out of bounds.
====================
15,6,0 (15,6,0)
Connected (15,6,0) -> (16,6,0)
Connected (15,6,0) -> (14,6,0)
Connected (15,6,0) -> (15,7,0)
Connected (15,6,0) -> (15,5,0)
Connected (15,6,0) -> (15,6,1)
Connected (15,6,0) -> (15,6,-1)
====================
15,6,1 (15,6,1)
Connected (15,6,1) -> (16,6,1)
Connected (15,6,1) -> (14,6,1)
Connected (15,6,1) -> (15,7,1)
Connected (15,6,1) -> (15,5,1)
Connected (15,6,1) -> (15,6,2)
Connected (15,6,1) -> (15,6,0)
====================
15,6,2 (15,6,2)
Connected (15,6,2) -> (16,6,2)
Connected (15,6,2) -> (14,6,2)
Connected (15,6,2) -> (15,7,2)
Connected (15,6,2) -> (15,5,2)
Ignored (15,6,3) because a block exists there.
Connected (15,6,2) -> (15,6,1)
====================
15,6,7 (15,6,7)
Ignored (16,6,7) because a block exists there.
Connected (15,6,7) -> (14,6,7)
Ignored (15,7,7) because a block exists there.
Ignored (15,5,7) because a block exists there.
Ignored (15,6,8) because a block exists there.
Ignored (15,6,6) because a block exists there.
====================
15,6,12 (15,6,12)
Ignored (16,6,12) because a block exists there.
Ignored (14,6,12) because a block exists there.
Ignored (15,7,12) because a block exists there.
Ignored (15,5,12) because a block exists there.
Ignored (15,6,13) because a block exists there.
Ignored (15,6,11) because a block exists there.
====================
15,6,17 (15,6,17)
Connected (15,6,17) -> (16,6,17)
Connected (15,6,17) -> (14,6,17)
Connected (15,6,17) -> (15,7,17)
Connected (15,6,17) -> (15,5,17)
Connected (15,6,17) -> (15,6,18)
Ignored (15,6,16) because a block exists there.
====================
15,6,18 (15,6,18)
Connected (15,6,18) -> (16,6,18)
Connected (15,6,18) -> (14,6,18)
Connected (15,6,18) -> (15,7,18)
Connected (15,6,18) -> (15,5,18)
Connected (15,6,18) -> (15,6,19)
Connected (15,6,18) -> (15,6,17)
====================
15,6,19 (15,6,19)
Connected (15,6,19) -> (16,6,19)
Connected (15,6,19) -> (14,6,19)
Connected (15,6,19) -> (15,7,19)
Connected (15,6,19) -> (15,5,19)
Connected (15,6,19) -> (15,6,20)
Connected (15,6,19) -> (15,6,18)
====================
15,6,20 (15,6,20)
Connected (15,6,20) -> (16,6,20)
Connected (15,6,20) -> (14,6,20)
Connected (15,6,20) -> (15,7,20)
Connected (15,6,20) -> (15,5,20)
Ignored (15,6,21) because it's out of bounds.
Connected (15,6,20) -> (15,6,19)
====================
15,7,-1 (15,7,-1)
Connected (15,7,-1) -> (16,7,-1)
Connected (15,7,-1) -> (14,7,-1)
Connected (15,7,-1) -> (15,8,-1)
Connected (15,7,-1) -> (15,6,-1)
Connected (15,7,-1) -> (15,7,0)
Ignored (15,7,-2) because it's out of bounds.
====================
15,7,0 (15,7,0)
Connected (15,7,0) -> (16,7,0)
Connected (15,7,0) -> (14,7,0)
Connected (15,7,0) -> (15,8,0)
Connected (15,7,0) -> (15,6,0)
Connected (15,7,0) -> (15,7,1)
Connected (15,7,0) -> (15,7,-1)
====================
15,7,1 (15,7,1)
Connected (15,7,1) -> (16,7,1)
Connected (15,7,1) -> (14,7,1)
Connected (15,7,1) -> (15,8,1)
Connected (15,7,1) -> (15,6,1)
Connected (15,7,1) -> (15,7,2)
Connected (15,7,1) -> (15,7,0)
====================
15,7,2 (15,7,2)
Connected (15,7,2) -> (16,7,2)
Connected (15,7,2) -> (14,7,2)
Connected (15,7,2) -> (15,8,2)
Connected (15,7,2) -> (15,6,2)
Ignored (15,7,3) because a block exists there.
Connected (15,7,2) -> (15,7,1)
====================
15,7,8 (15,7,8)
Ignored (16,7,8) because a block exists there.
Connected (15,7,8) -> (14,7,8)
Ignored (15,8,8) because a block exists there.
Ignored (15,6,8) because a block exists there.
Ignored (15,7,9) because a block exists there.
Ignored (15,7,7) because a block exists there.
====================
15,7,17 (15,7,17)
Connected (15,7,17) -> (16,7,17)
Connected (15,7,17) -> (14,7,17)
Ignored (15,8,17) because a block exists there.
Connected (15,7,17) -> (15,6,17)
Connected (15,7,17) -> (15,7,18)
Ignored (15,7,16) because a block exists there.
====================
15,7,18 (15,7,18)
Connected (15,7,18) -> (16,7,18)
Connected (15,7,18) -> (14,7,18)
Connected (15,7,18) -> (15,8,18)
Connected (15,7,18) -> (15,6,18)
Connected (15,7,18) -> (15,7,19)
Connected (15,7,18) -> (15,7,17)
====================
15,7,19 (15,7,19)
Connected (15,7,19) -> (16,7,19)
Connected (15,7,19) -> (14,7,19)
Connected (15,7,19) -> (15,8,19)
Connected (15,7,19) -> (15,6,19)
Connected (15,7,19) -> (15,7,20)
Connected (15,7,19) -> (15,7,18)
====================
15,7,20 (15,7,20)
Connected (15,7,20) -> (16,7,20)
Connected (15,7,20) -> (14,7,20)
Connected (15,7,20) -> (15,8,20)
Connected (15,7,20) -> (15,6,20)
Ignored (15,7,21) because it's out of bounds.
Connected (15,7,20) -> (15,7,19)
====================
15,8,-1 (15,8,-1)
Connected (15,8,-1) -> (16,8,-1)
Connected (15,8,-1) -> (14,8,-1)
Connected (15,8,-1) -> (15,9,-1)
Connected (15,8,-1) -> (15,7,-1)
Connected (15,8,-1) -> (15,8,0)
Ignored (15,8,-2) because it's out of bounds.
====================
15,8,0 (15,8,0)
Connected (15,8,0) -> (16,8,0)
Connected (15,8,0) -> (14,8,0)
Connected (15,8,0) -> (15,9,0)
Connected (15,8,0) -> (15,7,0)
Connected (15,8,0) -> (15,8,1)
Connected (15,8,0) -> (15,8,-1)
====================
15,8,1 (15,8,1)
Connected (15,8,1) -> (16,8,1)
Connected (15,8,1) -> (14,8,1)
Connected (15,8,1) -> (15,9,1)
Connected (15,8,1) -> (15,7,1)
Connected (15,8,1) -> (15,8,2)
Connected (15,8,1) -> (15,8,0)
====================
15,8,2 (15,8,2)
Connected (15,8,2) -> (16,8,2)
Connected (15,8,2) -> (14,8,2)
Connected (15,8,2) -> (15,9,2)
Connected (15,8,2) -> (15,7,2)
Ignored (15,8,3) because a block exists there.
Connected (15,8,2) -> (15,8,1)
====================
15,8,9 (15,8,9)
Ignored (16,8,9) because a block exists there.
Connected (15,8,9) -> (14,8,9)
Connected (15,8,9) -> (15,9,9)
Ignored (15,7,9) because a block exists there.
Ignored (15,8,10) because a block exists there.
Ignored (15,8,8) because a block exists there.
====================
15,8,13 (15,8,13)
Ignored (16,8,13) because a block exists there.
Ignored (14,8,13) because a block exists there.
Connected (15,8,13) -> (15,9,13)
Ignored (15,7,13) because a block exists there.
Connected (15,8,13) -> (15,8,14)
Ignored (15,8,12) because a block exists there.
====================
15,8,14 (15,8,14)
Ignored (16,8,14) because a block exists there.
Ignored (14,8,14) because a block exists there.
Ignored (15,9,14) because a block exists there.
Ignored (15,7,14) because a block exists there.
Ignored (15,8,15) because a block exists there.
Connected (15,8,14) -> (15,8,13)
====================
15,8,18 (15,8,18)
Connected (15,8,18) -> (16,8,18)
Connected (15,8,18) -> (14,8,18)
Connected (15,8,18) -> (15,9,18)
Connected (15,8,18) -> (15,7,18)
Connected (15,8,18) -> (15,8,19)
Ignored (15,8,17) because a block exists there.
====================
15,8,19 (15,8,19)
Connected (15,8,19) -> (16,8,19)
Connected (15,8,19) -> (14,8,19)
Connected (15,8,19) -> (15,9,19)
Connected (15,8,19) -> (15,7,19)
Connected (15,8,19) -> (15,8,20)
Connected (15,8,19) -> (15,8,18)
====================
15,8,20 (15,8,20)
Connected (15,8,20) -> (16,8,20)
Connected (15,8,20) -> (14,8,20)
Connected (15,8,20) -> (15,9,20)
Connected (15,8,20) -> (15,7,20)
Ignored (15,8,21) because it's out of bounds.
Connected (15,8,20) -> (15,8,19)
====================
15,9,-1 (15,9,-1)
Connected (15,9,-1) -> (16,9,-1)
Connected (15,9,-1) -> (14,9,-1)
Connected (15,9,-1) -> (15,10,-1)
Connected (15,9,-1) -> (15,8,-1)
Connected (15,9,-1) -> (15,9,0)
Ignored (15,9,-2) because it's out of bounds.
====================
15,9,0 (15,9,0)
Connected (15,9,0) -> (16,9,0)
Connected (15,9,0) -> (14,9,0)
Connected (15,9,0) -> (15,10,0)
Connected (15,9,0) -> (15,8,0)
Connected (15,9,0) -> (15,9,1)
Connected (15,9,0) -> (15,9,-1)
====================
15,9,1 (15,9,1)
Connected (15,9,1) -> (16,9,1)
Connected (15,9,1) -> (14,9,1)
Connected (15,9,1) -> (15,10,1)
Connected (15,9,1) -> (15,8,1)
Connected (15,9,1) -> (15,9,2)
Connected (15,9,1) -> (15,9,0)
====================
15,9,2 (15,9,2)
Connected (15,9,2) -> (16,9,2)
Connected (15,9,2) -> (14,9,2)
Connected (15,9,2) -> (15,10,2)
Connected (15,9,2) -> (15,8,2)
Ignored (15,9,3) because a block exists there.
Connected (15,9,2) -> (15,9,1)
====================
15,9,4 (15,9,4)
Ignored (16,9,4) because a block exists there.
Ignored (14,9,4) because a block exists there.
Ignored (15,10,4) because a block exists there.
Ignored (15,8,4) because a block exists there.
Ignored (15,9,5) because a block exists there.
Ignored (15,9,3) because a block exists there.
====================
15,9,6 (15,9,6)
Ignored (16,9,6) because a block exists there.
Connected (15,9,6) -> (14,9,6)
Ignored (15,10,6) because a block exists there.
Ignored (15,8,6) because a block exists there.
Connected (15,9,6) -> (15,9,7)
Ignored (15,9,5) because a block exists there.
====================
15,9,7 (15,9,7)
Ignored (16,9,7) because a block exists there.
Ignored (14,9,7) because a block exists there.
Ignored (15,10,7) because a block exists there.
Ignored (15,8,7) because a block exists there.
Connected (15,9,7) -> (15,9,8)
Connected (15,9,7) -> (15,9,6)
====================
15,9,8 (15,9,8)
Ignored (16,9,8) because a block exists there.
Connected (15,9,8) -> (14,9,8)
Connected (15,9,8) -> (15,10,8)
Ignored (15,8,8) because a block exists there.
Connected (15,9,8) -> (15,9,9)
Connected (15,9,8) -> (15,9,7)
====================
15,9,9 (15,9,9)
Connected (15,9,9) -> (16,9,9)
Connected (15,9,9) -> (14,9,9)
Connected (15,9,9) -> (15,10,9)
Connected (15,9,9) -> (15,8,9)
Connected (15,9,9) -> (15,9,10)
Connected (15,9,9) -> (15,9,8)
====================
15,9,10 (15,9,10)
Ignored (16,9,10) because a block exists there.
Connected (15,9,10) -> (14,9,10)
Connected (15,9,10) -> (15,10,10)
Ignored (15,8,10) because a block exists there.
Connected (15,9,10) -> (15,9,11)
Connected (15,9,10) -> (15,9,9)
====================
15,9,11 (15,9,11)
Ignored (16,9,11) because a block exists there.
Connected (15,9,11) -> (14,9,11)
Ignored (15,10,11) because a block exists there.
Ignored (15,8,11) because a block exists there.
Ignored (15,9,12) because a block exists there.
Connected (15,9,11) -> (15,9,10)
====================
15,9,13 (15,9,13)
Ignored (16,9,13) because a block exists there.
Connected (15,9,13) -> (14,9,13)
Connected (15,9,13) -> (15,10,13)
Connected (15,9,13) -> (15,8,13)
Ignored (15,9,14) because a block exists there.
Ignored (15,9,12) because a block exists there.
====================
15,9,17 (15,9,17)
Connected (15,9,17) -> (16,9,17)
Ignored (14,9,17) because a block exists there.
Connected (15,9,17) -> (15,10,17)
Ignored (15,8,17) because a block exists there.
Connected (15,9,17) -> (15,9,18)
Ignored (15,9,16) because a block exists there.
====================
15,9,18 (15,9,18)
Connected (15,9,18) -> (16,9,18)
Connected (15,9,18) -> (14,9,18)
Connected (15,9,18) -> (15,10,18)
Connected (15,9,18) -> (15,8,18)
Connected (15,9,18) -> (15,9,19)
Connected (15,9,18) -> (15,9,17)
====================
15,9,19 (15,9,19)
Connected (15,9,19) -> (16,9,19)
Connected (15,9,19) -> (14,9,19)
Connected (15,9,19) -> (15,10,19)
Connected (15,9,19) -> (15,8,19)
Connected (15,9,19) -> (15,9,20)
Connected (15,9,19) -> (15,9,18)
====================
15,9,20 (15,9,20)
Connected (15,9,20) -> (16,9,20)
Connected (15,9,20) -> (14,9,20)
Connected (15,9,20) -> (15,10,20)
Connected (15,9,20) -> (15,8,20)
Ignored (15,9,21) because it's out of bounds.
Connected (15,9,20) -> (15,9,19)
====================
15,10,-1 (15,10,-1)
Connected (15,10,-1) -> (16,10,-1)
Connected (15,10,-1) -> (14,10,-1)
Connected (15,10,-1) -> (15,11,-1)
Connected (15,10,-1) -> (15,9,-1)
Connected (15,10,-1) -> (15,10,0)
Ignored (15,10,-2) because it's out of bounds.
====================
15,10,0 (15,10,0)
Connected (15,10,0) -> (16,10,0)
Connected (15,10,0) -> (14,10,0)
Connected (15,10,0) -> (15,11,0)
Connected (15,10,0) -> (15,9,0)
Connected (15,10,0) -> (15,10,1)
Connected (15,10,0) -> (15,10,-1)
====================
15,10,1 (15,10,1)
Connected (15,10,1) -> (16,10,1)
Connected (15,10,1) -> (14,10,1)
Connected (15,10,1) -> (15,11,1)
Connected (15,10,1) -> (15,9,1)
Connected (15,10,1) -> (15,10,2)
Connected (15,10,1) -> (15,10,0)
====================
15,10,2 (15,10,2)
Connected (15,10,2) -> (16,10,2)
Ignored (14,10,2) because a block exists there.
Ignored (15,11,2) because a block exists there.
Connected (15,10,2) -> (15,9,2)
Ignored (15,10,3) because a block exists there.
Connected (15,10,2) -> (15,10,1)
====================
15,10,5 (15,10,5)
Ignored (16,10,5) because a block exists there.
Ignored (14,10,5) because a block exists there.
Ignored (15,11,5) because a block exists there.
Ignored (15,9,5) because a block exists there.
Ignored (15,10,6) because a block exists there.
Ignored (15,10,4) because a block exists there.
====================
15,10,8 (15,10,8)
Ignored (16,10,8) because a block exists there.
Connected (15,10,8) -> (14,10,8)
Connected (15,10,8) -> (15,11,8)
Connected (15,10,8) -> (15,9,8)
Connected (15,10,8) -> (15,10,9)
Ignored (15,10,7) because a block exists there.
====================
15,10,9 (15,10,9)
Ignored (16,10,9) because a block exists there.
Connected (15,10,9) -> (14,10,9)
Connected (15,10,9) -> (15,11,9)
Connected (15,10,9) -> (15,9,9)
Connected (15,10,9) -> (15,10,10)
Connected (15,10,9) -> (15,10,8)
====================
15,10,10 (15,10,10)
Connected (15,10,10) -> (16,10,10)
Connected (15,10,10) -> (14,10,10)
Connected (15,10,10) -> (15,11,10)
Connected (15,10,10) -> (15,9,10)
Ignored (15,10,11) because a block exists there.
Connected (15,10,10) -> (15,10,9)
====================
15,10,12 (15,10,12)
Ignored (16,10,12) because a block exists there.
Connected (15,10,12) -> (14,10,12)
Ignored (15,11,12) because a block exists there.
Ignored (15,9,12) because a block exists there.
Connected (15,10,12) -> (15,10,13)
Ignored (15,10,11) because a block exists there.
====================
15,10,13 (15,10,13)
Ignored (16,10,13) because a block exists there.
Ignored (14,10,13) because a block exists there.
Connected (15,10,13) -> (15,11,13)
Connected (15,10,13) -> (15,9,13)
Ignored (15,10,14) because a block exists there.
Connected (15,10,13) -> (15,10,12)
====================
15,10,17 (15,10,17)
Connected (15,10,17) -> (16,10,17)
Ignored (14,10,17) because a block exists there.
Connected (15,10,17) -> (15,11,17)
Connected (15,10,17) -> (15,9,17)
Connected (15,10,17) -> (15,10,18)
Ignored (15,10,16) because a block exists there.
====================
15,10,18 (15,10,18)
Connected (15,10,18) -> (16,10,18)
Connected (15,10,18) -> (14,10,18)
Connected (15,10,18) -> (15,11,18)
Connected (15,10,18) -> (15,9,18)
Connected (15,10,18) -> (15,10,19)
Connected (15,10,18) -> (15,10,17)
====================
15,10,19 (15,10,19)
Connected (15,10,19) -> (16,10,19)
Connected (15,10,19) -> (14,10,19)
Connected (15,10,19) -> (15,11,19)
Connected (15,10,19) -> (15,9,19)
Connected (15,10,19) -> (15,10,20)
Connected (15,10,19) -> (15,10,18)
====================
15,10,20 (15,10,20)
Connected (15,10,20) -> (16,10,20)
Connected (15,10,20) -> (14,10,20)
Connected (15,10,20) -> (15,11,20)
Connected (15,10,20) -> (15,9,20)
Ignored (15,10,21) because it's out of bounds.
Connected (15,10,20) -> (15,10,19)
====================
15,11,-1 (15,11,-1)
Connected (15,11,-1) -> (16,11,-1)
Connected (15,11,-1) -> (14,11,-1)
Connected (15,11,-1) -> (15,12,-1)
Connected (15,11,-1) -> (15,10,-1)
Connected (15,11,-1) -> (15,11,0)
Ignored (15,11,-2) because it's out of bounds.
====================
15,11,0 (15,11,0)
Connected (15,11,0) -> (16,11,0)
Connected (15,11,0) -> (14,11,0)
Connected (15,11,0) -> (15,12,0)
Connected (15,11,0) -> (15,10,0)
Connected (15,11,0) -> (15,11,1)
Connected (15,11,0) -> (15,11,-1)
====================
15,11,1 (15,11,1)
Connected (15,11,1) -> (16,11,1)
Connected (15,11,1) -> (14,11,1)
Connected (15,11,1) -> (15,12,1)
Connected (15,11,1) -> (15,10,1)
Ignored (15,11,2) because a block exists there.
Connected (15,11,1) -> (15,11,0)
====================
15,11,6 (15,11,6)
Ignored (16,11,6) because a block exists there.
Connected (15,11,6) -> (14,11,6)
Ignored (15,12,6) because a block exists there.
Ignored (15,10,6) because a block exists there.
Ignored (15,11,7) because a block exists there.
Ignored (15,11,5) because a block exists there.
====================
15,11,8 (15,11,8)
Ignored (16,11,8) because a block exists there.
Connected (15,11,8) -> (14,11,8)
Ignored (15,12,8) because a block exists there.
Connected (15,11,8) -> (15,10,8)
Connected (15,11,8) -> (15,11,9)
Ignored (15,11,7) because a block exists there.
====================
15,11,9 (15,11,9)
Ignored (16,11,9) because a block exists there.
Connected (15,11,9) -> (14,11,9)
Ignored (15,12,9) because a block exists there.
Connected (15,11,9) -> (15,10,9)
Connected (15,11,9) -> (15,11,10)
Connected (15,11,9) -> (15,11,8)
====================
15,11,10 (15,11,10)
Ignored (16,11,10) because a block exists there.
Connected (15,11,10) -> (14,11,10)
Connected (15,11,10) -> (15,12,10)
Connected (15,11,10) -> (15,10,10)
Connected (15,11,10) -> (15,11,11)
Connected (15,11,10) -> (15,11,9)
====================
15,11,11 (15,11,11)
Ignored (16,11,11) because a block exists there.
Connected (15,11,11) -> (14,11,11)
Connected (15,11,11) -> (15,12,11)
Ignored (15,10,11) because a block exists there.
Ignored (15,11,12) because a block exists there.
Connected (15,11,11) -> (15,11,10)
====================
15,11,13 (15,11,13)
Ignored (16,11,13) because a block exists there.
Connected (15,11,13) -> (14,11,13)
Ignored (15,12,13) because a block exists there.
Connected (15,11,13) -> (15,10,13)
Ignored (15,11,14) because a block exists there.
Ignored (15,11,12) because a block exists there.
====================
15,11,17 (15,11,17)
Connected (15,11,17) -> (16,11,17)
Connected (15,11,17) -> (14,11,17)
Connected (15,11,17) -> (15,12,17)
Connected (15,11,17) -> (15,10,17)
Connected (15,11,17) -> (15,11,18)
Ignored (15,11,16) because a block exists there.
====================
15,11,18 (15,11,18)
Connected (15,11,18) -> (16,11,18)
Connected (15,11,18) -> (14,11,18)
Connected (15,11,18) -> (15,12,18)
Connected (15,11,18) -> (15,10,18)
Connected (15,11,18) -> (15,11,19)
Connected (15,11,18) -> (15,11,17)
====================
15,11,19 (15,11,19)
Connected (15,11,19) -> (16,11,19)
Connected (15,11,19) -> (14,11,19)
Connected (15,11,19) -> (15,12,19)
Connected (15,11,19) -> (15,10,19)
Connected (15,11,19) -> (15,11,20)
Connected (15,11,19) -> (15,11,18)
====================
15,11,20 (15,11,20)
Connected (15,11,20) -> (16,11,20)
Connected (15,11,20) -> (14,11,20)
Connected (15,11,20) -> (15,12,20)
Connected (15,11,20) -> (15,10,20)
Ignored (15,11,21) because it's out of bounds.
Connected (15,11,20) -> (15,11,19)
====================
15,12,-1 (15,12,-1)
Connected (15,12,-1) -> (16,12,-1)
Connected (15,12,-1) -> (14,12,-1)
Connected (15,12,-1) -> (15,13,-1)
Connected (15,12,-1) -> (15,11,-1)
Connected (15,12,-1) -> (15,12,0)
Ignored (15,12,-2) because it's out of bounds.
====================
15,12,0 (15,12,0)
Connected (15,12,0) -> (16,12,0)
Connected (15,12,0) -> (14,12,0)
Connected (15,12,0) -> (15,13,0)
Connected (15,12,0) -> (15,11,0)
Connected (15,12,0) -> (15,12,1)
Connected (15,12,0) -> (15,12,-1)
====================
15,12,1 (15,12,1)
Connected (15,12,1) -> (16,12,1)
Connected (15,12,1) -> (14,12,1)
Connected (15,12,1) -> (15,13,1)
Connected (15,12,1) -> (15,11,1)
Connected (15,12,1) -> (15,12,2)
Connected (15,12,1) -> (15,12,0)
====================
15,12,2 (15,12,2)
Connected (15,12,2) -> (16,12,2)
Ignored (14,12,2) because a block exists there.
Connected (15,12,2) -> (15,13,2)
Ignored (15,11,2) because a block exists there.
Ignored (15,12,3) because a block exists there.
Connected (15,12,2) -> (15,12,1)
====================
15,12,10 (15,12,10)
Ignored (16,12,10) because a block exists there.
Connected (15,12,10) -> (14,12,10)
Ignored (15,13,10) because a block exists there.
Connected (15,12,10) -> (15,11,10)
Connected (15,12,10) -> (15,12,11)
Ignored (15,12,9) because a block exists there.
====================
15,12,11 (15,12,11)
Ignored (16,12,11) because a block exists there.
Connected (15,12,11) -> (14,12,11)
Ignored (15,13,11) because a block exists there.
Connected (15,12,11) -> (15,11,11)
Ignored (15,12,12) because a block exists there.
Connected (15,12,11) -> (15,12,10)
====================
15,12,17 (15,12,17)
Connected (15,12,17) -> (16,12,17)
Connected (15,12,17) -> (14,12,17)
Connected (15,12,17) -> (15,13,17)
Connected (15,12,17) -> (15,11,17)
Connected (15,12,17) -> (15,12,18)
Ignored (15,12,16) because a block exists there.
====================
15,12,18 (15,12,18)
Connected (15,12,18) -> (16,12,18)
Connected (15,12,18) -> (14,12,18)
Connected (15,12,18) -> (15,13,18)
Connected (15,12,18) -> (15,11,18)
Connected (15,12,18) -> (15,12,19)
Connected (15,12,18) -> (15,12,17)
====================
15,12,19 (15,12,19)
Connected (15,12,19) -> (16,12,19)
Connected (15,12,19) -> (14,12,19)
Connected (15,12,19) -> (15,13,19)
Connected (15,12,19) -> (15,11,19)
Connected (15,12,19) -> (15,12,20)
Connected (15,12,19) -> (15,12,18)
====================
15,12,20 (15,12,20)
Connected (15,12,20) -> (16,12,20)
Connected (15,12,20) -> (14,12,20)
Connected (15,12,20) -> (15,13,20)
Connected (15,12,20) -> (15,11,20)
Ignored (15,12,21) because it's out of bounds.
Connected (15,12,20) -> (15,12,19)
====================
15,13,-1 (15,13,-1)
Connected (15,13,-1) -> (16,13,-1)
Connected (15,13,-1) -> (14,13,-1)
Connected (15,13,-1) -> (15,14,-1)
Connected (15,13,-1) -> (15,12,-1)
Connected (15,13,-1) -> (15,13,0)
Ignored (15,13,-2) because it's out of bounds.
====================
15,13,0 (15,13,0)
Connected (15,13,0) -> (16,13,0)
Connected (15,13,0) -> (14,13,0)
Connected (15,13,0) -> (15,14,0)
Connected (15,13,0) -> (15,12,0)
Connected (15,13,0) -> (15,13,1)
Connected (15,13,0) -> (15,13,-1)
====================
15,13,1 (15,13,1)
Connected (15,13,1) -> (16,13,1)
Connected (15,13,1) -> (14,13,1)
Connected (15,13,1) -> (15,14,1)
Connected (15,13,1) -> (15,12,1)
Connected (15,13,1) -> (15,13,2)
Connected (15,13,1) -> (15,13,0)
====================
15,13,2 (15,13,2)
Connected (15,13,2) -> (16,13,2)
Connected (15,13,2) -> (14,13,2)
Connected (15,13,2) -> (15,14,2)
Connected (15,13,2) -> (15,12,2)
Connected (15,13,2) -> (15,13,3)
Connected (15,13,2) -> (15,13,1)
====================
15,13,3 (15,13,3)
Connected (15,13,3) -> (16,13,3)
Ignored (14,13,3) because a block exists there.
Connected (15,13,3) -> (15,14,3)
Ignored (15,12,3) because a block exists there.
Ignored (15,13,4) because a block exists there.
Connected (15,13,3) -> (15,13,2)
====================
15,13,16 (15,13,16)
Connected (15,13,16) -> (16,13,16)
Ignored (14,13,16) because a block exists there.
Connected (15,13,16) -> (15,14,16)
Ignored (15,12,16) because a block exists there.
Connected (15,13,16) -> (15,13,17)
Ignored (15,13,15) because a block exists there.
====================
15,13,17 (15,13,17)
Connected (15,13,17) -> (16,13,17)
Connected (15,13,17) -> (14,13,17)
Connected (15,13,17) -> (15,14,17)
Connected (15,13,17) -> (15,12,17)
Connected (15,13,17) -> (15,13,18)
Connected (15,13,17) -> (15,13,16)
====================
15,13,18 (15,13,18)
Connected (15,13,18) -> (16,13,18)
Connected (15,13,18) -> (14,13,18)
Connected (15,13,18) -> (15,14,18)
Connected (15,13,18) -> (15,12,18)
Connected (15,13,18) -> (15,13,19)
Connected (15,13,18) -> (15,13,17)
====================
15,13,19 (15,13,19)
Connected (15,13,19) -> (16,13,19)
Connected (15,13,19) -> (14,13,19)
Connected (15,13,19) -> (15,14,19)
Connected (15,13,19) -> (15,12,19)
Connected (15,13,19) -> (15,13,20)
Connected (15,13,19) -> (15,13,18)
====================
15,13,20 (15,13,20)
Connected (15,13,20) -> (16,13,20)
Connected (15,13,20) -> (14,13,20)
Connected (15,13,20) -> (15,14,20)
Connected (15,13,20) -> (15,12,20)
Ignored (15,13,21) because it's out of bounds.
Connected (15,13,20) -> (15,13,19)
====================
15,14,-1 (15,14,-1)
Connected (15,14,-1) -> (16,14,-1)
Connected (15,14,-1) -> (14,14,-1)
Connected (15,14,-1) -> (15,15,-1)
Connected (15,14,-1) -> (15,13,-1)
Connected (15,14,-1) -> (15,14,0)
Ignored (15,14,-2) because it's out of bounds.
====================
15,14,0 (15,14,0)
Connected (15,14,0) -> (16,14,0)
Connected (15,14,0) -> (14,14,0)
Connected (15,14,0) -> (15,15,0)
Connected (15,14,0) -> (15,13,0)
Connected (15,14,0) -> (15,14,1)
Connected (15,14,0) -> (15,14,-1)
====================
15,14,1 (15,14,1)
Connected (15,14,1) -> (16,14,1)
Connected (15,14,1) -> (14,14,1)
Connected (15,14,1) -> (15,15,1)
Connected (15,14,1) -> (15,13,1)
Connected (15,14,1) -> (15,14,2)
Connected (15,14,1) -> (15,14,0)
====================
15,14,2 (15,14,2)
Connected (15,14,2) -> (16,14,2)
Connected (15,14,2) -> (14,14,2)
Connected (15,14,2) -> (15,15,2)
Connected (15,14,2) -> (15,13,2)
Connected (15,14,2) -> (15,14,3)
Connected (15,14,2) -> (15,14,1)
====================
15,14,3 (15,14,3)
Connected (15,14,3) -> (16,14,3)
Connected (15,14,3) -> (14,14,3)
Connected (15,14,3) -> (15,15,3)
Connected (15,14,3) -> (15,13,3)
Ignored (15,14,4) because a block exists there.
Connected (15,14,3) -> (15,14,2)
====================
15,14,16 (15,14,16)
Connected (15,14,16) -> (16,14,16)
Ignored (14,14,16) because a block exists there.
Connected (15,14,16) -> (15,15,16)
Connected (15,14,16) -> (15,13,16)
Connected (15,14,16) -> (15,14,17)
Ignored (15,14,15) because a block exists there.
====================
15,14,17 (15,14,17)
Connected (15,14,17) -> (16,14,17)
Connected (15,14,17) -> (14,14,17)
Connected (15,14,17) -> (15,15,17)
Connected (15,14,17) -> (15,13,17)
Connected (15,14,17) -> (15,14,18)
Connected (15,14,17) -> (15,14,16)
====================
15,14,18 (15,14,18)
Connected (15,14,18) -> (16,14,18)
Connected (15,14,18) -> (14,14,18)
Connected (15,14,18) -> (15,15,18)
Connected (15,14,18) -> (15,13,18)
Connected (15,14,18) -> (15,14,19)
Connected (15,14,18) -> (15,14,17)
====================
15,14,19 (15,14,19)
Connected (15,14,19) -> (16,14,19)
Connected (15,14,19) -> (14,14,19)
Connected (15,14,19) -> (15,15,19)
Connected (15,14,19) -> (15,13,19)
Connected (15,14,19) -> (15,14,20)
Connected (15,14,19) -> (15,14,18)
====================
15,14,20 (15,14,20)
Connected (15,14,20) -> (16,14,20)
Connected (15,14,20) -> (14,14,20)
Connected (15,14,20) -> (15,15,20)
Connected (15,14,20) -> (15,13,20)
Ignored (15,14,21) because it's out of bounds.
Connected (15,14,20) -> (15,14,19)
====================
15,15,-1 (15,15,-1)
Connected (15,15,-1) -> (16,15,-1)
Connected (15,15,-1) -> (14,15,-1)
Connected (15,15,-1) -> (15,16,-1)
Connected (15,15,-1) -> (15,14,-1)
Connected (15,15,-1) -> (15,15,0)
Ignored (15,15,-2) because it's out of bounds.
====================
15,15,0 (15,15,0)
Connected (15,15,0) -> (16,15,0)
Connected (15,15,0) -> (14,15,0)
Connected (15,15,0) -> (15,16,0)
Connected (15,15,0) -> (15,14,0)
Connected (15,15,0) -> (15,15,1)
Connected (15,15,0) -> (15,15,-1)
====================
15,15,1 (15,15,1)
Connected (15,15,1) -> (16,15,1)
Connected (15,15,1) -> (14,15,1)
Connected (15,15,1) -> (15,16,1)
Connected (15,15,1) -> (15,14,1)
Connected (15,15,1) -> (15,15,2)
Connected (15,15,1) -> (15,15,0)
====================
15,15,2 (15,15,2)
Connected (15,15,2) -> (16,15,2)
Connected (15,15,2) -> (14,15,2)
Connected (15,15,2) -> (15,16,2)
Connected (15,15,2) -> (15,14,2)
Connected (15,15,2) -> (15,15,3)
Connected (15,15,2) -> (15,15,1)
====================
15,15,3 (15,15,3)
Connected (15,15,3) -> (16,15,3)
Connected (15,15,3) -> (14,15,3)
Connected (15,15,3) -> (15,16,3)
Connected (15,15,3) -> (15,14,3)
Connected (15,15,3) -> (15,15,4)
Connected (15,15,3) -> (15,15,2)
====================
15,15,4 (15,15,4)
Connected (15,15,4) -> (16,15,4)
Connected (15,15,4) -> (14,15,4)
Connected (15,15,4) -> (15,16,4)
Ignored (15,14,4) because a block exists there.
Ignored (15,15,5) because a block exists there.
Connected (15,15,4) -> (15,15,3)
====================
15,15,14 (15,15,14)
Connected (15,15,14) -> (16,15,14)
Ignored (14,15,14) because a block exists there.
Ignored (15,16,14) because a block exists there.
Ignored (15,14,14) because a block exists there.
Ignored (15,15,15) because a block exists there.
Ignored (15,15,13) because a block exists there.
====================
15,15,16 (15,15,16)
Connected (15,15,16) -> (16,15,16)
Connected (15,15,16) -> (14,15,16)
Connected (15,15,16) -> (15,16,16)
Connected (15,15,16) -> (15,14,16)
Connected (15,15,16) -> (15,15,17)
Ignored (15,15,15) because a block exists there.
====================
15,15,17 (15,15,17)
Connected (15,15,17) -> (16,15,17)
Connected (15,15,17) -> (14,15,17)
Connected (15,15,17) -> (15,16,17)
Connected (15,15,17) -> (15,14,17)
Connected (15,15,17) -> (15,15,18)
Connected (15,15,17) -> (15,15,16)
====================
15,15,18 (15,15,18)
Connected (15,15,18) -> (16,15,18)
Connected (15,15,18) -> (14,15,18)
Connected (15,15,18) -> (15,16,18)
Connected (15,15,18) -> (15,14,18)
Connected (15,15,18) -> (15,15,19)
Connected (15,15,18) -> (15,15,17)
====================
15,15,19 (15,15,19)
Connected (15,15,19) -> (16,15,19)
Connected (15,15,19) -> (14,15,19)
Connected (15,15,19) -> (15,16,19)
Connected (15,15,19) -> (15,14,19)
Connected (15,15,19) -> (15,15,20)
Connected (15,15,19) -> (15,15,18)
====================
15,15,20 (15,15,20)
Connected (15,15,20) -> (16,15,20)
Connected (15,15,20) -> (14,15,20)
Connected (15,15,20) -> (15,16,20)
Connected (15,15,20) -> (15,14,20)
Ignored (15,15,21) because it's out of bounds.
Connected (15,15,20) -> (15,15,19)
====================
15,16,-1 (15,16,-1)
Connected (15,16,-1) -> (16,16,-1)
Connected (15,16,-1) -> (14,16,-1)
Connected (15,16,-1) -> (15,17,-1)
Connected (15,16,-1) -> (15,15,-1)
Connected (15,16,-1) -> (15,16,0)
Ignored (15,16,-2) because it's out of bounds.
====================
15,16,0 (15,16,0)
Connected (15,16,0) -> (16,16,0)
Connected (15,16,0) -> (14,16,0)
Connected (15,16,0) -> (15,17,0)
Connected (15,16,0) -> (15,15,0)
Connected (15,16,0) -> (15,16,1)
Connected (15,16,0) -> (15,16,-1)
====================
15,16,1 (15,16,1)
Connected (15,16,1) -> (16,16,1)
Connected (15,16,1) -> (14,16,1)
Connected (15,16,1) -> (15,17,1)
Connected (15,16,1) -> (15,15,1)
Connected (15,16,1) -> (15,16,2)
Connected (15,16,1) -> (15,16,0)
====================
15,16,2 (15,16,2)
Connected (15,16,2) -> (16,16,2)
Connected (15,16,2) -> (14,16,2)
Connected (15,16,2) -> (15,17,2)
Connected (15,16,2) -> (15,15,2)
Connected (15,16,2) -> (15,16,3)
Connected (15,16,2) -> (15,16,1)
====================
15,16,3 (15,16,3)
Connected (15,16,3) -> (16,16,3)
Connected (15,16,3) -> (14,16,3)
Connected (15,16,3) -> (15,17,3)
Connected (15,16,3) -> (15,15,3)
Connected (15,16,3) -> (15,16,4)
Connected (15,16,3) -> (15,16,2)
====================
15,16,4 (15,16,4)
Connected (15,16,4) -> (16,16,4)
Connected (15,16,4) -> (14,16,4)
Connected (15,16,4) -> (15,17,4)
Connected (15,16,4) -> (15,15,4)
Connected (15,16,4) -> (15,16,5)
Connected (15,16,4) -> (15,16,3)
====================
15,16,5 (15,16,5)
Connected (15,16,5) -> (16,16,5)
Ignored (14,16,5) because a block exists there.
Connected (15,16,5) -> (15,17,5)
Ignored (15,15,5) because a block exists there.
Ignored (15,16,6) because a block exists there.
Connected (15,16,5) -> (15,16,4)
====================
15,16,15 (15,16,15)
Connected (15,16,15) -> (16,16,15)
Connected (15,16,15) -> (14,16,15)
Connected (15,16,15) -> (15,17,15)
Ignored (15,15,15) because a block exists there.
Connected (15,16,15) -> (15,16,16)
Ignored (15,16,14) because a block exists there.
====================
15,16,16 (15,16,16)
Connected (15,16,16) -> (16,16,16)
Connected (15,16,16) -> (14,16,16)
Connected (15,16,16) -> (15,17,16)
Connected (15,16,16) -> (15,15,16)
Connected (15,16,16) -> (15,16,17)
Connected (15,16,16) -> (15,16,15)
====================
15,16,17 (15,16,17)
Connected (15,16,17) -> (16,16,17)
Connected (15,16,17) -> (14,16,17)
Connected (15,16,17) -> (15,17,17)
Connected (15,16,17) -> (15,15,17)
Connected (15,16,17) -> (15,16,18)
Connected (15,16,17) -> (15,16,16)
====================
15,16,18 (15,16,18)
Connected (15,16,18) -> (16,16,18)
Connected (15,16,18) -> (14,16,18)
Connected (15,16,18) -> (15,17,18)
Connected (15,16,18) -> (15,15,18)
Connected (15,16,18) -> (15,16,19)
Connected (15,16,18) -> (15,16,17)
====================
15,16,19 (15,16,19)
Connected (15,16,19) -> (16,16,19)
Connected (15,16,19) -> (14,16,19)
Connected (15,16,19) -> (15,17,19)
Connected (15,16,19) -> (15,15,19)
Connected (15,16,19) -> (15,16,20)
Connected (15,16,19) -> (15,16,18)
====================
15,16,20 (15,16,20)
Connected (15,16,20) -> (16,16,20)
Connected (15,16,20) -> (14,16,20)
Connected (15,16,20) -> (15,17,20)
Connected (15,16,20) -> (15,15,20)
Ignored (15,16,21) because it's out of bounds.
Connected (15,16,20) -> (15,16,19)
====================
15,17,-1 (15,17,-1)
Connected (15,17,-1) -> (16,17,-1)
Connected (15,17,-1) -> (14,17,-1)
Connected (15,17,-1) -> (15,18,-1)
Connected (15,17,-1) -> (15,16,-1)
Connected (15,17,-1) -> (15,17,0)
Ignored (15,17,-2) because it's out of bounds.
====================
15,17,0 (15,17,0)
Connected (15,17,0) -> (16,17,0)
Connected (15,17,0) -> (14,17,0)
Connected (15,17,0) -> (15,18,0)
Connected (15,17,0) -> (15,16,0)
Connected (15,17,0) -> (15,17,1)
Connected (15,17,0) -> (15,17,-1)
====================
15,17,1 (15,17,1)
Connected (15,17,1) -> (16,17,1)
Connected (15,17,1) -> (14,17,1)
Connected (15,17,1) -> (15,18,1)
Connected (15,17,1) -> (15,16,1)
Connected (15,17,1) -> (15,17,2)
Connected (15,17,1) -> (15,17,0)
====================
15,17,2 (15,17,2)
Connected (15,17,2) -> (16,17,2)
Connected (15,17,2) -> (14,17,2)
Connected (15,17,2) -> (15,18,2)
Connected (15,17,2) -> (15,16,2)
Connected (15,17,2) -> (15,17,3)
Connected (15,17,2) -> (15,17,1)
====================
15,17,3 (15,17,3)
Connected (15,17,3) -> (16,17,3)
Connected (15,17,3) -> (14,17,3)
Connected (15,17,3) -> (15,18,3)
Connected (15,17,3) -> (15,16,3)
Connected (15,17,3) -> (15,17,4)
Connected (15,17,3) -> (15,17,2)
====================
15,17,4 (15,17,4)
Connected (15,17,4) -> (16,17,4)
Connected (15,17,4) -> (14,17,4)
Connected (15,17,4) -> (15,18,4)
Connected (15,17,4) -> (15,16,4)
Connected (15,17,4) -> (15,17,5)
Connected (15,17,4) -> (15,17,3)
====================
15,17,5 (15,17,5)
Connected (15,17,5) -> (16,17,5)
Connected (15,17,5) -> (14,17,5)
Connected (15,17,5) -> (15,18,5)
Connected (15,17,5) -> (15,16,5)
Connected (15,17,5) -> (15,17,6)
Connected (15,17,5) -> (15,17,4)
====================
15,17,6 (15,17,6)
Connected (15,17,6) -> (16,17,6)
Connected (15,17,6) -> (14,17,6)
Connected (15,17,6) -> (15,18,6)
Ignored (15,16,6) because a block exists there.
Connected (15,17,6) -> (15,17,7)
Connected (15,17,6) -> (15,17,5)
====================
15,17,7 (15,17,7)
Connected (15,17,7) -> (16,17,7)
Connected (15,17,7) -> (14,17,7)
Connected (15,17,7) -> (15,18,7)
Ignored (15,16,7) because a block exists there.
Ignored (15,17,8) because a block exists there.
Connected (15,17,7) -> (15,17,6)
====================
15,17,9 (15,17,9)
Connected (15,17,9) -> (16,17,9)
Connected (15,17,9) -> (14,17,9)
Connected (15,17,9) -> (15,18,9)
Ignored (15,16,9) because a block exists there.
Connected (15,17,9) -> (15,17,10)
Ignored (15,17,8) because a block exists there.
====================
15,17,10 (15,17,10)
Connected (15,17,10) -> (16,17,10)
Ignored (14,17,10) because a block exists there.
Connected (15,17,10) -> (15,18,10)
Ignored (15,16,10) because a block exists there.
Connected (15,17,10) -> (15,17,11)
Connected (15,17,10) -> (15,17,9)
====================
15,17,11 (15,17,11)
Connected (15,17,11) -> (16,17,11)
Ignored (14,17,11) because a block exists there.
Connected (15,17,11) -> (15,18,11)
Ignored (15,16,11) because a block exists there.
Connected (15,17,11) -> (15,17,12)
Connected (15,17,11) -> (15,17,10)
====================
15,17,12 (15,17,12)
Connected (15,17,12) -> (16,17,12)
Connected (15,17,12) -> (14,17,12)
Connected (15,17,12) -> (15,18,12)
Ignored (15,16,12) because a block exists there.
Connected (15,17,12) -> (15,17,13)
Connected (15,17,12) -> (15,17,11)
====================
15,17,13 (15,17,13)
Connected (15,17,13) -> (16,17,13)
Ignored (14,17,13) because a block exists there.
Connected (15,17,13) -> (15,18,13)
Ignored (15,16,13) because a block exists there.
Connected (15,17,13) -> (15,17,14)
Connected (15,17,13) -> (15,17,12)
====================
15,17,14 (15,17,14)
Connected (15,17,14) -> (16,17,14)
Ignored (14,17,14) because a block exists there.
Connected (15,17,14) -> (15,18,14)
Ignored (15,16,14) because a block exists there.
Connected (15,17,14) -> (15,17,15)
Connected (15,17,14) -> (15,17,13)
====================
15,17,15 (15,17,15)
Connected (15,17,15) -> (16,17,15)
Connected (15,17,15) -> (14,17,15)
Connected (15,17,15) -> (15,18,15)
Connected (15,17,15) -> (15,16,15)
Connected (15,17,15) -> (15,17,16)
Connected (15,17,15) -> (15,17,14)
====================
15,17,16 (15,17,16)
Connected (15,17,16) -> (16,17,16)
Connected (15,17,16) -> (14,17,16)
Connected (15,17,16) -> (15,18,16)
Connected (15,17,16) -> (15,16,16)
Connected (15,17,16) -> (15,17,17)
Connected (15,17,16) -> (15,17,15)
====================
15,17,17 (15,17,17)
Connected (15,17,17) -> (16,17,17)
Connected (15,17,17) -> (14,17,17)
Connected (15,17,17) -> (15,18,17)
Connected (15,17,17) -> (15,16,17)
Connected (15,17,17) -> (15,17,18)
Connected (15,17,17) -> (15,17,16)
====================
15,17,18 (15,17,18)
Connected (15,17,18) -> (16,17,18)
Connected (15,17,18) -> (14,17,18)
Connected (15,17,18) -> (15,18,18)
Connected (15,17,18) -> (15,16,18)
Connected (15,17,18) -> (15,17,19)
Connected (15,17,18) -> (15,17,17)
====================
15,17,19 (15,17,19)
Connected (15,17,19) -> (16,17,19)
Connected (15,17,19) -> (14,17,19)
Connected (15,17,19) -> (15,18,19)
Connected (15,17,19) -> (15,16,19)
Connected (15,17,19) -> (15,17,20)
Connected (15,17,19) -> (15,17,18)
====================
15,17,20 (15,17,20)
Connected (15,17,20) -> (16,17,20)
Connected (15,17,20) -> (14,17,20)
Connected (15,17,20) -> (15,18,20)
Connected (15,17,20) -> (15,16,20)
Ignored (15,17,21) because it's out of bounds.
Connected (15,17,20) -> (15,17,19)
====================
15,18,-1 (15,18,-1)
Connected (15,18,-1) -> (16,18,-1)
Connected (15,18,-1) -> (14,18,-1)
Connected (15,18,-1) -> (15,19,-1)
Connected (15,18,-1) -> (15,17,-1)
Connected (15,18,-1) -> (15,18,0)
Ignored (15,18,-2) because it's out of bounds.
====================
15,18,0 (15,18,0)
Connected (15,18,0) -> (16,18,0)
Connected (15,18,0) -> (14,18,0)
Connected (15,18,0) -> (15,19,0)
Connected (15,18,0) -> (15,17,0)
Connected (15,18,0) -> (15,18,1)
Connected (15,18,0) -> (15,18,-1)
====================
15,18,1 (15,18,1)
Connected (15,18,1) -> (16,18,1)
Connected (15,18,1) -> (14,18,1)
Connected (15,18,1) -> (15,19,1)
Connected (15,18,1) -> (15,17,1)
Connected (15,18,1) -> (15,18,2)
Connected (15,18,1) -> (15,18,0)
====================
15,18,2 (15,18,2)
Connected (15,18,2) -> (16,18,2)
Connected (15,18,2) -> (14,18,2)
Connected (15,18,2) -> (15,19,2)
Connected (15,18,2) -> (15,17,2)
Connected (15,18,2) -> (15,18,3)
Connected (15,18,2) -> (15,18,1)
====================
15,18,3 (15,18,3)
Connected (15,18,3) -> (16,18,3)
Connected (15,18,3) -> (14,18,3)
Connected (15,18,3) -> (15,19,3)
Connected (15,18,3) -> (15,17,3)
Connected (15,18,3) -> (15,18,4)
Connected (15,18,3) -> (15,18,2)
====================
15,18,4 (15,18,4)
Connected (15,18,4) -> (16,18,4)
Connected (15,18,4) -> (14,18,4)
Connected (15,18,4) -> (15,19,4)
Connected (15,18,4) -> (15,17,4)
Connected (15,18,4) -> (15,18,5)
Connected (15,18,4) -> (15,18,3)
====================
15,18,5 (15,18,5)
Connected (15,18,5) -> (16,18,5)
Connected (15,18,5) -> (14,18,5)
Connected (15,18,5) -> (15,19,5)
Connected (15,18,5) -> (15,17,5)
Connected (15,18,5) -> (15,18,6)
Connected (15,18,5) -> (15,18,4)
====================
15,18,6 (15,18,6)
Connected (15,18,6) -> (16,18,6)
Connected (15,18,6) -> (14,18,6)
Connected (15,18,6) -> (15,19,6)
Connected (15,18,6) -> (15,17,6)
Connected (15,18,6) -> (15,18,7)
Connected (15,18,6) -> (15,18,5)
====================
15,18,7 (15,18,7)
Connected (15,18,7) -> (16,18,7)
Connected (15,18,7) -> (14,18,7)
Connected (15,18,7) -> (15,19,7)
Connected (15,18,7) -> (15,17,7)
Connected (15,18,7) -> (15,18,8)
Connected (15,18,7) -> (15,18,6)
====================
15,18,8 (15,18,8)
Connected (15,18,8) -> (16,18,8)
Connected (15,18,8) -> (14,18,8)
Connected (15,18,8) -> (15,19,8)
Ignored (15,17,8) because a block exists there.
Connected (15,18,8) -> (15,18,9)
Connected (15,18,8) -> (15,18,7)
====================
15,18,9 (15,18,9)
Connected (15,18,9) -> (16,18,9)
Connected (15,18,9) -> (14,18,9)
Connected (15,18,9) -> (15,19,9)
Connected (15,18,9) -> (15,17,9)
Connected (15,18,9) -> (15,18,10)
Connected (15,18,9) -> (15,18,8)
====================
15,18,10 (15,18,10)
Connected (15,18,10) -> (16,18,10)
Connected (15,18,10) -> (14,18,10)
Connected (15,18,10) -> (15,19,10)
Connected (15,18,10) -> (15,17,10)
Connected (15,18,10) -> (15,18,11)
Connected (15,18,10) -> (15,18,9)
====================
15,18,11 (15,18,11)
Connected (15,18,11) -> (16,18,11)
Connected (15,18,11) -> (14,18,11)
Connected (15,18,11) -> (15,19,11)
Connected (15,18,11) -> (15,17,11)
Connected (15,18,11) -> (15,18,12)
Connected (15,18,11) -> (15,18,10)
====================
15,18,12 (15,18,12)
Connected (15,18,12) -> (16,18,12)
Connected (15,18,12) -> (14,18,12)
Connected (15,18,12) -> (15,19,12)
Connected (15,18,12) -> (15,17,12)
Connected (15,18,12) -> (15,18,13)
Connected (15,18,12) -> (15,18,11)
====================
15,18,13 (15,18,13)
Connected (15,18,13) -> (16,18,13)
Connected (15,18,13) -> (14,18,13)
Connected (15,18,13) -> (15,19,13)
Connected (15,18,13) -> (15,17,13)
Connected (15,18,13) -> (15,18,14)
Connected (15,18,13) -> (15,18,12)
====================
15,18,14 (15,18,14)
Connected (15,18,14) -> (16,18,14)
Connected (15,18,14) -> (14,18,14)
Connected (15,18,14) -> (15,19,14)
Connected (15,18,14) -> (15,17,14)
Connected (15,18,14) -> (15,18,15)
Connected (15,18,14) -> (15,18,13)
====================
15,18,15 (15,18,15)
Connected (15,18,15) -> (16,18,15)
Connected (15,18,15) -> (14,18,15)
Connected (15,18,15) -> (15,19,15)
Connected (15,18,15) -> (15,17,15)
Connected (15,18,15) -> (15,18,16)
Connected (15,18,15) -> (15,18,14)
====================
15,18,16 (15,18,16)
Connected (15,18,16) -> (16,18,16)
Connected (15,18,16) -> (14,18,16)
Connected (15,18,16) -> (15,19,16)
Connected (15,18,16) -> (15,17,16)
Connected (15,18,16) -> (15,18,17)
Connected (15,18,16) -> (15,18,15)
====================
15,18,17 (15,18,17)
Connected (15,18,17) -> (16,18,17)
Connected (15,18,17) -> (14,18,17)
Connected (15,18,17) -> (15,19,17)
Connected (15,18,17) -> (15,17,17)
Connected (15,18,17) -> (15,18,18)
Connected (15,18,17) -> (15,18,16)
====================
15,18,18 (15,18,18)
Connected (15,18,18) -> (16,18,18)
Connected (15,18,18) -> (14,18,18)
Connected (15,18,18) -> (15,19,18)
Connected (15,18,18) -> (15,17,18)
Connected (15,18,18) -> (15,18,19)
Connected (15,18,18) -> (15,18,17)
====================
15,18,19 (15,18,19)
Connected (15,18,19) -> (16,18,19)
Connected (15,18,19) -> (14,18,19)
Connected (15,18,19) -> (15,19,19)
Connected (15,18,19) -> (15,17,19)
Connected (15,18,19) -> (15,18,20)
Connected (15,18,19) -> (15,18,18)
====================
15,18,20 (15,18,20)
Connected (15,18,20) -> (16,18,20)
Connected (15,18,20) -> (14,18,20)
Connected (15,18,20) -> (15,19,20)
Connected (15,18,20) -> (15,17,20)
Ignored (15,18,21) because it's out of bounds.
Connected (15,18,20) -> (15,18,19)
====================
15,19,-1 (15,19,-1)
Connected (15,19,-1) -> (16,19,-1)
Connected (15,19,-1) -> (14,19,-1)
Ignored (15,20,-1) because it's out of bounds.
Connected (15,19,-1) -> (15,18,-1)
Connected (15,19,-1) -> (15,19,0)
Ignored (15,19,-2) because it's out of bounds.
====================
15,19,0 (15,19,0)
Connected (15,19,0) -> (16,19,0)
Connected (15,19,0) -> (14,19,0)
Ignored (15,20,0) because it's out of bounds.
Connected (15,19,0) -> (15,18,0)
Connected (15,19,0) -> (15,19,1)
Connected (15,19,0) -> (15,19,-1)
====================
15,19,1 (15,19,1)
Connected (15,19,1) -> (16,19,1)
Connected (15,19,1) -> (14,19,1)
Ignored (15,20,1) because it's out of bounds.
Connected (15,19,1) -> (15,18,1)
Connected (15,19,1) -> (15,19,2)
Connected (15,19,1) -> (15,19,0)
====================
15,19,2 (15,19,2)
Connected (15,19,2) -> (16,19,2)
Connected (15,19,2) -> (14,19,2)
Ignored (15,20,2) because it's out of bounds.
Connected (15,19,2) -> (15,18,2)
Connected (15,19,2) -> (15,19,3)
Connected (15,19,2) -> (15,19,1)
====================
15,19,3 (15,19,3)
Connected (15,19,3) -> (16,19,3)
Connected (15,19,3) -> (14,19,3)
Ignored (15,20,3) because it's out of bounds.
Connected (15,19,3) -> (15,18,3)
Connected (15,19,3) -> (15,19,4)
Connected (15,19,3) -> (15,19,2)
====================
15,19,4 (15,19,4)
Connected (15,19,4) -> (16,19,4)
Connected (15,19,4) -> (14,19,4)
Ignored (15,20,4) because it's out of bounds.
Connected (15,19,4) -> (15,18,4)
Connected (15,19,4) -> (15,19,5)
Connected (15,19,4) -> (15,19,3)
====================
15,19,5 (15,19,5)
Connected (15,19,5) -> (16,19,5)
Connected (15,19,5) -> (14,19,5)
Ignored (15,20,5) because it's out of bounds.
Connected (15,19,5) -> (15,18,5)
Connected (15,19,5) -> (15,19,6)
Connected (15,19,5) -> (15,19,4)
====================
15,19,6 (15,19,6)
Connected (15,19,6) -> (16,19,6)
Connected (15,19,6) -> (14,19,6)
Ignored (15,20,6) because it's out of bounds.
Connected (15,19,6) -> (15,18,6)
Connected (15,19,6) -> (15,19,7)
Connected (15,19,6) -> (15,19,5)
====================
15,19,7 (15,19,7)
Connected (15,19,7) -> (16,19,7)
Connected (15,19,7) -> (14,19,7)
Ignored (15,20,7) because it's out of bounds.
Connected (15,19,7) -> (15,18,7)
Connected (15,19,7) -> (15,19,8)
Connected (15,19,7) -> (15,19,6)
====================
15,19,8 (15,19,8)
Connected (15,19,8) -> (16,19,8)
Connected (15,19,8) -> (14,19,8)
Ignored (15,20,8) because it's out of bounds.
Connected (15,19,8) -> (15,18,8)
Connected (15,19,8) -> (15,19,9)
Connected (15,19,8) -> (15,19,7)
====================
15,19,9 (15,19,9)
Connected (15,19,9) -> (16,19,9)
Connected (15,19,9) -> (14,19,9)
Ignored (15,20,9) because it's out of bounds.
Connected (15,19,9) -> (15,18,9)
Connected (15,19,9) -> (15,19,10)
Connected (15,19,9) -> (15,19,8)
====================
15,19,10 (15,19,10)
Connected (15,19,10) -> (16,19,10)
Connected (15,19,10) -> (14,19,10)
Ignored (15,20,10) because it's out of bounds.
Connected (15,19,10) -> (15,18,10)
Connected (15,19,10) -> (15,19,11)
Connected (15,19,10) -> (15,19,9)
====================
15,19,11 (15,19,11)
Connected (15,19,11) -> (16,19,11)
Connected (15,19,11) -> (14,19,11)
Ignored (15,20,11) because it's out of bounds.
Connected (15,19,11) -> (15,18,11)
Connected (15,19,11) -> (15,19,12)
Connected (15,19,11) -> (15,19,10)
====================
15,19,12 (15,19,12)
Connected (15,19,12) -> (16,19,12)
Connected (15,19,12) -> (14,19,12)
Ignored (15,20,12) because it's out of bounds.
Connected (15,19,12) -> (15,18,12)
Connected (15,19,12) -> (15,19,13)
Connected (15,19,12) -> (15,19,11)
====================
15,19,13 (15,19,13)
Connected (15,19,13) -> (16,19,13)
Connected (15,19,13) -> (14,19,13)
Ignored (15,20,13) because it's out of bounds.
Connected (15,19,13) -> (15,18,13)
Connected (15,19,13) -> (15,19,14)
Connected (15,19,13) -> (15,19,12)
====================
15,19,14 (15,19,14)
Connected (15,19,14) -> (16,19,14)
Connected (15,19,14) -> (14,19,14)
Ignored (15,20,14) because it's out of bounds.
Connected (15,19,14) -> (15,18,14)
Connected (15,19,14) -> (15,19,15)
Connected (15,19,14) -> (15,19,13)
====================
15,19,15 (15,19,15)
Connected (15,19,15) -> (16,19,15)
Connected (15,19,15) -> (14,19,15)
Ignored (15,20,15) because it's out of bounds.
Connected (15,19,15) -> (15,18,15)
Connected (15,19,15) -> (15,19,16)
Connected (15,19,15) -> (15,19,14)
====================
15,19,16 (15,19,16)
Connected (15,19,16) -> (16,19,16)
Connected (15,19,16) -> (14,19,16)
Ignored (15,20,16) because it's out of bounds.
Connected (15,19,16) -> (15,18,16)
Connected (15,19,16) -> (15,19,17)
Connected (15,19,16) -> (15,19,15)
====================
15,19,17 (15,19,17)
Connected (15,19,17) -> (16,19,17)
Connected (15,19,17) -> (14,19,17)
Ignored (15,20,17) because it's out of bounds.
Connected (15,19,17) -> (15,18,17)
Connected (15,19,17) -> (15,19,18)
Connected (15,19,17) -> (15,19,16)
====================
15,19,18 (15,19,18)
Connected (15,19,18) -> (16,19,18)
Connected (15,19,18) -> (14,19,18)
Ignored (15,20,18) because it's out of bounds.
Connected (15,19,18) -> (15,18,18)
Connected (15,19,18) -> (15,19,19)
Connected (15,19,18) -> (15,19,17)
====================
15,19,19 (15,19,19)
Connected (15,19,19) -> (16,19,19)
Connected (15,19,19) -> (14,19,19)
Ignored (15,20,19) because it's out of bounds.
Connected (15,19,19) -> (15,18,19)
Connected (15,19,19) -> (15,19,20)
Connected (15,19,19) -> (15,19,18)
====================
15,19,20 (15,19,20)
Connected (15,19,20) -> (16,19,20)
Connected (15,19,20) -> (14,19,20)
Ignored (15,20,20) because it's out of bounds.
Connected (15,19,20) -> (15,18,20)
Ignored (15,19,21) because it's out of bounds.
Connected (15,19,20) -> (15,19,19)
====================
16,-1,-1 (16,-1,-1)
Connected (16,-1,-1) -> (17,-1,-1)
Connected (16,-1,-1) -> (15,-1,-1)
Connected (16,-1,-1) -> (16,0,-1)
Ignored (16,-2,-1) because it's out of bounds.
Connected (16,-1,-1) -> (16,-1,0)
Ignored (16,-1,-2) because it's out of bounds.
====================
16,-1,0 (16,-1,0)
Connected (16,-1,0) -> (17,-1,0)
Connected (16,-1,0) -> (15,-1,0)
Connected (16,-1,0) -> (16,0,0)
Ignored (16,-2,0) because it's out of bounds.
Connected (16,-1,0) -> (16,-1,1)
Connected (16,-1,0) -> (16,-1,-1)
====================
16,-1,1 (16,-1,1)
Connected (16,-1,1) -> (17,-1,1)
Connected (16,-1,1) -> (15,-1,1)
Connected (16,-1,1) -> (16,0,1)
Ignored (16,-2,1) because it's out of bounds.
Connected (16,-1,1) -> (16,-1,2)
Connected (16,-1,1) -> (16,-1,0)
====================
16,-1,2 (16,-1,2)
Connected (16,-1,2) -> (17,-1,2)
Connected (16,-1,2) -> (15,-1,2)
Connected (16,-1,2) -> (16,0,2)
Ignored (16,-2,2) because it's out of bounds.
Connected (16,-1,2) -> (16,-1,3)
Connected (16,-1,2) -> (16,-1,1)
====================
16,-1,3 (16,-1,3)
Connected (16,-1,3) -> (17,-1,3)
Connected (16,-1,3) -> (15,-1,3)
Connected (16,-1,3) -> (16,0,3)
Ignored (16,-2,3) because it's out of bounds.
Connected (16,-1,3) -> (16,-1,4)
Connected (16,-1,3) -> (16,-1,2)
====================
16,-1,4 (16,-1,4)
Connected (16,-1,4) -> (17,-1,4)
Connected (16,-1,4) -> (15,-1,4)
Connected (16,-1,4) -> (16,0,4)
Ignored (16,-2,4) because it's out of bounds.
Connected (16,-1,4) -> (16,-1,5)
Connected (16,-1,4) -> (16,-1,3)
====================
16,-1,5 (16,-1,5)
Connected (16,-1,5) -> (17,-1,5)
Connected (16,-1,5) -> (15,-1,5)
Connected (16,-1,5) -> (16,0,5)
Ignored (16,-2,5) because it's out of bounds.
Connected (16,-1,5) -> (16,-1,6)
Connected (16,-1,5) -> (16,-1,4)
====================
16,-1,6 (16,-1,6)
Connected (16,-1,6) -> (17,-1,6)
Connected (16,-1,6) -> (15,-1,6)
Connected (16,-1,6) -> (16,0,6)
Ignored (16,-2,6) because it's out of bounds.
Connected (16,-1,6) -> (16,-1,7)
Connected (16,-1,6) -> (16,-1,5)
====================
16,-1,7 (16,-1,7)
Connected (16,-1,7) -> (17,-1,7)
Connected (16,-1,7) -> (15,-1,7)
Connected (16,-1,7) -> (16,0,7)
Ignored (16,-2,7) because it's out of bounds.
Connected (16,-1,7) -> (16,-1,8)
Connected (16,-1,7) -> (16,-1,6)
====================
16,-1,8 (16,-1,8)
Connected (16,-1,8) -> (17,-1,8)
Connected (16,-1,8) -> (15,-1,8)
Connected (16,-1,8) -> (16,0,8)
Ignored (16,-2,8) because it's out of bounds.
Connected (16,-1,8) -> (16,-1,9)
Connected (16,-1,8) -> (16,-1,7)
====================
16,-1,9 (16,-1,9)
Connected (16,-1,9) -> (17,-1,9)
Connected (16,-1,9) -> (15,-1,9)
Connected (16,-1,9) -> (16,0,9)
Ignored (16,-2,9) because it's out of bounds.
Connected (16,-1,9) -> (16,-1,10)
Connected (16,-1,9) -> (16,-1,8)
====================
16,-1,10 (16,-1,10)
Connected (16,-1,10) -> (17,-1,10)
Connected (16,-1,10) -> (15,-1,10)
Connected (16,-1,10) -> (16,0,10)
Ignored (16,-2,10) because it's out of bounds.
Connected (16,-1,10) -> (16,-1,11)
Connected (16,-1,10) -> (16,-1,9)
====================
16,-1,11 (16,-1,11)
Connected (16,-1,11) -> (17,-1,11)
Connected (16,-1,11) -> (15,-1,11)
Connected (16,-1,11) -> (16,0,11)
Ignored (16,-2,11) because it's out of bounds.
Connected (16,-1,11) -> (16,-1,12)
Connected (16,-1,11) -> (16,-1,10)
====================
16,-1,12 (16,-1,12)
Connected (16,-1,12) -> (17,-1,12)
Connected (16,-1,12) -> (15,-1,12)
Connected (16,-1,12) -> (16,0,12)
Ignored (16,-2,12) because it's out of bounds.
Connected (16,-1,12) -> (16,-1,13)
Connected (16,-1,12) -> (16,-1,11)
====================
16,-1,13 (16,-1,13)
Connected (16,-1,13) -> (17,-1,13)
Connected (16,-1,13) -> (15,-1,13)
Connected (16,-1,13) -> (16,0,13)
Ignored (16,-2,13) because it's out of bounds.
Connected (16,-1,13) -> (16,-1,14)
Connected (16,-1,13) -> (16,-1,12)
====================
16,-1,14 (16,-1,14)
Connected (16,-1,14) -> (17,-1,14)
Connected (16,-1,14) -> (15,-1,14)
Connected (16,-1,14) -> (16,0,14)
Ignored (16,-2,14) because it's out of bounds.
Connected (16,-1,14) -> (16,-1,15)
Connected (16,-1,14) -> (16,-1,13)
====================
16,-1,15 (16,-1,15)
Connected (16,-1,15) -> (17,-1,15)
Connected (16,-1,15) -> (15,-1,15)
Connected (16,-1,15) -> (16,0,15)
Ignored (16,-2,15) because it's out of bounds.
Connected (16,-1,15) -> (16,-1,16)
Connected (16,-1,15) -> (16,-1,14)
====================
16,-1,16 (16,-1,16)
Connected (16,-1,16) -> (17,-1,16)
Connected (16,-1,16) -> (15,-1,16)
Connected (16,-1,16) -> (16,0,16)
Ignored (16,-2,16) because it's out of bounds.
Connected (16,-1,16) -> (16,-1,17)
Connected (16,-1,16) -> (16,-1,15)
====================
16,-1,17 (16,-1,17)
Connected (16,-1,17) -> (17,-1,17)
Connected (16,-1,17) -> (15,-1,17)
Connected (16,-1,17) -> (16,0,17)
Ignored (16,-2,17) because it's out of bounds.
Connected (16,-1,17) -> (16,-1,18)
Connected (16,-1,17) -> (16,-1,16)
====================
16,-1,18 (16,-1,18)
Connected (16,-1,18) -> (17,-1,18)
Connected (16,-1,18) -> (15,-1,18)
Connected (16,-1,18) -> (16,0,18)
Ignored (16,-2,18) because it's out of bounds.
Connected (16,-1,18) -> (16,-1,19)
Connected (16,-1,18) -> (16,-1,17)
====================
16,-1,19 (16,-1,19)
Connected (16,-1,19) -> (17,-1,19)
Connected (16,-1,19) -> (15,-1,19)
Connected (16,-1,19) -> (16,0,19)
Ignored (16,-2,19) because it's out of bounds.
Connected (16,-1,19) -> (16,-1,20)
Connected (16,-1,19) -> (16,-1,18)
====================
16,-1,20 (16,-1,20)
Connected (16,-1,20) -> (17,-1,20)
Connected (16,-1,20) -> (15,-1,20)
Connected (16,-1,20) -> (16,0,20)
Ignored (16,-2,20) because it's out of bounds.
Ignored (16,-1,21) because it's out of bounds.
Connected (16,-1,20) -> (16,-1,19)
====================
16,0,-1 (16,0,-1)
Connected (16,0,-1) -> (17,0,-1)
Connected (16,0,-1) -> (15,0,-1)
Connected (16,0,-1) -> (16,1,-1)
Connected (16,0,-1) -> (16,-1,-1)
Connected (16,0,-1) -> (16,0,0)
Ignored (16,0,-2) because it's out of bounds.
====================
16,0,0 (16,0,0)
Connected (16,0,0) -> (17,0,0)
Connected (16,0,0) -> (15,0,0)
Connected (16,0,0) -> (16,1,0)
Connected (16,0,0) -> (16,-1,0)
Connected (16,0,0) -> (16,0,1)
Connected (16,0,0) -> (16,0,-1)
====================
16,0,1 (16,0,1)
Connected (16,0,1) -> (17,0,1)
Connected (16,0,1) -> (15,0,1)
Connected (16,0,1) -> (16,1,1)
Connected (16,0,1) -> (16,-1,1)
Connected (16,0,1) -> (16,0,2)
Connected (16,0,1) -> (16,0,0)
====================
16,0,2 (16,0,2)
Connected (16,0,2) -> (17,0,2)
Connected (16,0,2) -> (15,0,2)
Connected (16,0,2) -> (16,1,2)
Connected (16,0,2) -> (16,-1,2)
Connected (16,0,2) -> (16,0,3)
Connected (16,0,2) -> (16,0,1)
====================
16,0,3 (16,0,3)
Connected (16,0,3) -> (17,0,3)
Connected (16,0,3) -> (15,0,3)
Connected (16,0,3) -> (16,1,3)
Connected (16,0,3) -> (16,-1,3)
Connected (16,0,3) -> (16,0,4)
Connected (16,0,3) -> (16,0,2)
====================
16,0,4 (16,0,4)
Connected (16,0,4) -> (17,0,4)
Connected (16,0,4) -> (15,0,4)
Connected (16,0,4) -> (16,1,4)
Connected (16,0,4) -> (16,-1,4)
Connected (16,0,4) -> (16,0,5)
Connected (16,0,4) -> (16,0,3)
====================
16,0,5 (16,0,5)
Connected (16,0,5) -> (17,0,5)
Connected (16,0,5) -> (15,0,5)
Connected (16,0,5) -> (16,1,5)
Connected (16,0,5) -> (16,-1,5)
Connected (16,0,5) -> (16,0,6)
Connected (16,0,5) -> (16,0,4)
====================
16,0,6 (16,0,6)
Connected (16,0,6) -> (17,0,6)
Connected (16,0,6) -> (15,0,6)
Connected (16,0,6) -> (16,1,6)
Connected (16,0,6) -> (16,-1,6)
Connected (16,0,6) -> (16,0,7)
Connected (16,0,6) -> (16,0,5)
====================
16,0,7 (16,0,7)
Connected (16,0,7) -> (17,0,7)
Connected (16,0,7) -> (15,0,7)
Connected (16,0,7) -> (16,1,7)
Connected (16,0,7) -> (16,-1,7)
Connected (16,0,7) -> (16,0,8)
Connected (16,0,7) -> (16,0,6)
====================
16,0,8 (16,0,8)
Connected (16,0,8) -> (17,0,8)
Connected (16,0,8) -> (15,0,8)
Connected (16,0,8) -> (16,1,8)
Connected (16,0,8) -> (16,-1,8)
Connected (16,0,8) -> (16,0,9)
Connected (16,0,8) -> (16,0,7)
====================
16,0,9 (16,0,9)
Connected (16,0,9) -> (17,0,9)
Connected (16,0,9) -> (15,0,9)
Connected (16,0,9) -> (16,1,9)
Connected (16,0,9) -> (16,-1,9)
Connected (16,0,9) -> (16,0,10)
Connected (16,0,9) -> (16,0,8)
====================
16,0,10 (16,0,10)
Connected (16,0,10) -> (17,0,10)
Connected (16,0,10) -> (15,0,10)
Connected (16,0,10) -> (16,1,10)
Connected (16,0,10) -> (16,-1,10)
Connected (16,0,10) -> (16,0,11)
Connected (16,0,10) -> (16,0,9)
====================
16,0,11 (16,0,11)
Connected (16,0,11) -> (17,0,11)
Connected (16,0,11) -> (15,0,11)
Connected (16,0,11) -> (16,1,11)
Connected (16,0,11) -> (16,-1,11)
Connected (16,0,11) -> (16,0,12)
Connected (16,0,11) -> (16,0,10)
====================
16,0,12 (16,0,12)
Connected (16,0,12) -> (17,0,12)
Connected (16,0,12) -> (15,0,12)
Connected (16,0,12) -> (16,1,12)
Connected (16,0,12) -> (16,-1,12)
Connected (16,0,12) -> (16,0,13)
Connected (16,0,12) -> (16,0,11)
====================
16,0,13 (16,0,13)
Connected (16,0,13) -> (17,0,13)
Connected (16,0,13) -> (15,0,13)
Connected (16,0,13) -> (16,1,13)
Connected (16,0,13) -> (16,-1,13)
Connected (16,0,13) -> (16,0,14)
Connected (16,0,13) -> (16,0,12)
====================
16,0,14 (16,0,14)
Connected (16,0,14) -> (17,0,14)
Connected (16,0,14) -> (15,0,14)
Connected (16,0,14) -> (16,1,14)
Connected (16,0,14) -> (16,-1,14)
Connected (16,0,14) -> (16,0,15)
Connected (16,0,14) -> (16,0,13)
====================
16,0,15 (16,0,15)
Connected (16,0,15) -> (17,0,15)
Connected (16,0,15) -> (15,0,15)
Connected (16,0,15) -> (16,1,15)
Connected (16,0,15) -> (16,-1,15)
Connected (16,0,15) -> (16,0,16)
Connected (16,0,15) -> (16,0,14)
====================
16,0,16 (16,0,16)
Connected (16,0,16) -> (17,0,16)
Connected (16,0,16) -> (15,0,16)
Connected (16,0,16) -> (16,1,16)
Connected (16,0,16) -> (16,-1,16)
Connected (16,0,16) -> (16,0,17)
Connected (16,0,16) -> (16,0,15)
====================
16,0,17 (16,0,17)
Connected (16,0,17) -> (17,0,17)
Connected (16,0,17) -> (15,0,17)
Connected (16,0,17) -> (16,1,17)
Connected (16,0,17) -> (16,-1,17)
Connected (16,0,17) -> (16,0,18)
Connected (16,0,17) -> (16,0,16)
====================
16,0,18 (16,0,18)
Connected (16,0,18) -> (17,0,18)
Connected (16,0,18) -> (15,0,18)
Connected (16,0,18) -> (16,1,18)
Connected (16,0,18) -> (16,-1,18)
Connected (16,0,18) -> (16,0,19)
Connected (16,0,18) -> (16,0,17)
====================
16,0,19 (16,0,19)
Connected (16,0,19) -> (17,0,19)
Connected (16,0,19) -> (15,0,19)
Connected (16,0,19) -> (16,1,19)
Connected (16,0,19) -> (16,-1,19)
Connected (16,0,19) -> (16,0,20)
Connected (16,0,19) -> (16,0,18)
====================
16,0,20 (16,0,20)
Connected (16,0,20) -> (17,0,20)
Connected (16,0,20) -> (15,0,20)
Connected (16,0,20) -> (16,1,20)
Connected (16,0,20) -> (16,-1,20)
Ignored (16,0,21) because it's out of bounds.
Connected (16,0,20) -> (16,0,19)
====================
16,1,-1 (16,1,-1)
Connected (16,1,-1) -> (17,1,-1)
Connected (16,1,-1) -> (15,1,-1)
Connected (16,1,-1) -> (16,2,-1)
Connected (16,1,-1) -> (16,0,-1)
Connected (16,1,-1) -> (16,1,0)
Ignored (16,1,-2) because it's out of bounds.
====================
16,1,0 (16,1,0)
Connected (16,1,0) -> (17,1,0)
Connected (16,1,0) -> (15,1,0)
Connected (16,1,0) -> (16,2,0)
Connected (16,1,0) -> (16,0,0)
Connected (16,1,0) -> (16,1,1)
Connected (16,1,0) -> (16,1,-1)
====================
16,1,1 (16,1,1)
Connected (16,1,1) -> (17,1,1)
Connected (16,1,1) -> (15,1,1)
Connected (16,1,1) -> (16,2,1)
Connected (16,1,1) -> (16,0,1)
Connected (16,1,1) -> (16,1,2)
Connected (16,1,1) -> (16,1,0)
====================
16,1,2 (16,1,2)
Connected (16,1,2) -> (17,1,2)
Connected (16,1,2) -> (15,1,2)
Connected (16,1,2) -> (16,2,2)
Connected (16,1,2) -> (16,0,2)
Connected (16,1,2) -> (16,1,3)
Connected (16,1,2) -> (16,1,1)
====================
16,1,3 (16,1,3)
Connected (16,1,3) -> (17,1,3)
Connected (16,1,3) -> (15,1,3)
Connected (16,1,3) -> (16,2,3)
Connected (16,1,3) -> (16,0,3)
Connected (16,1,3) -> (16,1,4)
Connected (16,1,3) -> (16,1,2)
====================
16,1,4 (16,1,4)
Connected (16,1,4) -> (17,1,4)
Connected (16,1,4) -> (15,1,4)
Connected (16,1,4) -> (16,2,4)
Connected (16,1,4) -> (16,0,4)
Connected (16,1,4) -> (16,1,5)
Connected (16,1,4) -> (16,1,3)
====================
16,1,5 (16,1,5)
Connected (16,1,5) -> (17,1,5)
Connected (16,1,5) -> (15,1,5)
Connected (16,1,5) -> (16,2,5)
Connected (16,1,5) -> (16,0,5)
Connected (16,1,5) -> (16,1,6)
Connected (16,1,5) -> (16,1,4)
====================
16,1,6 (16,1,6)
Connected (16,1,6) -> (17,1,6)
Connected (16,1,6) -> (15,1,6)
Connected (16,1,6) -> (16,2,6)
Connected (16,1,6) -> (16,0,6)
Connected (16,1,6) -> (16,1,7)
Connected (16,1,6) -> (16,1,5)
====================
16,1,7 (16,1,7)
Connected (16,1,7) -> (17,1,7)
Connected (16,1,7) -> (15,1,7)
Connected (16,1,7) -> (16,2,7)
Connected (16,1,7) -> (16,0,7)
Connected (16,1,7) -> (16,1,8)
Connected (16,1,7) -> (16,1,6)
====================
16,1,8 (16,1,8)
Connected (16,1,8) -> (17,1,8)
Connected (16,1,8) -> (15,1,8)
Connected (16,1,8) -> (16,2,8)
Connected (16,1,8) -> (16,0,8)
Connected (16,1,8) -> (16,1,9)
Connected (16,1,8) -> (16,1,7)
====================
16,1,9 (16,1,9)
Connected (16,1,9) -> (17,1,9)
Connected (16,1,9) -> (15,1,9)
Connected (16,1,9) -> (16,2,9)
Connected (16,1,9) -> (16,0,9)
Connected (16,1,9) -> (16,1,10)
Connected (16,1,9) -> (16,1,8)
====================
16,1,10 (16,1,10)
Connected (16,1,10) -> (17,1,10)
Connected (16,1,10) -> (15,1,10)
Connected (16,1,10) -> (16,2,10)
Connected (16,1,10) -> (16,0,10)
Connected (16,1,10) -> (16,1,11)
Connected (16,1,10) -> (16,1,9)
====================
16,1,11 (16,1,11)
Connected (16,1,11) -> (17,1,11)
Connected (16,1,11) -> (15,1,11)
Connected (16,1,11) -> (16,2,11)
Connected (16,1,11) -> (16,0,11)
Connected (16,1,11) -> (16,1,12)
Connected (16,1,11) -> (16,1,10)
====================
16,1,12 (16,1,12)
Connected (16,1,12) -> (17,1,12)
Connected (16,1,12) -> (15,1,12)
Connected (16,1,12) -> (16,2,12)
Connected (16,1,12) -> (16,0,12)
Connected (16,1,12) -> (16,1,13)
Connected (16,1,12) -> (16,1,11)
====================
16,1,13 (16,1,13)
Connected (16,1,13) -> (17,1,13)
Connected (16,1,13) -> (15,1,13)
Connected (16,1,13) -> (16,2,13)
Connected (16,1,13) -> (16,0,13)
Connected (16,1,13) -> (16,1,14)
Connected (16,1,13) -> (16,1,12)
====================
16,1,14 (16,1,14)
Connected (16,1,14) -> (17,1,14)
Connected (16,1,14) -> (15,1,14)
Connected (16,1,14) -> (16,2,14)
Connected (16,1,14) -> (16,0,14)
Connected (16,1,14) -> (16,1,15)
Connected (16,1,14) -> (16,1,13)
====================
16,1,15 (16,1,15)
Connected (16,1,15) -> (17,1,15)
Connected (16,1,15) -> (15,1,15)
Connected (16,1,15) -> (16,2,15)
Connected (16,1,15) -> (16,0,15)
Connected (16,1,15) -> (16,1,16)
Connected (16,1,15) -> (16,1,14)
====================
16,1,16 (16,1,16)
Connected (16,1,16) -> (17,1,16)
Connected (16,1,16) -> (15,1,16)
Connected (16,1,16) -> (16,2,16)
Connected (16,1,16) -> (16,0,16)
Connected (16,1,16) -> (16,1,17)
Connected (16,1,16) -> (16,1,15)
====================
16,1,17 (16,1,17)
Connected (16,1,17) -> (17,1,17)
Connected (16,1,17) -> (15,1,17)
Connected (16,1,17) -> (16,2,17)
Connected (16,1,17) -> (16,0,17)
Connected (16,1,17) -> (16,1,18)
Connected (16,1,17) -> (16,1,16)
====================
16,1,18 (16,1,18)
Connected (16,1,18) -> (17,1,18)
Connected (16,1,18) -> (15,1,18)
Connected (16,1,18) -> (16,2,18)
Connected (16,1,18) -> (16,0,18)
Connected (16,1,18) -> (16,1,19)
Connected (16,1,18) -> (16,1,17)
====================
16,1,19 (16,1,19)
Connected (16,1,19) -> (17,1,19)
Connected (16,1,19) -> (15,1,19)
Connected (16,1,19) -> (16,2,19)
Connected (16,1,19) -> (16,0,19)
Connected (16,1,19) -> (16,1,20)
Connected (16,1,19) -> (16,1,18)
====================
16,1,20 (16,1,20)
Connected (16,1,20) -> (17,1,20)
Connected (16,1,20) -> (15,1,20)
Connected (16,1,20) -> (16,2,20)
Connected (16,1,20) -> (16,0,20)
Ignored (16,1,21) because it's out of bounds.
Connected (16,1,20) -> (16,1,19)
====================
16,2,-1 (16,2,-1)
Connected (16,2,-1) -> (17,2,-1)
Connected (16,2,-1) -> (15,2,-1)
Connected (16,2,-1) -> (16,3,-1)
Connected (16,2,-1) -> (16,1,-1)
Connected (16,2,-1) -> (16,2,0)
Ignored (16,2,-2) because it's out of bounds.
====================
16,2,0 (16,2,0)
Connected (16,2,0) -> (17,2,0)
Connected (16,2,0) -> (15,2,0)
Connected (16,2,0) -> (16,3,0)
Connected (16,2,0) -> (16,1,0)
Connected (16,2,0) -> (16,2,1)
Connected (16,2,0) -> (16,2,-1)
====================
16,2,1 (16,2,1)
Connected (16,2,1) -> (17,2,1)
Connected (16,2,1) -> (15,2,1)
Connected (16,2,1) -> (16,3,1)
Connected (16,2,1) -> (16,1,1)
Connected (16,2,1) -> (16,2,2)
Connected (16,2,1) -> (16,2,0)
====================
16,2,2 (16,2,2)
Connected (16,2,2) -> (17,2,2)
Connected (16,2,2) -> (15,2,2)
Connected (16,2,2) -> (16,3,2)
Connected (16,2,2) -> (16,1,2)
Connected (16,2,2) -> (16,2,3)
Connected (16,2,2) -> (16,2,1)
====================
16,2,3 (16,2,3)
Connected (16,2,3) -> (17,2,3)
Connected (16,2,3) -> (15,2,3)
Connected (16,2,3) -> (16,3,3)
Connected (16,2,3) -> (16,1,3)
Connected (16,2,3) -> (16,2,4)
Connected (16,2,3) -> (16,2,2)
====================
16,2,4 (16,2,4)
Connected (16,2,4) -> (17,2,4)
Connected (16,2,4) -> (15,2,4)
Connected (16,2,4) -> (16,3,4)
Connected (16,2,4) -> (16,1,4)
Connected (16,2,4) -> (16,2,5)
Connected (16,2,4) -> (16,2,3)
====================
16,2,5 (16,2,5)
Connected (16,2,5) -> (17,2,5)
Connected (16,2,5) -> (15,2,5)
Connected (16,2,5) -> (16,3,5)
Connected (16,2,5) -> (16,1,5)
Connected (16,2,5) -> (16,2,6)
Connected (16,2,5) -> (16,2,4)
====================
16,2,6 (16,2,6)
Connected (16,2,6) -> (17,2,6)
Connected (16,2,6) -> (15,2,6)
Connected (16,2,6) -> (16,3,6)
Connected (16,2,6) -> (16,1,6)
Connected (16,2,6) -> (16,2,7)
Connected (16,2,6) -> (16,2,5)
====================
16,2,7 (16,2,7)
Connected (16,2,7) -> (17,2,7)
Connected (16,2,7) -> (15,2,7)
Connected (16,2,7) -> (16,3,7)
Connected (16,2,7) -> (16,1,7)
Connected (16,2,7) -> (16,2,8)
Connected (16,2,7) -> (16,2,6)
====================
16,2,8 (16,2,8)
Connected (16,2,8) -> (17,2,8)
Connected (16,2,8) -> (15,2,8)
Connected (16,2,8) -> (16,3,8)
Connected (16,2,8) -> (16,1,8)
Connected (16,2,8) -> (16,2,9)
Connected (16,2,8) -> (16,2,7)
====================
16,2,9 (16,2,9)
Connected (16,2,9) -> (17,2,9)
Connected (16,2,9) -> (15,2,9)
Ignored (16,3,9) because a block exists there.
Connected (16,2,9) -> (16,1,9)
Connected (16,2,9) -> (16,2,10)
Connected (16,2,9) -> (16,2,8)
====================
16,2,10 (16,2,10)
Connected (16,2,10) -> (17,2,10)
Ignored (15,2,10) because a block exists there.
Ignored (16,3,10) because a block exists there.
Connected (16,2,10) -> (16,1,10)
Connected (16,2,10) -> (16,2,11)
Connected (16,2,10) -> (16,2,9)
====================
16,2,11 (16,2,11)
Connected (16,2,11) -> (17,2,11)
Connected (16,2,11) -> (15,2,11)
Connected (16,2,11) -> (16,3,11)
Connected (16,2,11) -> (16,1,11)
Connected (16,2,11) -> (16,2,12)
Connected (16,2,11) -> (16,2,10)
====================
16,2,12 (16,2,12)
Connected (16,2,12) -> (17,2,12)
Connected (16,2,12) -> (15,2,12)
Connected (16,2,12) -> (16,3,12)
Connected (16,2,12) -> (16,1,12)
Connected (16,2,12) -> (16,2,13)
Connected (16,2,12) -> (16,2,11)
====================
16,2,13 (16,2,13)
Connected (16,2,13) -> (17,2,13)
Connected (16,2,13) -> (15,2,13)
Connected (16,2,13) -> (16,3,13)
Connected (16,2,13) -> (16,1,13)
Connected (16,2,13) -> (16,2,14)
Connected (16,2,13) -> (16,2,12)
====================
16,2,14 (16,2,14)
Connected (16,2,14) -> (17,2,14)
Connected (16,2,14) -> (15,2,14)
Connected (16,2,14) -> (16,3,14)
Connected (16,2,14) -> (16,1,14)
Connected (16,2,14) -> (16,2,15)
Connected (16,2,14) -> (16,2,13)
====================
16,2,15 (16,2,15)
Connected (16,2,15) -> (17,2,15)
Connected (16,2,15) -> (15,2,15)
Connected (16,2,15) -> (16,3,15)
Connected (16,2,15) -> (16,1,15)
Connected (16,2,15) -> (16,2,16)
Connected (16,2,15) -> (16,2,14)
====================
16,2,16 (16,2,16)
Connected (16,2,16) -> (17,2,16)
Connected (16,2,16) -> (15,2,16)
Connected (16,2,16) -> (16,3,16)
Connected (16,2,16) -> (16,1,16)
Connected (16,2,16) -> (16,2,17)
Connected (16,2,16) -> (16,2,15)
====================
16,2,17 (16,2,17)
Connected (16,2,17) -> (17,2,17)
Connected (16,2,17) -> (15,2,17)
Connected (16,2,17) -> (16,3,17)
Connected (16,2,17) -> (16,1,17)
Connected (16,2,17) -> (16,2,18)
Connected (16,2,17) -> (16,2,16)
====================
16,2,18 (16,2,18)
Connected (16,2,18) -> (17,2,18)
Connected (16,2,18) -> (15,2,18)
Connected (16,2,18) -> (16,3,18)
Connected (16,2,18) -> (16,1,18)
Connected (16,2,18) -> (16,2,19)
Connected (16,2,18) -> (16,2,17)
====================
16,2,19 (16,2,19)
Connected (16,2,19) -> (17,2,19)
Connected (16,2,19) -> (15,2,19)
Connected (16,2,19) -> (16,3,19)
Connected (16,2,19) -> (16,1,19)
Connected (16,2,19) -> (16,2,20)
Connected (16,2,19) -> (16,2,18)
====================
16,2,20 (16,2,20)
Connected (16,2,20) -> (17,2,20)
Connected (16,2,20) -> (15,2,20)
Connected (16,2,20) -> (16,3,20)
Connected (16,2,20) -> (16,1,20)
Ignored (16,2,21) because it's out of bounds.
Connected (16,2,20) -> (16,2,19)
====================
16,3,-1 (16,3,-1)
Connected (16,3,-1) -> (17,3,-1)
Connected (16,3,-1) -> (15,3,-1)
Connected (16,3,-1) -> (16,4,-1)
Connected (16,3,-1) -> (16,2,-1)
Connected (16,3,-1) -> (16,3,0)
Ignored (16,3,-2) because it's out of bounds.
====================
16,3,0 (16,3,0)
Connected (16,3,0) -> (17,3,0)
Connected (16,3,0) -> (15,3,0)
Connected (16,3,0) -> (16,4,0)
Connected (16,3,0) -> (16,2,0)
Connected (16,3,0) -> (16,3,1)
Connected (16,3,0) -> (16,3,-1)
====================
16,3,1 (16,3,1)
Connected (16,3,1) -> (17,3,1)
Connected (16,3,1) -> (15,3,1)
Connected (16,3,1) -> (16,4,1)
Connected (16,3,1) -> (16,2,1)
Connected (16,3,1) -> (16,3,2)
Connected (16,3,1) -> (16,3,0)
====================
16,3,2 (16,3,2)
Connected (16,3,2) -> (17,3,2)
Connected (16,3,2) -> (15,3,2)
Connected (16,3,2) -> (16,4,2)
Connected (16,3,2) -> (16,2,2)
Connected (16,3,2) -> (16,3,3)
Connected (16,3,2) -> (16,3,1)
====================
16,3,3 (16,3,3)
Connected (16,3,3) -> (17,3,3)
Connected (16,3,3) -> (15,3,3)
Connected (16,3,3) -> (16,4,3)
Connected (16,3,3) -> (16,2,3)
Connected (16,3,3) -> (16,3,4)
Connected (16,3,3) -> (16,3,2)
====================
16,3,4 (16,3,4)
Connected (16,3,4) -> (17,3,4)
Connected (16,3,4) -> (15,3,4)
Connected (16,3,4) -> (16,4,4)
Connected (16,3,4) -> (16,2,4)
Connected (16,3,4) -> (16,3,5)
Connected (16,3,4) -> (16,3,3)
====================
16,3,5 (16,3,5)
Connected (16,3,5) -> (17,3,5)
Connected (16,3,5) -> (15,3,5)
Connected (16,3,5) -> (16,4,5)
Connected (16,3,5) -> (16,2,5)
Connected (16,3,5) -> (16,3,6)
Connected (16,3,5) -> (16,3,4)
====================
16,3,6 (16,3,6)
Connected (16,3,6) -> (17,3,6)
Ignored (15,3,6) because a block exists there.
Connected (16,3,6) -> (16,4,6)
Connected (16,3,6) -> (16,2,6)
Connected (16,3,6) -> (16,3,7)
Connected (16,3,6) -> (16,3,5)
====================
16,3,7 (16,3,7)
Connected (16,3,7) -> (17,3,7)
Ignored (15,3,7) because a block exists there.
Ignored (16,4,7) because a block exists there.
Connected (16,3,7) -> (16,2,7)
Connected (16,3,7) -> (16,3,8)
Connected (16,3,7) -> (16,3,6)
====================
16,3,8 (16,3,8)
Connected (16,3,8) -> (17,3,8)
Ignored (15,3,8) because a block exists there.
Ignored (16,4,8) because a block exists there.
Connected (16,3,8) -> (16,2,8)
Ignored (16,3,9) because a block exists there.
Connected (16,3,8) -> (16,3,7)
====================
16,3,11 (16,3,11)
Connected (16,3,11) -> (17,3,11)
Ignored (15,3,11) because a block exists there.
Ignored (16,4,11) because a block exists there.
Connected (16,3,11) -> (16,2,11)
Connected (16,3,11) -> (16,3,12)
Ignored (16,3,10) because a block exists there.
====================
16,3,12 (16,3,12)
Connected (16,3,12) -> (17,3,12)
Ignored (15,3,12) because a block exists there.
Connected (16,3,12) -> (16,4,12)
Connected (16,3,12) -> (16,2,12)
Connected (16,3,12) -> (16,3,13)
Connected (16,3,12) -> (16,3,11)
====================
16,3,13 (16,3,13)
Connected (16,3,13) -> (17,3,13)
Ignored (15,3,13) because a block exists there.
Connected (16,3,13) -> (16,4,13)
Connected (16,3,13) -> (16,2,13)
Connected (16,3,13) -> (16,3,14)
Connected (16,3,13) -> (16,3,12)
====================
16,3,14 (16,3,14)
Connected (16,3,14) -> (17,3,14)
Connected (16,3,14) -> (15,3,14)
Connected (16,3,14) -> (16,4,14)
Connected (16,3,14) -> (16,2,14)
Connected (16,3,14) -> (16,3,15)
Connected (16,3,14) -> (16,3,13)
====================
16,3,15 (16,3,15)
Connected (16,3,15) -> (17,3,15)
Connected (16,3,15) -> (15,3,15)
Connected (16,3,15) -> (16,4,15)
Connected (16,3,15) -> (16,2,15)
Connected (16,3,15) -> (16,3,16)
Connected (16,3,15) -> (16,3,14)
====================
16,3,16 (16,3,16)
Connected (16,3,16) -> (17,3,16)
Connected (16,3,16) -> (15,3,16)
Connected (16,3,16) -> (16,4,16)
Connected (16,3,16) -> (16,2,16)
Connected (16,3,16) -> (16,3,17)
Connected (16,3,16) -> (16,3,15)
====================
16,3,17 (16,3,17)
Connected (16,3,17) -> (17,3,17)
Connected (16,3,17) -> (15,3,17)
Connected (16,3,17) -> (16,4,17)
Connected (16,3,17) -> (16,2,17)
Connected (16,3,17) -> (16,3,18)
Connected (16,3,17) -> (16,3,16)
====================
16,3,18 (16,3,18)
Connected (16,3,18) -> (17,3,18)
Connected (16,3,18) -> (15,3,18)
Connected (16,3,18) -> (16,4,18)
Connected (16,3,18) -> (16,2,18)
Connected (16,3,18) -> (16,3,19)
Connected (16,3,18) -> (16,3,17)
====================
16,3,19 (16,3,19)
Connected (16,3,19) -> (17,3,19)
Connected (16,3,19) -> (15,3,19)
Connected (16,3,19) -> (16,4,19)
Connected (16,3,19) -> (16,2,19)
Connected (16,3,19) -> (16,3,20)
Connected (16,3,19) -> (16,3,18)
====================
16,3,20 (16,3,20)
Connected (16,3,20) -> (17,3,20)
Connected (16,3,20) -> (15,3,20)
Connected (16,3,20) -> (16,4,20)
Connected (16,3,20) -> (16,2,20)
Ignored (16,3,21) because it's out of bounds.
Connected (16,3,20) -> (16,3,19)
====================
16,4,-1 (16,4,-1)
Connected (16,4,-1) -> (17,4,-1)
Connected (16,4,-1) -> (15,4,-1)
Connected (16,4,-1) -> (16,5,-1)
Connected (16,4,-1) -> (16,3,-1)
Connected (16,4,-1) -> (16,4,0)
Ignored (16,4,-2) because it's out of bounds.
====================
16,4,0 (16,4,0)
Connected (16,4,0) -> (17,4,0)
Connected (16,4,0) -> (15,4,0)
Connected (16,4,0) -> (16,5,0)
Connected (16,4,0) -> (16,3,0)
Connected (16,4,0) -> (16,4,1)
Connected (16,4,0) -> (16,4,-1)
====================
16,4,1 (16,4,1)
Connected (16,4,1) -> (17,4,1)
Connected (16,4,1) -> (15,4,1)
Connected (16,4,1) -> (16,5,1)
Connected (16,4,1) -> (16,3,1)
Connected (16,4,1) -> (16,4,2)
Connected (16,4,1) -> (16,4,0)
====================
16,4,2 (16,4,2)
Connected (16,4,2) -> (17,4,2)
Connected (16,4,2) -> (15,4,2)
Connected (16,4,2) -> (16,5,2)
Connected (16,4,2) -> (16,3,2)
Connected (16,4,2) -> (16,4,3)
Connected (16,4,2) -> (16,4,1)
====================
16,4,3 (16,4,3)
Connected (16,4,3) -> (17,4,3)
Connected (16,4,3) -> (15,4,3)
Connected (16,4,3) -> (16,5,3)
Connected (16,4,3) -> (16,3,3)
Connected (16,4,3) -> (16,4,4)
Connected (16,4,3) -> (16,4,2)
====================
16,4,4 (16,4,4)
Connected (16,4,4) -> (17,4,4)
Connected (16,4,4) -> (15,4,4)
Connected (16,4,4) -> (16,5,4)
Connected (16,4,4) -> (16,3,4)
Connected (16,4,4) -> (16,4,5)
Connected (16,4,4) -> (16,4,3)
====================
16,4,5 (16,4,5)
Connected (16,4,5) -> (17,4,5)
Ignored (15,4,5) because a block exists there.
Ignored (16,5,5) because a block exists there.
Connected (16,4,5) -> (16,3,5)
Connected (16,4,5) -> (16,4,6)
Connected (16,4,5) -> (16,4,4)
====================
16,4,6 (16,4,6)
Connected (16,4,6) -> (17,4,6)
Ignored (15,4,6) because a block exists there.
Connected (16,4,6) -> (16,5,6)
Connected (16,4,6) -> (16,3,6)
Ignored (16,4,7) because a block exists there.
Connected (16,4,6) -> (16,4,5)
====================
16,4,12 (16,4,12)
Connected (16,4,12) -> (17,4,12)
Ignored (15,4,12) because a block exists there.
Ignored (16,5,12) because a block exists there.
Connected (16,4,12) -> (16,3,12)
Connected (16,4,12) -> (16,4,13)
Ignored (16,4,11) because a block exists there.
====================
16,4,13 (16,4,13)
Connected (16,4,13) -> (17,4,13)
Ignored (15,4,13) because a block exists there.
Ignored (16,5,13) because a block exists there.
Connected (16,4,13) -> (16,3,13)
Connected (16,4,13) -> (16,4,14)
Connected (16,4,13) -> (16,4,12)
====================
16,4,14 (16,4,14)
Connected (16,4,14) -> (17,4,14)
Ignored (15,4,14) because a block exists there.
Connected (16,4,14) -> (16,5,14)
Connected (16,4,14) -> (16,3,14)
Connected (16,4,14) -> (16,4,15)
Connected (16,4,14) -> (16,4,13)
====================
16,4,15 (16,4,15)
Connected (16,4,15) -> (17,4,15)
Connected (16,4,15) -> (15,4,15)
Connected (16,4,15) -> (16,5,15)
Connected (16,4,15) -> (16,3,15)
Connected (16,4,15) -> (16,4,16)
Connected (16,4,15) -> (16,4,14)
====================
16,4,16 (16,4,16)
Connected (16,4,16) -> (17,4,16)
Connected (16,4,16) -> (15,4,16)
Connected (16,4,16) -> (16,5,16)
Connected (16,4,16) -> (16,3,16)
Connected (16,4,16) -> (16,4,17)
Connected (16,4,16) -> (16,4,15)
====================
16,4,17 (16,4,17)
Connected (16,4,17) -> (17,4,17)
Connected (16,4,17) -> (15,4,17)
Connected (16,4,17) -> (16,5,17)
Connected (16,4,17) -> (16,3,17)
Connected (16,4,17) -> (16,4,18)
Connected (16,4,17) -> (16,4,16)
====================
16,4,18 (16,4,18)
Connected (16,4,18) -> (17,4,18)
Connected (16,4,18) -> (15,4,18)
Connected (16,4,18) -> (16,5,18)
Connected (16,4,18) -> (16,3,18)
Connected (16,4,18) -> (16,4,19)
Connected (16,4,18) -> (16,4,17)
====================
16,4,19 (16,4,19)
Connected (16,4,19) -> (17,4,19)
Connected (16,4,19) -> (15,4,19)
Connected (16,4,19) -> (16,5,19)
Connected (16,4,19) -> (16,3,19)
Connected (16,4,19) -> (16,4,20)
Connected (16,4,19) -> (16,4,18)
====================
16,4,20 (16,4,20)
Connected (16,4,20) -> (17,4,20)
Connected (16,4,20) -> (15,4,20)
Connected (16,4,20) -> (16,5,20)
Connected (16,4,20) -> (16,3,20)
Ignored (16,4,21) because it's out of bounds.
Connected (16,4,20) -> (16,4,19)
====================
16,5,-1 (16,5,-1)
Connected (16,5,-1) -> (17,5,-1)
Connected (16,5,-1) -> (15,5,-1)
Connected (16,5,-1) -> (16,6,-1)
Connected (16,5,-1) -> (16,4,-1)
Connected (16,5,-1) -> (16,5,0)
Ignored (16,5,-2) because it's out of bounds.
====================
16,5,0 (16,5,0)
Connected (16,5,0) -> (17,5,0)
Connected (16,5,0) -> (15,5,0)
Connected (16,5,0) -> (16,6,0)
Connected (16,5,0) -> (16,4,0)
Connected (16,5,0) -> (16,5,1)
Connected (16,5,0) -> (16,5,-1)
====================
16,5,1 (16,5,1)
Connected (16,5,1) -> (17,5,1)
Connected (16,5,1) -> (15,5,1)
Connected (16,5,1) -> (16,6,1)
Connected (16,5,1) -> (16,4,1)
Connected (16,5,1) -> (16,5,2)
Connected (16,5,1) -> (16,5,0)
====================
16,5,2 (16,5,2)
Connected (16,5,2) -> (17,5,2)
Connected (16,5,2) -> (15,5,2)
Connected (16,5,2) -> (16,6,2)
Connected (16,5,2) -> (16,4,2)
Connected (16,5,2) -> (16,5,3)
Connected (16,5,2) -> (16,5,1)
====================
16,5,3 (16,5,3)
Connected (16,5,3) -> (17,5,3)
Connected (16,5,3) -> (15,5,3)
Connected (16,5,3) -> (16,6,3)
Connected (16,5,3) -> (16,4,3)
Connected (16,5,3) -> (16,5,4)
Connected (16,5,3) -> (16,5,2)
====================
16,5,4 (16,5,4)
Connected (16,5,4) -> (17,5,4)
Connected (16,5,4) -> (15,5,4)
Ignored (16,6,4) because a block exists there.
Connected (16,5,4) -> (16,4,4)
Ignored (16,5,5) because a block exists there.
Connected (16,5,4) -> (16,5,3)
====================
16,5,6 (16,5,6)
Connected (16,5,6) -> (17,5,6)
Ignored (15,5,6) because a block exists there.
Ignored (16,6,6) because a block exists there.
Connected (16,5,6) -> (16,4,6)
Ignored (16,5,7) because a block exists there.
Ignored (16,5,5) because a block exists there.
====================
16,5,14 (16,5,14)
Connected (16,5,14) -> (17,5,14)
Ignored (15,5,14) because a block exists there.
Connected (16,5,14) -> (16,6,14)
Connected (16,5,14) -> (16,4,14)
Connected (16,5,14) -> (16,5,15)
Ignored (16,5,13) because a block exists there.
====================
16,5,15 (16,5,15)
Connected (16,5,15) -> (17,5,15)
Connected (16,5,15) -> (15,5,15)
Connected (16,5,15) -> (16,6,15)
Connected (16,5,15) -> (16,4,15)
Connected (16,5,15) -> (16,5,16)
Connected (16,5,15) -> (16,5,14)
====================
16,5,16 (16,5,16)
Connected (16,5,16) -> (17,5,16)
Connected (16,5,16) -> (15,5,16)
Connected (16,5,16) -> (16,6,16)
Connected (16,5,16) -> (16,4,16)
Connected (16,5,16) -> (16,5,17)
Connected (16,5,16) -> (16,5,15)
====================
16,5,17 (16,5,17)
Connected (16,5,17) -> (17,5,17)
Connected (16,5,17) -> (15,5,17)
Connected (16,5,17) -> (16,6,17)
Connected (16,5,17) -> (16,4,17)
Connected (16,5,17) -> (16,5,18)
Connected (16,5,17) -> (16,5,16)
====================
16,5,18 (16,5,18)
Connected (16,5,18) -> (17,5,18)
Connected (16,5,18) -> (15,5,18)
Connected (16,5,18) -> (16,6,18)
Connected (16,5,18) -> (16,4,18)
Connected (16,5,18) -> (16,5,19)
Connected (16,5,18) -> (16,5,17)
====================
16,5,19 (16,5,19)
Connected (16,5,19) -> (17,5,19)
Connected (16,5,19) -> (15,5,19)
Connected (16,5,19) -> (16,6,19)
Connected (16,5,19) -> (16,4,19)
Connected (16,5,19) -> (16,5,20)
Connected (16,5,19) -> (16,5,18)
====================
16,5,20 (16,5,20)
Connected (16,5,20) -> (17,5,20)
Connected (16,5,20) -> (15,5,20)
Connected (16,5,20) -> (16,6,20)
Connected (16,5,20) -> (16,4,20)
Ignored (16,5,21) because it's out of bounds.
Connected (16,5,20) -> (16,5,19)
====================
16,6,-1 (16,6,-1)
Connected (16,6,-1) -> (17,6,-1)
Connected (16,6,-1) -> (15,6,-1)
Connected (16,6,-1) -> (16,7,-1)
Connected (16,6,-1) -> (16,5,-1)
Connected (16,6,-1) -> (16,6,0)
Ignored (16,6,-2) because it's out of bounds.
====================
16,6,0 (16,6,0)
Connected (16,6,0) -> (17,6,0)
Connected (16,6,0) -> (15,6,0)
Connected (16,6,0) -> (16,7,0)
Connected (16,6,0) -> (16,5,0)
Connected (16,6,0) -> (16,6,1)
Connected (16,6,0) -> (16,6,-1)
====================
16,6,1 (16,6,1)
Connected (16,6,1) -> (17,6,1)
Connected (16,6,1) -> (15,6,1)
Connected (16,6,1) -> (16,7,1)
Connected (16,6,1) -> (16,5,1)
Connected (16,6,1) -> (16,6,2)
Connected (16,6,1) -> (16,6,0)
====================
16,6,2 (16,6,2)
Connected (16,6,2) -> (17,6,2)
Connected (16,6,2) -> (15,6,2)
Connected (16,6,2) -> (16,7,2)
Connected (16,6,2) -> (16,5,2)
Connected (16,6,2) -> (16,6,3)
Connected (16,6,2) -> (16,6,1)
====================
16,6,3 (16,6,3)
Connected (16,6,3) -> (17,6,3)
Ignored (15,6,3) because a block exists there.
Connected (16,6,3) -> (16,7,3)
Connected (16,6,3) -> (16,5,3)
Ignored (16,6,4) because a block exists there.
Connected (16,6,3) -> (16,6,2)
====================
16,6,14 (16,6,14)
Connected (16,6,14) -> (17,6,14)
Ignored (15,6,14) because a block exists there.
Ignored (16,7,14) because a block exists there.
Connected (16,6,14) -> (16,5,14)
Connected (16,6,14) -> (16,6,15)
Ignored (16,6,13) because a block exists there.
====================
16,6,15 (16,6,15)
Connected (16,6,15) -> (17,6,15)
Ignored (15,6,15) because a block exists there.
Ignored (16,7,15) because a block exists there.
Connected (16,6,15) -> (16,5,15)
Connected (16,6,15) -> (16,6,16)
Connected (16,6,15) -> (16,6,14)
====================
16,6,16 (16,6,16)
Connected (16,6,16) -> (17,6,16)
Ignored (15,6,16) because a block exists there.
Connected (16,6,16) -> (16,7,16)
Connected (16,6,16) -> (16,5,16)
Connected (16,6,16) -> (16,6,17)
Connected (16,6,16) -> (16,6,15)
====================
16,6,17 (16,6,17)
Connected (16,6,17) -> (17,6,17)
Connected (16,6,17) -> (15,6,17)
Connected (16,6,17) -> (16,7,17)
Connected (16,6,17) -> (16,5,17)
Connected (16,6,17) -> (16,6,18)
Connected (16,6,17) -> (16,6,16)
====================
16,6,18 (16,6,18)
Connected (16,6,18) -> (17,6,18)
Connected (16,6,18) -> (15,6,18)
Connected (16,6,18) -> (16,7,18)
Connected (16,6,18) -> (16,5,18)
Connected (16,6,18) -> (16,6,19)
Connected (16,6,18) -> (16,6,17)
====================
16,6,19 (16,6,19)
Connected (16,6,19) -> (17,6,19)
Connected (16,6,19) -> (15,6,19)
Connected (16,6,19) -> (16,7,19)
Connected (16,6,19) -> (16,5,19)
Connected (16,6,19) -> (16,6,20)
Connected (16,6,19) -> (16,6,18)
====================
16,6,20 (16,6,20)
Connected (16,6,20) -> (17,6,20)
Connected (16,6,20) -> (15,6,20)
Connected (16,6,20) -> (16,7,20)
Connected (16,6,20) -> (16,5,20)
Ignored (16,6,21) because it's out of bounds.
Connected (16,6,20) -> (16,6,19)
====================
16,7,-1 (16,7,-1)
Connected (16,7,-1) -> (17,7,-1)
Connected (16,7,-1) -> (15,7,-1)
Connected (16,7,-1) -> (16,8,-1)
Connected (16,7,-1) -> (16,6,-1)
Connected (16,7,-1) -> (16,7,0)
Ignored (16,7,-2) because it's out of bounds.
====================
16,7,0 (16,7,0)
Connected (16,7,0) -> (17,7,0)
Connected (16,7,0) -> (15,7,0)
Connected (16,7,0) -> (16,8,0)
Connected (16,7,0) -> (16,6,0)
Connected (16,7,0) -> (16,7,1)
Connected (16,7,0) -> (16,7,-1)
====================
16,7,1 (16,7,1)
Connected (16,7,1) -> (17,7,1)
Connected (16,7,1) -> (15,7,1)
Connected (16,7,1) -> (16,8,1)
Connected (16,7,1) -> (16,6,1)
Connected (16,7,1) -> (16,7,2)
Connected (16,7,1) -> (16,7,0)
====================
16,7,2 (16,7,2)
Connected (16,7,2) -> (17,7,2)
Connected (16,7,2) -> (15,7,2)
Connected (16,7,2) -> (16,8,2)
Connected (16,7,2) -> (16,6,2)
Connected (16,7,2) -> (16,7,3)
Connected (16,7,2) -> (16,7,1)
====================
16,7,3 (16,7,3)
Connected (16,7,3) -> (17,7,3)
Ignored (15,7,3) because a block exists there.
Connected (16,7,3) -> (16,8,3)
Connected (16,7,3) -> (16,6,3)
Ignored (16,7,4) because a block exists there.
Connected (16,7,3) -> (16,7,2)
====================
16,7,16 (16,7,16)
Connected (16,7,16) -> (17,7,16)
Ignored (15,7,16) because a block exists there.
Connected (16,7,16) -> (16,8,16)
Connected (16,7,16) -> (16,6,16)
Connected (16,7,16) -> (16,7,17)
Ignored (16,7,15) because a block exists there.
====================
16,7,17 (16,7,17)
Connected (16,7,17) -> (17,7,17)
Connected (16,7,17) -> (15,7,17)
Connected (16,7,17) -> (16,8,17)
Connected (16,7,17) -> (16,6,17)
Connected (16,7,17) -> (16,7,18)
Connected (16,7,17) -> (16,7,16)
====================
16,7,18 (16,7,18)
Connected (16,7,18) -> (17,7,18)
Connected (16,7,18) -> (15,7,18)
Connected (16,7,18) -> (16,8,18)
Connected (16,7,18) -> (16,6,18)
Connected (16,7,18) -> (16,7,19)
Connected (16,7,18) -> (16,7,17)
====================
16,7,19 (16,7,19)
Connected (16,7,19) -> (17,7,19)
Connected (16,7,19) -> (15,7,19)
Connected (16,7,19) -> (16,8,19)
Connected (16,7,19) -> (16,6,19)
Connected (16,7,19) -> (16,7,20)
Connected (16,7,19) -> (16,7,18)
====================
16,7,20 (16,7,20)
Connected (16,7,20) -> (17,7,20)
Connected (16,7,20) -> (15,7,20)
Connected (16,7,20) -> (16,8,20)
Connected (16,7,20) -> (16,6,20)
Ignored (16,7,21) because it's out of bounds.
Connected (16,7,20) -> (16,7,19)
====================
16,8,-1 (16,8,-1)
Connected (16,8,-1) -> (17,8,-1)
Connected (16,8,-1) -> (15,8,-1)
Connected (16,8,-1) -> (16,9,-1)
Connected (16,8,-1) -> (16,7,-1)
Connected (16,8,-1) -> (16,8,0)
Ignored (16,8,-2) because it's out of bounds.
====================
16,8,0 (16,8,0)
Connected (16,8,0) -> (17,8,0)
Connected (16,8,0) -> (15,8,0)
Connected (16,8,0) -> (16,9,0)
Connected (16,8,0) -> (16,7,0)
Connected (16,8,0) -> (16,8,1)
Connected (16,8,0) -> (16,8,-1)
====================
16,8,1 (16,8,1)
Connected (16,8,1) -> (17,8,1)
Connected (16,8,1) -> (15,8,1)
Connected (16,8,1) -> (16,9,1)
Connected (16,8,1) -> (16,7,1)
Connected (16,8,1) -> (16,8,2)
Connected (16,8,1) -> (16,8,0)
====================
16,8,2 (16,8,2)
Connected (16,8,2) -> (17,8,2)
Connected (16,8,2) -> (15,8,2)
Connected (16,8,2) -> (16,9,2)
Connected (16,8,2) -> (16,7,2)
Connected (16,8,2) -> (16,8,3)
Connected (16,8,2) -> (16,8,1)
====================
16,8,3 (16,8,3)
Connected (16,8,3) -> (17,8,3)
Ignored (15,8,3) because a block exists there.
Ignored (16,9,3) because a block exists there.
Connected (16,8,3) -> (16,7,3)
Ignored (16,8,4) because a block exists there.
Connected (16,8,3) -> (16,8,2)
====================
16,8,16 (16,8,16)
Connected (16,8,16) -> (17,8,16)
Ignored (15,8,16) because a block exists there.
Connected (16,8,16) -> (16,9,16)
Connected (16,8,16) -> (16,7,16)
Connected (16,8,16) -> (16,8,17)
Ignored (16,8,15) because a block exists there.
====================
16,8,17 (16,8,17)
Connected (16,8,17) -> (17,8,17)
Ignored (15,8,17) because a block exists there.
Connected (16,8,17) -> (16,9,17)
Connected (16,8,17) -> (16,7,17)
Connected (16,8,17) -> (16,8,18)
Connected (16,8,17) -> (16,8,16)
====================
16,8,18 (16,8,18)
Connected (16,8,18) -> (17,8,18)
Connected (16,8,18) -> (15,8,18)
Connected (16,8,18) -> (16,9,18)
Connected (16,8,18) -> (16,7,18)
Connected (16,8,18) -> (16,8,19)
Connected (16,8,18) -> (16,8,17)
====================
16,8,19 (16,8,19)
Connected (16,8,19) -> (17,8,19)
Connected (16,8,19) -> (15,8,19)
Connected (16,8,19) -> (16,9,19)
Connected (16,8,19) -> (16,7,19)
Connected (16,8,19) -> (16,8,20)
Connected (16,8,19) -> (16,8,18)
====================
16,8,20 (16,8,20)
Connected (16,8,20) -> (17,8,20)
Connected (16,8,20) -> (15,8,20)
Connected (16,8,20) -> (16,9,20)
Connected (16,8,20) -> (16,7,20)
Ignored (16,8,21) because it's out of bounds.
Connected (16,8,20) -> (16,8,19)
====================
16,9,-1 (16,9,-1)
Connected (16,9,-1) -> (17,9,-1)
Connected (16,9,-1) -> (15,9,-1)
Connected (16,9,-1) -> (16,10,-1)
Connected (16,9,-1) -> (16,8,-1)
Connected (16,9,-1) -> (16,9,0)
Ignored (16,9,-2) because it's out of bounds.
====================
16,9,0 (16,9,0)
Connected (16,9,0) -> (17,9,0)
Connected (16,9,0) -> (15,9,0)
Connected (16,9,0) -> (16,10,0)
Connected (16,9,0) -> (16,8,0)
Connected (16,9,0) -> (16,9,1)
Connected (16,9,0) -> (16,9,-1)
====================
16,9,1 (16,9,1)
Connected (16,9,1) -> (17,9,1)
Connected (16,9,1) -> (15,9,1)
Connected (16,9,1) -> (16,10,1)
Connected (16,9,1) -> (16,8,1)
Connected (16,9,1) -> (16,9,2)
Connected (16,9,1) -> (16,9,0)
====================
16,9,2 (16,9,2)
Connected (16,9,2) -> (17,9,2)
Connected (16,9,2) -> (15,9,2)
Connected (16,9,2) -> (16,10,2)
Connected (16,9,2) -> (16,8,2)
Ignored (16,9,3) because a block exists there.
Connected (16,9,2) -> (16,9,1)
====================
16,9,9 (16,9,9)
Ignored (17,9,9) because a block exists there.
Connected (16,9,9) -> (15,9,9)
Ignored (16,10,9) because a block exists there.
Ignored (16,8,9) because a block exists there.
Ignored (16,9,10) because a block exists there.
Ignored (16,9,8) because a block exists there.
====================
16,9,15 (16,9,15)
Ignored (17,9,15) because a block exists there.
Ignored (15,9,15) because a block exists there.
Ignored (16,10,15) because a block exists there.
Ignored (16,8,15) because a block exists there.
Connected (16,9,15) -> (16,9,16)
Ignored (16,9,14) because a block exists there.
====================
16,9,16 (16,9,16)
Connected (16,9,16) -> (17,9,16)
Ignored (15,9,16) because a block exists there.
Connected (16,9,16) -> (16,10,16)
Connected (16,9,16) -> (16,8,16)
Connected (16,9,16) -> (16,9,17)
Connected (16,9,16) -> (16,9,15)
====================
16,9,17 (16,9,17)
Connected (16,9,17) -> (17,9,17)
Connected (16,9,17) -> (15,9,17)
Connected (16,9,17) -> (16,10,17)
Connected (16,9,17) -> (16,8,17)
Connected (16,9,17) -> (16,9,18)
Connected (16,9,17) -> (16,9,16)
====================
16,9,18 (16,9,18)
Connected (16,9,18) -> (17,9,18)
Connected (16,9,18) -> (15,9,18)
Connected (16,9,18) -> (16,10,18)
Connected (16,9,18) -> (16,8,18)
Connected (16,9,18) -> (16,9,19)
Connected (16,9,18) -> (16,9,17)
====================
16,9,19 (16,9,19)
Connected (16,9,19) -> (17,9,19)
Connected (16,9,19) -> (15,9,19)
Connected (16,9,19) -> (16,10,19)
Connected (16,9,19) -> (16,8,19)
Connected (16,9,19) -> (16,9,20)
Connected (16,9,19) -> (16,9,18)
====================
16,9,20 (16,9,20)
Connected (16,9,20) -> (17,9,20)
Connected (16,9,20) -> (15,9,20)
Connected (16,9,20) -> (16,10,20)
Connected (16,9,20) -> (16,8,20)
Ignored (16,9,21) because it's out of bounds.
Connected (16,9,20) -> (16,9,19)
====================
16,10,-1 (16,10,-1)
Connected (16,10,-1) -> (17,10,-1)
Connected (16,10,-1) -> (15,10,-1)
Connected (16,10,-1) -> (16,11,-1)
Connected (16,10,-1) -> (16,9,-1)
Connected (16,10,-1) -> (16,10,0)
Ignored (16,10,-2) because it's out of bounds.
====================
16,10,0 (16,10,0)
Connected (16,10,0) -> (17,10,0)
Connected (16,10,0) -> (15,10,0)
Connected (16,10,0) -> (16,11,0)
Connected (16,10,0) -> (16,9,0)
Connected (16,10,0) -> (16,10,1)
Connected (16,10,0) -> (16,10,-1)
====================
16,10,1 (16,10,1)
Connected (16,10,1) -> (17,10,1)
Connected (16,10,1) -> (15,10,1)
Connected (16,10,1) -> (16,11,1)
Connected (16,10,1) -> (16,9,1)
Connected (16,10,1) -> (16,10,2)
Connected (16,10,1) -> (16,10,0)
====================
16,10,2 (16,10,2)
Connected (16,10,2) -> (17,10,2)
Connected (16,10,2) -> (15,10,2)
Connected (16,10,2) -> (16,11,2)
Connected (16,10,2) -> (16,9,2)
Connected (16,10,2) -> (16,10,3)
Connected (16,10,2) -> (16,10,1)
====================
16,10,3 (16,10,3)
Connected (16,10,3) -> (17,10,3)
Ignored (15,10,3) because a block exists there.
Connected (16,10,3) -> (16,11,3)
Ignored (16,9,3) because a block exists there.
Ignored (16,10,4) because a block exists there.
Connected (16,10,3) -> (16,10,2)
====================
16,10,10 (16,10,10)
Ignored (17,10,10) because a block exists there.
Connected (16,10,10) -> (15,10,10)
Ignored (16,11,10) because a block exists there.
Ignored (16,9,10) because a block exists there.
Ignored (16,10,11) because a block exists there.
Ignored (16,10,9) because a block exists there.
====================
16,10,16 (16,10,16)
Connected (16,10,16) -> (17,10,16)
Ignored (15,10,16) because a block exists there.
Connected (16,10,16) -> (16,11,16)
Connected (16,10,16) -> (16,9,16)
Connected (16,10,16) -> (16,10,17)
Ignored (16,10,15) because a block exists there.
====================
16,10,17 (16,10,17)
Connected (16,10,17) -> (17,10,17)
Connected (16,10,17) -> (15,10,17)
Connected (16,10,17) -> (16,11,17)
Connected (16,10,17) -> (16,9,17)
Connected (16,10,17) -> (16,10,18)
Connected (16,10,17) -> (16,10,16)
====================
16,10,18 (16,10,18)
Connected (16,10,18) -> (17,10,18)
Connected (16,10,18) -> (15,10,18)
Connected (16,10,18) -> (16,11,18)
Connected (16,10,18) -> (16,9,18)
Connected (16,10,18) -> (16,10,19)
Connected (16,10,18) -> (16,10,17)
====================
16,10,19 (16,10,19)
Connected (16,10,19) -> (17,10,19)
Connected (16,10,19) -> (15,10,19)
Connected (16,10,19) -> (16,11,19)
Connected (16,10,19) -> (16,9,19)
Connected (16,10,19) -> (16,10,20)
Connected (16,10,19) -> (16,10,18)
====================
16,10,20 (16,10,20)
Connected (16,10,20) -> (17,10,20)
Connected (16,10,20) -> (15,10,20)
Connected (16,10,20) -> (16,11,20)
Connected (16,10,20) -> (16,9,20)
Ignored (16,10,21) because it's out of bounds.
Connected (16,10,20) -> (16,10,19)
====================
16,11,-1 (16,11,-1)
Connected (16,11,-1) -> (17,11,-1)
Connected (16,11,-1) -> (15,11,-1)
Connected (16,11,-1) -> (16,12,-1)
Connected (16,11,-1) -> (16,10,-1)
Connected (16,11,-1) -> (16,11,0)
Ignored (16,11,-2) because it's out of bounds.
====================
16,11,0 (16,11,0)
Connected (16,11,0) -> (17,11,0)
Connected (16,11,0) -> (15,11,0)
Connected (16,11,0) -> (16,12,0)
Connected (16,11,0) -> (16,10,0)
Connected (16,11,0) -> (16,11,1)
Connected (16,11,0) -> (16,11,-1)
====================
16,11,1 (16,11,1)
Connected (16,11,1) -> (17,11,1)
Connected (16,11,1) -> (15,11,1)
Connected (16,11,1) -> (16,12,1)
Connected (16,11,1) -> (16,10,1)
Connected (16,11,1) -> (16,11,2)
Connected (16,11,1) -> (16,11,0)
====================
16,11,2 (16,11,2)
Connected (16,11,2) -> (17,11,2)
Ignored (15,11,2) because a block exists there.
Connected (16,11,2) -> (16,12,2)
Connected (16,11,2) -> (16,10,2)
Connected (16,11,2) -> (16,11,3)
Connected (16,11,2) -> (16,11,1)
====================
16,11,3 (16,11,3)
Connected (16,11,3) -> (17,11,3)
Ignored (15,11,3) because a block exists there.
Connected (16,11,3) -> (16,12,3)
Connected (16,11,3) -> (16,10,3)
Ignored (16,11,4) because a block exists there.
Connected (16,11,3) -> (16,11,2)
====================
16,11,16 (16,11,16)
Connected (16,11,16) -> (17,11,16)
Ignored (15,11,16) because a block exists there.
Connected (16,11,16) -> (16,12,16)
Connected (16,11,16) -> (16,10,16)
Connected (16,11,16) -> (16,11,17)
Ignored (16,11,15) because a block exists there.
====================
16,11,17 (16,11,17)
Connected (16,11,17) -> (17,11,17)
Connected (16,11,17) -> (15,11,17)
Connected (16,11,17) -> (16,12,17)
Connected (16,11,17) -> (16,10,17)
Connected (16,11,17) -> (16,11,18)
Connected (16,11,17) -> (16,11,16)
====================
16,11,18 (16,11,18)
Connected (16,11,18) -> (17,11,18)
Connected (16,11,18) -> (15,11,18)
Connected (16,11,18) -> (16,12,18)
Connected (16,11,18) -> (16,10,18)
Connected (16,11,18) -> (16,11,19)
Connected (16,11,18) -> (16,11,17)
====================
16,11,19 (16,11,19)
Connected (16,11,19) -> (17,11,19)
Connected (16,11,19) -> (15,11,19)
Connected (16,11,19) -> (16,12,19)
Connected (16,11,19) -> (16,10,19)
Connected (16,11,19) -> (16,11,20)
Connected (16,11,19) -> (16,11,18)
====================
16,11,20 (16,11,20)
Connected (16,11,20) -> (17,11,20)
Connected (16,11,20) -> (15,11,20)
Connected (16,11,20) -> (16,12,20)
Connected (16,11,20) -> (16,10,20)
Ignored (16,11,21) because it's out of bounds.
Connected (16,11,20) -> (16,11,19)
====================
16,12,-1 (16,12,-1)
Connected (16,12,-1) -> (17,12,-1)
Connected (16,12,-1) -> (15,12,-1)
Connected (16,12,-1) -> (16,13,-1)
Connected (16,12,-1) -> (16,11,-1)
Connected (16,12,-1) -> (16,12,0)
Ignored (16,12,-2) because it's out of bounds.
====================
16,12,0 (16,12,0)
Connected (16,12,0) -> (17,12,0)
Connected (16,12,0) -> (15,12,0)
Connected (16,12,0) -> (16,13,0)
Connected (16,12,0) -> (16,11,0)
Connected (16,12,0) -> (16,12,1)
Connected (16,12,0) -> (16,12,-1)
====================
16,12,1 (16,12,1)
Connected (16,12,1) -> (17,12,1)
Connected (16,12,1) -> (15,12,1)
Connected (16,12,1) -> (16,13,1)
Connected (16,12,1) -> (16,11,1)
Connected (16,12,1) -> (16,12,2)
Connected (16,12,1) -> (16,12,0)
====================
16,12,2 (16,12,2)
Connected (16,12,2) -> (17,12,2)
Connected (16,12,2) -> (15,12,2)
Connected (16,12,2) -> (16,13,2)
Connected (16,12,2) -> (16,11,2)
Connected (16,12,2) -> (16,12,3)
Connected (16,12,2) -> (16,12,1)
====================
16,12,3 (16,12,3)
Connected (16,12,3) -> (17,12,3)
Ignored (15,12,3) because a block exists there.
Connected (16,12,3) -> (16,13,3)
Connected (16,12,3) -> (16,11,3)
Ignored (16,12,4) because a block exists there.
Connected (16,12,3) -> (16,12,2)
====================
16,12,16 (16,12,16)
Connected (16,12,16) -> (17,12,16)
Ignored (15,12,16) because a block exists there.
Connected (16,12,16) -> (16,13,16)
Connected (16,12,16) -> (16,11,16)
Connected (16,12,16) -> (16,12,17)
Ignored (16,12,15) because a block exists there.
====================
16,12,17 (16,12,17)
Connected (16,12,17) -> (17,12,17)
Connected (16,12,17) -> (15,12,17)
Connected (16,12,17) -> (16,13,17)
Connected (16,12,17) -> (16,11,17)
Connected (16,12,17) -> (16,12,18)
Connected (16,12,17) -> (16,12,16)
====================
16,12,18 (16,12,18)
Connected (16,12,18) -> (17,12,18)
Connected (16,12,18) -> (15,12,18)
Connected (16,12,18) -> (16,13,18)
Connected (16,12,18) -> (16,11,18)
Connected (16,12,18) -> (16,12,19)
Connected (16,12,18) -> (16,12,17)
====================
16,12,19 (16,12,19)
Connected (16,12,19) -> (17,12,19)
Connected (16,12,19) -> (15,12,19)
Connected (16,12,19) -> (16,13,19)
Connected (16,12,19) -> (16,11,19)
Connected (16,12,19) -> (16,12,20)
Connected (16,12,19) -> (16,12,18)
====================
16,12,20 (16,12,20)
Connected (16,12,20) -> (17,12,20)
Connected (16,12,20) -> (15,12,20)
Connected (16,12,20) -> (16,13,20)
Connected (16,12,20) -> (16,11,20)
Ignored (16,12,21) because it's out of bounds.
Connected (16,12,20) -> (16,12,19)
====================
16,13,-1 (16,13,-1)
Connected (16,13,-1) -> (17,13,-1)
Connected (16,13,-1) -> (15,13,-1)
Connected (16,13,-1) -> (16,14,-1)
Connected (16,13,-1) -> (16,12,-1)
Connected (16,13,-1) -> (16,13,0)
Ignored (16,13,-2) because it's out of bounds.
====================
16,13,0 (16,13,0)
Connected (16,13,0) -> (17,13,0)
Connected (16,13,0) -> (15,13,0)
Connected (16,13,0) -> (16,14,0)
Connected (16,13,0) -> (16,12,0)
Connected (16,13,0) -> (16,13,1)
Connected (16,13,0) -> (16,13,-1)
====================
16,13,1 (16,13,1)
Connected (16,13,1) -> (17,13,1)
Connected (16,13,1) -> (15,13,1)
Connected (16,13,1) -> (16,14,1)
Connected (16,13,1) -> (16,12,1)
Connected (16,13,1) -> (16,13,2)
Connected (16,13,1) -> (16,13,0)
====================
16,13,2 (16,13,2)
Connected (16,13,2) -> (17,13,2)
Connected (16,13,2) -> (15,13,2)
Connected (16,13,2) -> (16,14,2)
Connected (16,13,2) -> (16,12,2)
Connected (16,13,2) -> (16,13,3)
Connected (16,13,2) -> (16,13,1)
====================
16,13,3 (16,13,3)
Connected (16,13,3) -> (17,13,3)
Connected (16,13,3) -> (15,13,3)
Connected (16,13,3) -> (16,14,3)
Connected (16,13,3) -> (16,12,3)
Connected (16,13,3) -> (16,13,4)
Connected (16,13,3) -> (16,13,2)
====================
16,13,4 (16,13,4)
Connected (16,13,4) -> (17,13,4)
Ignored (15,13,4) because a block exists there.
Connected (16,13,4) -> (16,14,4)
Ignored (16,12,4) because a block exists there.
Ignored (16,13,5) because a block exists there.
Connected (16,13,4) -> (16,13,3)
====================
16,13,14 (16,13,14)
Connected (16,13,14) -> (17,13,14)
Ignored (15,13,14) because a block exists there.
Ignored (16,14,14) because a block exists there.
Ignored (16,12,14) because a block exists there.
Ignored (16,13,15) because a block exists there.
Ignored (16,13,13) because a block exists there.
====================
16,13,16 (16,13,16)
Connected (16,13,16) -> (17,13,16)
Connected (16,13,16) -> (15,13,16)
Connected (16,13,16) -> (16,14,16)
Connected (16,13,16) -> (16,12,16)
Connected (16,13,16) -> (16,13,17)
Ignored (16,13,15) because a block exists there.
====================
16,13,17 (16,13,17)
Connected (16,13,17) -> (17,13,17)
Connected (16,13,17) -> (15,13,17)
Connected (16,13,17) -> (16,14,17)
Connected (16,13,17) -> (16,12,17)
Connected (16,13,17) -> (16,13,18)
Connected (16,13,17) -> (16,13,16)
====================
16,13,18 (16,13,18)
Connected (16,13,18) -> (17,13,18)
Connected (16,13,18) -> (15,13,18)
Connected (16,13,18) -> (16,14,18)
Connected (16,13,18) -> (16,12,18)
Connected (16,13,18) -> (16,13,19)
Connected (16,13,18) -> (16,13,17)
====================
16,13,19 (16,13,19)
Connected (16,13,19) -> (17,13,19)
Connected (16,13,19) -> (15,13,19)
Connected (16,13,19) -> (16,14,19)
Connected (16,13,19) -> (16,12,19)
Connected (16,13,19) -> (16,13,20)
Connected (16,13,19) -> (16,13,18)
====================
16,13,20 (16,13,20)
Connected (16,13,20) -> (17,13,20)
Connected (16,13,20) -> (15,13,20)
Connected (16,13,20) -> (16,14,20)
Connected (16,13,20) -> (16,12,20)
Ignored (16,13,21) because it's out of bounds.
Connected (16,13,20) -> (16,13,19)
====================
16,14,-1 (16,14,-1)
Connected (16,14,-1) -> (17,14,-1)
Connected (16,14,-1) -> (15,14,-1)
Connected (16,14,-1) -> (16,15,-1)
Connected (16,14,-1) -> (16,13,-1)
Connected (16,14,-1) -> (16,14,0)
Ignored (16,14,-2) because it's out of bounds.
====================
16,14,0 (16,14,0)
Connected (16,14,0) -> (17,14,0)
Connected (16,14,0) -> (15,14,0)
Connected (16,14,0) -> (16,15,0)
Connected (16,14,0) -> (16,13,0)
Connected (16,14,0) -> (16,14,1)
Connected (16,14,0) -> (16,14,-1)
====================
16,14,1 (16,14,1)
Connected (16,14,1) -> (17,14,1)
Connected (16,14,1) -> (15,14,1)
Connected (16,14,1) -> (16,15,1)
Connected (16,14,1) -> (16,13,1)
Connected (16,14,1) -> (16,14,2)
Connected (16,14,1) -> (16,14,0)
====================
16,14,2 (16,14,2)
Connected (16,14,2) -> (17,14,2)
Connected (16,14,2) -> (15,14,2)
Connected (16,14,2) -> (16,15,2)
Connected (16,14,2) -> (16,13,2)
Connected (16,14,2) -> (16,14,3)
Connected (16,14,2) -> (16,14,1)
====================
16,14,3 (16,14,3)
Connected (16,14,3) -> (17,14,3)
Connected (16,14,3) -> (15,14,3)
Connected (16,14,3) -> (16,15,3)
Connected (16,14,3) -> (16,13,3)
Connected (16,14,3) -> (16,14,4)
Connected (16,14,3) -> (16,14,2)
====================
16,14,4 (16,14,4)
Connected (16,14,4) -> (17,14,4)
Ignored (15,14,4) because a block exists there.
Connected (16,14,4) -> (16,15,4)
Connected (16,14,4) -> (16,13,4)
Ignored (16,14,5) because a block exists there.
Connected (16,14,4) -> (16,14,3)
====================
16,14,15 (16,14,15)
Connected (16,14,15) -> (17,14,15)
Ignored (15,14,15) because a block exists there.
Connected (16,14,15) -> (16,15,15)
Ignored (16,13,15) because a block exists there.
Connected (16,14,15) -> (16,14,16)
Ignored (16,14,14) because a block exists there.
====================
16,14,16 (16,14,16)
Connected (16,14,16) -> (17,14,16)
Connected (16,14,16) -> (15,14,16)
Connected (16,14,16) -> (16,15,16)
Connected (16,14,16) -> (16,13,16)
Connected (16,14,16) -> (16,14,17)
Connected (16,14,16) -> (16,14,15)
====================
16,14,17 (16,14,17)
Connected (16,14,17) -> (17,14,17)
Connected (16,14,17) -> (15,14,17)
Connected (16,14,17) -> (16,15,17)
Connected (16,14,17) -> (16,13,17)
Connected (16,14,17) -> (16,14,18)
Connected (16,14,17) -> (16,14,16)
====================
16,14,18 (16,14,18)
Connected (16,14,18) -> (17,14,18)
Connected (16,14,18) -> (15,14,18)
Connected (16,14,18) -> (16,15,18)
Connected (16,14,18) -> (16,13,18)
Connected (16,14,18) -> (16,14,19)
Connected (16,14,18) -> (16,14,17)
====================
16,14,19 (16,14,19)
Connected (16,14,19) -> (17,14,19)
Connected (16,14,19) -> (15,14,19)
Connected (16,14,19) -> (16,15,19)
Connected (16,14,19) -> (16,13,19)
Connected (16,14,19) -> (16,14,20)
Connected (16,14,19) -> (16,14,18)
====================
16,14,20 (16,14,20)
Connected (16,14,20) -> (17,14,20)
Connected (16,14,20) -> (15,14,20)
Connected (16,14,20) -> (16,15,20)
Connected (16,14,20) -> (16,13,20)
Ignored (16,14,21) because it's out of bounds.
Connected (16,14,20) -> (16,14,19)
====================
16,15,-1 (16,15,-1)
Connected (16,15,-1) -> (17,15,-1)
Connected (16,15,-1) -> (15,15,-1)
Connected (16,15,-1) -> (16,16,-1)
Connected (16,15,-1) -> (16,14,-1)
Connected (16,15,-1) -> (16,15,0)
Ignored (16,15,-2) because it's out of bounds.
====================
16,15,0 (16,15,0)
Connected (16,15,0) -> (17,15,0)
Connected (16,15,0) -> (15,15,0)
Connected (16,15,0) -> (16,16,0)
Connected (16,15,0) -> (16,14,0)
Connected (16,15,0) -> (16,15,1)
Connected (16,15,0) -> (16,15,-1)
====================
16,15,1 (16,15,1)
Connected (16,15,1) -> (17,15,1)
Connected (16,15,1) -> (15,15,1)
Connected (16,15,1) -> (16,16,1)
Connected (16,15,1) -> (16,14,1)
Connected (16,15,1) -> (16,15,2)
Connected (16,15,1) -> (16,15,0)
====================
16,15,2 (16,15,2)
Connected (16,15,2) -> (17,15,2)
Connected (16,15,2) -> (15,15,2)
Connected (16,15,2) -> (16,16,2)
Connected (16,15,2) -> (16,14,2)
Connected (16,15,2) -> (16,15,3)
Connected (16,15,2) -> (16,15,1)
====================
16,15,3 (16,15,3)
Connected (16,15,3) -> (17,15,3)
Connected (16,15,3) -> (15,15,3)
Connected (16,15,3) -> (16,16,3)
Connected (16,15,3) -> (16,14,3)
Connected (16,15,3) -> (16,15,4)
Connected (16,15,3) -> (16,15,2)
====================
16,15,4 (16,15,4)
Connected (16,15,4) -> (17,15,4)
Connected (16,15,4) -> (15,15,4)
Connected (16,15,4) -> (16,16,4)
Connected (16,15,4) -> (16,14,4)
Connected (16,15,4) -> (16,15,5)
Connected (16,15,4) -> (16,15,3)
====================
16,15,5 (16,15,5)
Connected (16,15,5) -> (17,15,5)
Ignored (15,15,5) because a block exists there.
Connected (16,15,5) -> (16,16,5)
Ignored (16,14,5) because a block exists there.
Connected (16,15,5) -> (16,15,6)
Connected (16,15,5) -> (16,15,4)
====================
16,15,6 (16,15,6)
Connected (16,15,6) -> (17,15,6)
Ignored (15,15,6) because a block exists there.
Connected (16,15,6) -> (16,16,6)
Ignored (16,14,6) because a block exists there.
Ignored (16,15,7) because a block exists there.
Connected (16,15,6) -> (16,15,5)
====================
16,15,13 (16,15,13)
Connected (16,15,13) -> (17,15,13)
Ignored (15,15,13) because a block exists there.
Connected (16,15,13) -> (16,16,13)
Ignored (16,14,13) because a block exists there.
Connected (16,15,13) -> (16,15,14)
Ignored (16,15,12) because a block exists there.
====================
16,15,14 (16,15,14)
Connected (16,15,14) -> (17,15,14)
Connected (16,15,14) -> (15,15,14)
Connected (16,15,14) -> (16,16,14)
Ignored (16,14,14) because a block exists there.
Connected (16,15,14) -> (16,15,15)
Connected (16,15,14) -> (16,15,13)
====================
16,15,15 (16,15,15)
Connected (16,15,15) -> (17,15,15)
Ignored (15,15,15) because a block exists there.
Connected (16,15,15) -> (16,16,15)
Connected (16,15,15) -> (16,14,15)
Connected (16,15,15) -> (16,15,16)
Connected (16,15,15) -> (16,15,14)
====================
16,15,16 (16,15,16)
Connected (16,15,16) -> (17,15,16)
Connected (16,15,16) -> (15,15,16)
Connected (16,15,16) -> (16,16,16)
Connected (16,15,16) -> (16,14,16)
Connected (16,15,16) -> (16,15,17)
Connected (16,15,16) -> (16,15,15)
====================
16,15,17 (16,15,17)
Connected (16,15,17) -> (17,15,17)
Connected (16,15,17) -> (15,15,17)
Connected (16,15,17) -> (16,16,17)
Connected (16,15,17) -> (16,14,17)
Connected (16,15,17) -> (16,15,18)
Connected (16,15,17) -> (16,15,16)
====================
16,15,18 (16,15,18)
Connected (16,15,18) -> (17,15,18)
Connected (16,15,18) -> (15,15,18)
Connected (16,15,18) -> (16,16,18)
Connected (16,15,18) -> (16,14,18)
Connected (16,15,18) -> (16,15,19)
Connected (16,15,18) -> (16,15,17)
====================
16,15,19 (16,15,19)
Connected (16,15,19) -> (17,15,19)
Connected (16,15,19) -> (15,15,19)
Connected (16,15,19) -> (16,16,19)
Connected (16,15,19) -> (16,14,19)
Connected (16,15,19) -> (16,15,20)
Connected (16,15,19) -> (16,15,18)
====================
16,15,20 (16,15,20)
Connected (16,15,20) -> (17,15,20)
Connected (16,15,20) -> (15,15,20)
Connected (16,15,20) -> (16,16,20)
Connected (16,15,20) -> (16,14,20)
Ignored (16,15,21) because it's out of bounds.
Connected (16,15,20) -> (16,15,19)
====================
16,16,-1 (16,16,-1)
Connected (16,16,-1) -> (17,16,-1)
Connected (16,16,-1) -> (15,16,-1)
Connected (16,16,-1) -> (16,17,-1)
Connected (16,16,-1) -> (16,15,-1)
Connected (16,16,-1) -> (16,16,0)
Ignored (16,16,-2) because it's out of bounds.
====================
16,16,0 (16,16,0)
Connected (16,16,0) -> (17,16,0)
Connected (16,16,0) -> (15,16,0)
Connected (16,16,0) -> (16,17,0)
Connected (16,16,0) -> (16,15,0)
Connected (16,16,0) -> (16,16,1)
Connected (16,16,0) -> (16,16,-1)
====================
16,16,1 (16,16,1)
Connected (16,16,1) -> (17,16,1)
Connected (16,16,1) -> (15,16,1)
Connected (16,16,1) -> (16,17,1)
Connected (16,16,1) -> (16,15,1)
Connected (16,16,1) -> (16,16,2)
Connected (16,16,1) -> (16,16,0)
====================
16,16,2 (16,16,2)
Connected (16,16,2) -> (17,16,2)
Connected (16,16,2) -> (15,16,2)
Connected (16,16,2) -> (16,17,2)
Connected (16,16,2) -> (16,15,2)
Connected (16,16,2) -> (16,16,3)
Connected (16,16,2) -> (16,16,1)
====================
16,16,3 (16,16,3)
Connected (16,16,3) -> (17,16,3)
Connected (16,16,3) -> (15,16,3)
Connected (16,16,3) -> (16,17,3)
Connected (16,16,3) -> (16,15,3)
Connected (16,16,3) -> (16,16,4)
Connected (16,16,3) -> (16,16,2)
====================
16,16,4 (16,16,4)
Connected (16,16,4) -> (17,16,4)
Connected (16,16,4) -> (15,16,4)
Connected (16,16,4) -> (16,17,4)
Connected (16,16,4) -> (16,15,4)
Connected (16,16,4) -> (16,16,5)
Connected (16,16,4) -> (16,16,3)
====================
16,16,5 (16,16,5)
Connected (16,16,5) -> (17,16,5)
Connected (16,16,5) -> (15,16,5)
Connected (16,16,5) -> (16,17,5)
Connected (16,16,5) -> (16,15,5)
Connected (16,16,5) -> (16,16,6)
Connected (16,16,5) -> (16,16,4)
====================
16,16,6 (16,16,6)
Connected (16,16,6) -> (17,16,6)
Ignored (15,16,6) because a block exists there.
Connected (16,16,6) -> (16,17,6)
Connected (16,16,6) -> (16,15,6)
Connected (16,16,6) -> (16,16,7)
Connected (16,16,6) -> (16,16,5)
====================
16,16,7 (16,16,7)
Connected (16,16,7) -> (17,16,7)
Ignored (15,16,7) because a block exists there.
Connected (16,16,7) -> (16,17,7)
Ignored (16,15,7) because a block exists there.
Connected (16,16,7) -> (16,16,8)
Connected (16,16,7) -> (16,16,6)
====================
16,16,8 (16,16,8)
Connected (16,16,8) -> (17,16,8)
Ignored (15,16,8) because a block exists there.
Connected (16,16,8) -> (16,17,8)
Ignored (16,15,8) because a block exists there.
Ignored (16,16,9) because a block exists there.
Connected (16,16,8) -> (16,16,7)
====================
16,16,10 (16,16,10)
Connected (16,16,10) -> (17,16,10)
Ignored (15,16,10) because a block exists there.
Connected (16,16,10) -> (16,17,10)
Ignored (16,15,10) because a block exists there.
Connected (16,16,10) -> (16,16,11)
Ignored (16,16,9) because a block exists there.
====================
16,16,11 (16,16,11)
Connected (16,16,11) -> (17,16,11)
Ignored (15,16,11) because a block exists there.
Connected (16,16,11) -> (16,17,11)
Ignored (16,15,11) because a block exists there.
Connected (16,16,11) -> (16,16,12)
Connected (16,16,11) -> (16,16,10)
====================
16,16,12 (16,16,12)
Connected (16,16,12) -> (17,16,12)
Ignored (15,16,12) because a block exists there.
Connected (16,16,12) -> (16,17,12)
Ignored (16,15,12) because a block exists there.
Connected (16,16,12) -> (16,16,13)
Connected (16,16,12) -> (16,16,11)
====================
16,16,13 (16,16,13)
Connected (16,16,13) -> (17,16,13)
Ignored (15,16,13) because a block exists there.
Connected (16,16,13) -> (16,17,13)
Connected (16,16,13) -> (16,15,13)
Connected (16,16,13) -> (16,16,14)
Connected (16,16,13) -> (16,16,12)
====================
16,16,14 (16,16,14)
Connected (16,16,14) -> (17,16,14)
Ignored (15,16,14) because a block exists there.
Connected (16,16,14) -> (16,17,14)
Connected (16,16,14) -> (16,15,14)
Connected (16,16,14) -> (16,16,15)
Connected (16,16,14) -> (16,16,13)
====================
16,16,15 (16,16,15)
Connected (16,16,15) -> (17,16,15)
Connected (16,16,15) -> (15,16,15)
Connected (16,16,15) -> (16,17,15)
Connected (16,16,15) -> (16,15,15)
Connected (16,16,15) -> (16,16,16)
Connected (16,16,15) -> (16,16,14)
====================
16,16,16 (16,16,16)
Connected (16,16,16) -> (17,16,16)
Connected (16,16,16) -> (15,16,16)
Connected (16,16,16) -> (16,17,16)
Connected (16,16,16) -> (16,15,16)
Connected (16,16,16) -> (16,16,17)
Connected (16,16,16) -> (16,16,15)
====================
16,16,17 (16,16,17)
Connected (16,16,17) -> (17,16,17)
Connected (16,16,17) -> (15,16,17)
Connected (16,16,17) -> (16,17,17)
Connected (16,16,17) -> (16,15,17)
Connected (16,16,17) -> (16,16,18)
Connected (16,16,17) -> (16,16,16)
====================
16,16,18 (16,16,18)
Connected (16,16,18) -> (17,16,18)
Connected (16,16,18) -> (15,16,18)
Connected (16,16,18) -> (16,17,18)
Connected (16,16,18) -> (16,15,18)
Connected (16,16,18) -> (16,16,19)
Connected (16,16,18) -> (16,16,17)
====================
16,16,19 (16,16,19)
Connected (16,16,19) -> (17,16,19)
Connected (16,16,19) -> (15,16,19)
Connected (16,16,19) -> (16,17,19)
Connected (16,16,19) -> (16,15,19)
Connected (16,16,19) -> (16,16,20)
Connected (16,16,19) -> (16,16,18)
====================
16,16,20 (16,16,20)
Connected (16,16,20) -> (17,16,20)
Connected (16,16,20) -> (15,16,20)
Connected (16,16,20) -> (16,17,20)
Connected (16,16,20) -> (16,15,20)
Ignored (16,16,21) because it's out of bounds.
Connected (16,16,20) -> (16,16,19)
====================
16,17,-1 (16,17,-1)
Connected (16,17,-1) -> (17,17,-1)
Connected (16,17,-1) -> (15,17,-1)
Connected (16,17,-1) -> (16,18,-1)
Connected (16,17,-1) -> (16,16,-1)
Connected (16,17,-1) -> (16,17,0)
Ignored (16,17,-2) because it's out of bounds.
====================
16,17,0 (16,17,0)
Connected (16,17,0) -> (17,17,0)
Connected (16,17,0) -> (15,17,0)
Connected (16,17,0) -> (16,18,0)
Connected (16,17,0) -> (16,16,0)
Connected (16,17,0) -> (16,17,1)
Connected (16,17,0) -> (16,17,-1)
====================
16,17,1 (16,17,1)
Connected (16,17,1) -> (17,17,1)
Connected (16,17,1) -> (15,17,1)
Connected (16,17,1) -> (16,18,1)
Connected (16,17,1) -> (16,16,1)
Connected (16,17,1) -> (16,17,2)
Connected (16,17,1) -> (16,17,0)
====================
16,17,2 (16,17,2)
Connected (16,17,2) -> (17,17,2)
Connected (16,17,2) -> (15,17,2)
Connected (16,17,2) -> (16,18,2)
Connected (16,17,2) -> (16,16,2)
Connected (16,17,2) -> (16,17,3)
Connected (16,17,2) -> (16,17,1)
====================
16,17,3 (16,17,3)
Connected (16,17,3) -> (17,17,3)
Connected (16,17,3) -> (15,17,3)
Connected (16,17,3) -> (16,18,3)
Connected (16,17,3) -> (16,16,3)
Connected (16,17,3) -> (16,17,4)
Connected (16,17,3) -> (16,17,2)
====================
16,17,4 (16,17,4)
Connected (16,17,4) -> (17,17,4)
Connected (16,17,4) -> (15,17,4)
Connected (16,17,4) -> (16,18,4)
Connected (16,17,4) -> (16,16,4)
Connected (16,17,4) -> (16,17,5)
Connected (16,17,4) -> (16,17,3)
====================
16,17,5 (16,17,5)
Connected (16,17,5) -> (17,17,5)
Connected (16,17,5) -> (15,17,5)
Connected (16,17,5) -> (16,18,5)
Connected (16,17,5) -> (16,16,5)
Connected (16,17,5) -> (16,17,6)
Connected (16,17,5) -> (16,17,4)
====================
16,17,6 (16,17,6)
Connected (16,17,6) -> (17,17,6)
Connected (16,17,6) -> (15,17,6)
Connected (16,17,6) -> (16,18,6)
Connected (16,17,6) -> (16,16,6)
Connected (16,17,6) -> (16,17,7)
Connected (16,17,6) -> (16,17,5)
====================
16,17,7 (16,17,7)
Connected (16,17,7) -> (17,17,7)
Connected (16,17,7) -> (15,17,7)
Connected (16,17,7) -> (16,18,7)
Connected (16,17,7) -> (16,16,7)
Connected (16,17,7) -> (16,17,8)
Connected (16,17,7) -> (16,17,6)
====================
16,17,8 (16,17,8)
Connected (16,17,8) -> (17,17,8)
Ignored (15,17,8) because a block exists there.
Connected (16,17,8) -> (16,18,8)
Connected (16,17,8) -> (16,16,8)
Connected (16,17,8) -> (16,17,9)
Connected (16,17,8) -> (16,17,7)
====================
16,17,9 (16,17,9)
Connected (16,17,9) -> (17,17,9)
Connected (16,17,9) -> (15,17,9)
Connected (16,17,9) -> (16,18,9)
Ignored (16,16,9) because a block exists there.
Connected (16,17,9) -> (16,17,10)
Connected (16,17,9) -> (16,17,8)
====================
16,17,10 (16,17,10)
Connected (16,17,10) -> (17,17,10)
Connected (16,17,10) -> (15,17,10)
Connected (16,17,10) -> (16,18,10)
Connected (16,17,10) -> (16,16,10)
Connected (16,17,10) -> (16,17,11)
Connected (16,17,10) -> (16,17,9)
====================
16,17,11 (16,17,11)
Connected (16,17,11) -> (17,17,11)
Connected (16,17,11) -> (15,17,11)
Connected (16,17,11) -> (16,18,11)
Connected (16,17,11) -> (16,16,11)
Connected (16,17,11) -> (16,17,12)
Connected (16,17,11) -> (16,17,10)
====================
16,17,12 (16,17,12)
Connected (16,17,12) -> (17,17,12)
Connected (16,17,12) -> (15,17,12)
Connected (16,17,12) -> (16,18,12)
Connected (16,17,12) -> (16,16,12)
Connected (16,17,12) -> (16,17,13)
Connected (16,17,12) -> (16,17,11)
====================
16,17,13 (16,17,13)
Connected (16,17,13) -> (17,17,13)
Connected (16,17,13) -> (15,17,13)
Connected (16,17,13) -> (16,18,13)
Connected (16,17,13) -> (16,16,13)
Connected (16,17,13) -> (16,17,14)
Connected (16,17,13) -> (16,17,12)
====================
16,17,14 (16,17,14)
Connected (16,17,14) -> (17,17,14)
Connected (16,17,14) -> (15,17,14)
Connected (16,17,14) -> (16,18,14)
Connected (16,17,14) -> (16,16,14)
Connected (16,17,14) -> (16,17,15)
Connected (16,17,14) -> (16,17,13)
====================
16,17,15 (16,17,15)
Connected (16,17,15) -> (17,17,15)
Connected (16,17,15) -> (15,17,15)
Connected (16,17,15) -> (16,18,15)
Connected (16,17,15) -> (16,16,15)
Connected (16,17,15) -> (16,17,16)
Connected (16,17,15) -> (16,17,14)
====================
16,17,16 (16,17,16)
Connected (16,17,16) -> (17,17,16)
Connected (16,17,16) -> (15,17,16)
Connected (16,17,16) -> (16,18,16)
Connected (16,17,16) -> (16,16,16)
Connected (16,17,16) -> (16,17,17)
Connected (16,17,16) -> (16,17,15)
====================
16,17,17 (16,17,17)
Connected (16,17,17) -> (17,17,17)
Connected (16,17,17) -> (15,17,17)
Connected (16,17,17) -> (16,18,17)
Connected (16,17,17) -> (16,16,17)
Connected (16,17,17) -> (16,17,18)
Connected (16,17,17) -> (16,17,16)
====================
16,17,18 (16,17,18)
Connected (16,17,18) -> (17,17,18)
Connected (16,17,18) -> (15,17,18)
Connected (16,17,18) -> (16,18,18)
Connected (16,17,18) -> (16,16,18)
Connected (16,17,18) -> (16,17,19)
Connected (16,17,18) -> (16,17,17)
====================
16,17,19 (16,17,19)
Connected (16,17,19) -> (17,17,19)
Connected (16,17,19) -> (15,17,19)
Connected (16,17,19) -> (16,18,19)
Connected (16,17,19) -> (16,16,19)
Connected (16,17,19) -> (16,17,20)
Connected (16,17,19) -> (16,17,18)
====================
16,17,20 (16,17,20)
Connected (16,17,20) -> (17,17,20)
Connected (16,17,20) -> (15,17,20)
Connected (16,17,20) -> (16,18,20)
Connected (16,17,20) -> (16,16,20)
Ignored (16,17,21) because it's out of bounds.
Connected (16,17,20) -> (16,17,19)
====================
16,18,-1 (16,18,-1)
Connected (16,18,-1) -> (17,18,-1)
Connected (16,18,-1) -> (15,18,-1)
Connected (16,18,-1) -> (16,19,-1)
Connected (16,18,-1) -> (16,17,-1)
Connected (16,18,-1) -> (16,18,0)
Ignored (16,18,-2) because it's out of bounds.
====================
16,18,0 (16,18,0)
Connected (16,18,0) -> (17,18,0)
Connected (16,18,0) -> (15,18,0)
Connected (16,18,0) -> (16,19,0)
Connected (16,18,0) -> (16,17,0)
Connected (16,18,0) -> (16,18,1)
Connected (16,18,0) -> (16,18,-1)
====================
16,18,1 (16,18,1)
Connected (16,18,1) -> (17,18,1)
Connected (16,18,1) -> (15,18,1)
Connected (16,18,1) -> (16,19,1)
Connected (16,18,1) -> (16,17,1)
Connected (16,18,1) -> (16,18,2)
Connected (16,18,1) -> (16,18,0)
====================
16,18,2 (16,18,2)
Connected (16,18,2) -> (17,18,2)
Connected (16,18,2) -> (15,18,2)
Connected (16,18,2) -> (16,19,2)
Connected (16,18,2) -> (16,17,2)
Connected (16,18,2) -> (16,18,3)
Connected (16,18,2) -> (16,18,1)
====================
16,18,3 (16,18,3)
Connected (16,18,3) -> (17,18,3)
Connected (16,18,3) -> (15,18,3)
Connected (16,18,3) -> (16,19,3)
Connected (16,18,3) -> (16,17,3)
Connected (16,18,3) -> (16,18,4)
Connected (16,18,3) -> (16,18,2)
====================
16,18,4 (16,18,4)
Connected (16,18,4) -> (17,18,4)
Connected (16,18,4) -> (15,18,4)
Connected (16,18,4) -> (16,19,4)
Connected (16,18,4) -> (16,17,4)
Connected (16,18,4) -> (16,18,5)
Connected (16,18,4) -> (16,18,3)
====================
16,18,5 (16,18,5)
Connected (16,18,5) -> (17,18,5)
Connected (16,18,5) -> (15,18,5)
Connected (16,18,5) -> (16,19,5)
Connected (16,18,5) -> (16,17,5)
Connected (16,18,5) -> (16,18,6)
Connected (16,18,5) -> (16,18,4)
====================
16,18,6 (16,18,6)
Connected (16,18,6) -> (17,18,6)
Connected (16,18,6) -> (15,18,6)
Connected (16,18,6) -> (16,19,6)
Connected (16,18,6) -> (16,17,6)
Connected (16,18,6) -> (16,18,7)
Connected (16,18,6) -> (16,18,5)
====================
16,18,7 (16,18,7)
Connected (16,18,7) -> (17,18,7)
Connected (16,18,7) -> (15,18,7)
Connected (16,18,7) -> (16,19,7)
Connected (16,18,7) -> (16,17,7)
Connected (16,18,7) -> (16,18,8)
Connected (16,18,7) -> (16,18,6)
====================
16,18,8 (16,18,8)
Connected (16,18,8) -> (17,18,8)
Connected (16,18,8) -> (15,18,8)
Connected (16,18,8) -> (16,19,8)
Connected (16,18,8) -> (16,17,8)
Connected (16,18,8) -> (16,18,9)
Connected (16,18,8) -> (16,18,7)
====================
16,18,9 (16,18,9)
Connected (16,18,9) -> (17,18,9)
Connected (16,18,9) -> (15,18,9)
Connected (16,18,9) -> (16,19,9)
Connected (16,18,9) -> (16,17,9)
Connected (16,18,9) -> (16,18,10)
Connected (16,18,9) -> (16,18,8)
====================
16,18,10 (16,18,10)
Connected (16,18,10) -> (17,18,10)
Connected (16,18,10) -> (15,18,10)
Connected (16,18,10) -> (16,19,10)
Connected (16,18,10) -> (16,17,10)
Connected (16,18,10) -> (16,18,11)
Connected (16,18,10) -> (16,18,9)
====================
16,18,11 (16,18,11)
Connected (16,18,11) -> (17,18,11)
Connected (16,18,11) -> (15,18,11)
Connected (16,18,11) -> (16,19,11)
Connected (16,18,11) -> (16,17,11)
Connected (16,18,11) -> (16,18,12)
Connected (16,18,11) -> (16,18,10)
====================
16,18,12 (16,18,12)
Connected (16,18,12) -> (17,18,12)
Connected (16,18,12) -> (15,18,12)
Connected (16,18,12) -> (16,19,12)
Connected (16,18,12) -> (16,17,12)
Connected (16,18,12) -> (16,18,13)
Connected (16,18,12) -> (16,18,11)
====================
16,18,13 (16,18,13)
Connected (16,18,13) -> (17,18,13)
Connected (16,18,13) -> (15,18,13)
Connected (16,18,13) -> (16,19,13)
Connected (16,18,13) -> (16,17,13)
Connected (16,18,13) -> (16,18,14)
Connected (16,18,13) -> (16,18,12)
====================
16,18,14 (16,18,14)
Connected (16,18,14) -> (17,18,14)
Connected (16,18,14) -> (15,18,14)
Connected (16,18,14) -> (16,19,14)
Connected (16,18,14) -> (16,17,14)
Connected (16,18,14) -> (16,18,15)
Connected (16,18,14) -> (16,18,13)
====================
16,18,15 (16,18,15)
Connected (16,18,15) -> (17,18,15)
Connected (16,18,15) -> (15,18,15)
Connected (16,18,15) -> (16,19,15)
Connected (16,18,15) -> (16,17,15)
Connected (16,18,15) -> (16,18,16)
Connected (16,18,15) -> (16,18,14)
====================
16,18,16 (16,18,16)
Connected (16,18,16) -> (17,18,16)
Connected (16,18,16) -> (15,18,16)
Connected (16,18,16) -> (16,19,16)
Connected (16,18,16) -> (16,17,16)
Connected (16,18,16) -> (16,18,17)
Connected (16,18,16) -> (16,18,15)
====================
16,18,17 (16,18,17)
Connected (16,18,17) -> (17,18,17)
Connected (16,18,17) -> (15,18,17)
Connected (16,18,17) -> (16,19,17)
Connected (16,18,17) -> (16,17,17)
Connected (16,18,17) -> (16,18,18)
Connected (16,18,17) -> (16,18,16)
====================
16,18,18 (16,18,18)
Connected (16,18,18) -> (17,18,18)
Connected (16,18,18) -> (15,18,18)
Connected (16,18,18) -> (16,19,18)
Connected (16,18,18) -> (16,17,18)
Connected (16,18,18) -> (16,18,19)
Connected (16,18,18) -> (16,18,17)
====================
16,18,19 (16,18,19)
Connected (16,18,19) -> (17,18,19)
Connected (16,18,19) -> (15,18,19)
Connected (16,18,19) -> (16,19,19)
Connected (16,18,19) -> (16,17,19)
Connected (16,18,19) -> (16,18,20)
Connected (16,18,19) -> (16,18,18)
====================
16,18,20 (16,18,20)
Connected (16,18,20) -> (17,18,20)
Connected (16,18,20) -> (15,18,20)
Connected (16,18,20) -> (16,19,20)
Connected (16,18,20) -> (16,17,20)
Ignored (16,18,21) because it's out of bounds.
Connected (16,18,20) -> (16,18,19)
====================
16,19,-1 (16,19,-1)
Connected (16,19,-1) -> (17,19,-1)
Connected (16,19,-1) -> (15,19,-1)
Ignored (16,20,-1) because it's out of bounds.
Connected (16,19,-1) -> (16,18,-1)
Connected (16,19,-1) -> (16,19,0)
Ignored (16,19,-2) because it's out of bounds.
====================
16,19,0 (16,19,0)
Connected (16,19,0) -> (17,19,0)
Connected (16,19,0) -> (15,19,0)
Ignored (16,20,0) because it's out of bounds.
Connected (16,19,0) -> (16,18,0)
Connected (16,19,0) -> (16,19,1)
Connected (16,19,0) -> (16,19,-1)
====================
16,19,1 (16,19,1)
Connected (16,19,1) -> (17,19,1)
Connected (16,19,1) -> (15,19,1)
Ignored (16,20,1) because it's out of bounds.
Connected (16,19,1) -> (16,18,1)
Connected (16,19,1) -> (16,19,2)
Connected (16,19,1) -> (16,19,0)
====================
16,19,2 (16,19,2)
Connected (16,19,2) -> (17,19,2)
Connected (16,19,2) -> (15,19,2)
Ignored (16,20,2) because it's out of bounds.
Connected (16,19,2) -> (16,18,2)
Connected (16,19,2) -> (16,19,3)
Connected (16,19,2) -> (16,19,1)
====================
16,19,3 (16,19,3)
Connected (16,19,3) -> (17,19,3)
Connected (16,19,3) -> (15,19,3)
Ignored (16,20,3) because it's out of bounds.
Connected (16,19,3) -> (16,18,3)
Connected (16,19,3) -> (16,19,4)
Connected (16,19,3) -> (16,19,2)
====================
16,19,4 (16,19,4)
Connected (16,19,4) -> (17,19,4)
Connected (16,19,4) -> (15,19,4)
Ignored (16,20,4) because it's out of bounds.
Connected (16,19,4) -> (16,18,4)
Connected (16,19,4) -> (16,19,5)
Connected (16,19,4) -> (16,19,3)
====================
16,19,5 (16,19,5)
Connected (16,19,5) -> (17,19,5)
Connected (16,19,5) -> (15,19,5)
Ignored (16,20,5) because it's out of bounds.
Connected (16,19,5) -> (16,18,5)
Connected (16,19,5) -> (16,19,6)
Connected (16,19,5) -> (16,19,4)
====================
16,19,6 (16,19,6)
Connected (16,19,6) -> (17,19,6)
Connected (16,19,6) -> (15,19,6)
Ignored (16,20,6) because it's out of bounds.
Connected (16,19,6) -> (16,18,6)
Connected (16,19,6) -> (16,19,7)
Connected (16,19,6) -> (16,19,5)
====================
16,19,7 (16,19,7)
Connected (16,19,7) -> (17,19,7)
Connected (16,19,7) -> (15,19,7)
Ignored (16,20,7) because it's out of bounds.
Connected (16,19,7) -> (16,18,7)
Connected (16,19,7) -> (16,19,8)
Connected (16,19,7) -> (16,19,6)
====================
16,19,8 (16,19,8)
Connected (16,19,8) -> (17,19,8)
Connected (16,19,8) -> (15,19,8)
Ignored (16,20,8) because it's out of bounds.
Connected (16,19,8) -> (16,18,8)
Connected (16,19,8) -> (16,19,9)
Connected (16,19,8) -> (16,19,7)
====================
16,19,9 (16,19,9)
Connected (16,19,9) -> (17,19,9)
Connected (16,19,9) -> (15,19,9)
Ignored (16,20,9) because it's out of bounds.
Connected (16,19,9) -> (16,18,9)
Connected (16,19,9) -> (16,19,10)
Connected (16,19,9) -> (16,19,8)
====================
16,19,10 (16,19,10)
Connected (16,19,10) -> (17,19,10)
Connected (16,19,10) -> (15,19,10)
Ignored (16,20,10) because it's out of bounds.
Connected (16,19,10) -> (16,18,10)
Connected (16,19,10) -> (16,19,11)
Connected (16,19,10) -> (16,19,9)
====================
16,19,11 (16,19,11)
Connected (16,19,11) -> (17,19,11)
Connected (16,19,11) -> (15,19,11)
Ignored (16,20,11) because it's out of bounds.
Connected (16,19,11) -> (16,18,11)
Connected (16,19,11) -> (16,19,12)
Connected (16,19,11) -> (16,19,10)
====================
16,19,12 (16,19,12)
Connected (16,19,12) -> (17,19,12)
Connected (16,19,12) -> (15,19,12)
Ignored (16,20,12) because it's out of bounds.
Connected (16,19,12) -> (16,18,12)
Connected (16,19,12) -> (16,19,13)
Connected (16,19,12) -> (16,19,11)
====================
16,19,13 (16,19,13)
Connected (16,19,13) -> (17,19,13)
Connected (16,19,13) -> (15,19,13)
Ignored (16,20,13) because it's out of bounds.
Connected (16,19,13) -> (16,18,13)
Connected (16,19,13) -> (16,19,14)
Connected (16,19,13) -> (16,19,12)
====================
16,19,14 (16,19,14)
Connected (16,19,14) -> (17,19,14)
Connected (16,19,14) -> (15,19,14)
Ignored (16,20,14) because it's out of bounds.
Connected (16,19,14) -> (16,18,14)
Connected (16,19,14) -> (16,19,15)
Connected (16,19,14) -> (16,19,13)
====================
16,19,15 (16,19,15)
Connected (16,19,15) -> (17,19,15)
Connected (16,19,15) -> (15,19,15)
Ignored (16,20,15) because it's out of bounds.
Connected (16,19,15) -> (16,18,15)
Connected (16,19,15) -> (16,19,16)
Connected (16,19,15) -> (16,19,14)
====================
16,19,16 (16,19,16)
Connected (16,19,16) -> (17,19,16)
Connected (16,19,16) -> (15,19,16)
Ignored (16,20,16) because it's out of bounds.
Connected (16,19,16) -> (16,18,16)
Connected (16,19,16) -> (16,19,17)
Connected (16,19,16) -> (16,19,15)
====================
16,19,17 (16,19,17)
Connected (16,19,17) -> (17,19,17)
Connected (16,19,17) -> (15,19,17)
Ignored (16,20,17) because it's out of bounds.
Connected (16,19,17) -> (16,18,17)
Connected (16,19,17) -> (16,19,18)
Connected (16,19,17) -> (16,19,16)
====================
16,19,18 (16,19,18)
Connected (16,19,18) -> (17,19,18)
Connected (16,19,18) -> (15,19,18)
Ignored (16,20,18) because it's out of bounds.
Connected (16,19,18) -> (16,18,18)
Connected (16,19,18) -> (16,19,19)
Connected (16,19,18) -> (16,19,17)
====================
16,19,19 (16,19,19)
Connected (16,19,19) -> (17,19,19)
Connected (16,19,19) -> (15,19,19)
Ignored (16,20,19) because it's out of bounds.
Connected (16,19,19) -> (16,18,19)
Connected (16,19,19) -> (16,19,20)
Connected (16,19,19) -> (16,19,18)
====================
16,19,20 (16,19,20)
Connected (16,19,20) -> (17,19,20)
Connected (16,19,20) -> (15,19,20)
Ignored (16,20,20) because it's out of bounds.
Connected (16,19,20) -> (16,18,20)
Ignored (16,19,21) because it's out of bounds.
Connected (16,19,20) -> (16,19,19)
====================
17,-1,-1 (17,-1,-1)
Connected (17,-1,-1) -> (18,-1,-1)
Connected (17,-1,-1) -> (16,-1,-1)
Connected (17,-1,-1) -> (17,0,-1)
Ignored (17,-2,-1) because it's out of bounds.
Connected (17,-1,-1) -> (17,-1,0)
Ignored (17,-1,-2) because it's out of bounds.
====================
17,-1,0 (17,-1,0)
Connected (17,-1,0) -> (18,-1,0)
Connected (17,-1,0) -> (16,-1,0)
Connected (17,-1,0) -> (17,0,0)
Ignored (17,-2,0) because it's out of bounds.
Connected (17,-1,0) -> (17,-1,1)
Connected (17,-1,0) -> (17,-1,-1)
====================
17,-1,1 (17,-1,1)
Connected (17,-1,1) -> (18,-1,1)
Connected (17,-1,1) -> (16,-1,1)
Connected (17,-1,1) -> (17,0,1)
Ignored (17,-2,1) because it's out of bounds.
Connected (17,-1,1) -> (17,-1,2)
Connected (17,-1,1) -> (17,-1,0)
====================
17,-1,2 (17,-1,2)
Connected (17,-1,2) -> (18,-1,2)
Connected (17,-1,2) -> (16,-1,2)
Connected (17,-1,2) -> (17,0,2)
Ignored (17,-2,2) because it's out of bounds.
Connected (17,-1,2) -> (17,-1,3)
Connected (17,-1,2) -> (17,-1,1)
====================
17,-1,3 (17,-1,3)
Connected (17,-1,3) -> (18,-1,3)
Connected (17,-1,3) -> (16,-1,3)
Connected (17,-1,3) -> (17,0,3)
Ignored (17,-2,3) because it's out of bounds.
Connected (17,-1,3) -> (17,-1,4)
Connected (17,-1,3) -> (17,-1,2)
====================
17,-1,4 (17,-1,4)
Connected (17,-1,4) -> (18,-1,4)
Connected (17,-1,4) -> (16,-1,4)
Connected (17,-1,4) -> (17,0,4)
Ignored (17,-2,4) because it's out of bounds.
Connected (17,-1,4) -> (17,-1,5)
Connected (17,-1,4) -> (17,-1,3)
====================
17,-1,5 (17,-1,5)
Connected (17,-1,5) -> (18,-1,5)
Connected (17,-1,5) -> (16,-1,5)
Connected (17,-1,5) -> (17,0,5)
Ignored (17,-2,5) because it's out of bounds.
Connected (17,-1,5) -> (17,-1,6)
Connected (17,-1,5) -> (17,-1,4)
====================
17,-1,6 (17,-1,6)
Connected (17,-1,6) -> (18,-1,6)
Connected (17,-1,6) -> (16,-1,6)
Connected (17,-1,6) -> (17,0,6)
Ignored (17,-2,6) because it's out of bounds.
Connected (17,-1,6) -> (17,-1,7)
Connected (17,-1,6) -> (17,-1,5)
====================
17,-1,7 (17,-1,7)
Connected (17,-1,7) -> (18,-1,7)
Connected (17,-1,7) -> (16,-1,7)
Connected (17,-1,7) -> (17,0,7)
Ignored (17,-2,7) because it's out of bounds.
Connected (17,-1,7) -> (17,-1,8)
Connected (17,-1,7) -> (17,-1,6)
====================
17,-1,8 (17,-1,8)
Connected (17,-1,8) -> (18,-1,8)
Connected (17,-1,8) -> (16,-1,8)
Connected (17,-1,8) -> (17,0,8)
Ignored (17,-2,8) because it's out of bounds.
Connected (17,-1,8) -> (17,-1,9)
Connected (17,-1,8) -> (17,-1,7)
====================
17,-1,9 (17,-1,9)
Connected (17,-1,9) -> (18,-1,9)
Connected (17,-1,9) -> (16,-1,9)
Connected (17,-1,9) -> (17,0,9)
Ignored (17,-2,9) because it's out of bounds.
Connected (17,-1,9) -> (17,-1,10)
Connected (17,-1,9) -> (17,-1,8)
====================
17,-1,10 (17,-1,10)
Connected (17,-1,10) -> (18,-1,10)
Connected (17,-1,10) -> (16,-1,10)
Connected (17,-1,10) -> (17,0,10)
Ignored (17,-2,10) because it's out of bounds.
Connected (17,-1,10) -> (17,-1,11)
Connected (17,-1,10) -> (17,-1,9)
====================
17,-1,11 (17,-1,11)
Connected (17,-1,11) -> (18,-1,11)
Connected (17,-1,11) -> (16,-1,11)
Connected (17,-1,11) -> (17,0,11)
Ignored (17,-2,11) because it's out of bounds.
Connected (17,-1,11) -> (17,-1,12)
Connected (17,-1,11) -> (17,-1,10)
====================
17,-1,12 (17,-1,12)
Connected (17,-1,12) -> (18,-1,12)
Connected (17,-1,12) -> (16,-1,12)
Connected (17,-1,12) -> (17,0,12)
Ignored (17,-2,12) because it's out of bounds.
Connected (17,-1,12) -> (17,-1,13)
Connected (17,-1,12) -> (17,-1,11)
====================
17,-1,13 (17,-1,13)
Connected (17,-1,13) -> (18,-1,13)
Connected (17,-1,13) -> (16,-1,13)
Connected (17,-1,13) -> (17,0,13)
Ignored (17,-2,13) because it's out of bounds.
Connected (17,-1,13) -> (17,-1,14)
Connected (17,-1,13) -> (17,-1,12)
====================
17,-1,14 (17,-1,14)
Connected (17,-1,14) -> (18,-1,14)
Connected (17,-1,14) -> (16,-1,14)
Connected (17,-1,14) -> (17,0,14)
Ignored (17,-2,14) because it's out of bounds.
Connected (17,-1,14) -> (17,-1,15)
Connected (17,-1,14) -> (17,-1,13)
====================
17,-1,15 (17,-1,15)
Connected (17,-1,15) -> (18,-1,15)
Connected (17,-1,15) -> (16,-1,15)
Connected (17,-1,15) -> (17,0,15)
Ignored (17,-2,15) because it's out of bounds.
Connected (17,-1,15) -> (17,-1,16)
Connected (17,-1,15) -> (17,-1,14)
====================
17,-1,16 (17,-1,16)
Connected (17,-1,16) -> (18,-1,16)
Connected (17,-1,16) -> (16,-1,16)
Connected (17,-1,16) -> (17,0,16)
Ignored (17,-2,16) because it's out of bounds.
Connected (17,-1,16) -> (17,-1,17)
Connected (17,-1,16) -> (17,-1,15)
====================
17,-1,17 (17,-1,17)
Connected (17,-1,17) -> (18,-1,17)
Connected (17,-1,17) -> (16,-1,17)
Connected (17,-1,17) -> (17,0,17)
Ignored (17,-2,17) because it's out of bounds.
Connected (17,-1,17) -> (17,-1,18)
Connected (17,-1,17) -> (17,-1,16)
====================
17,-1,18 (17,-1,18)
Connected (17,-1,18) -> (18,-1,18)
Connected (17,-1,18) -> (16,-1,18)
Connected (17,-1,18) -> (17,0,18)
Ignored (17,-2,18) because it's out of bounds.
Connected (17,-1,18) -> (17,-1,19)
Connected (17,-1,18) -> (17,-1,17)
====================
17,-1,19 (17,-1,19)
Connected (17,-1,19) -> (18,-1,19)
Connected (17,-1,19) -> (16,-1,19)
Connected (17,-1,19) -> (17,0,19)
Ignored (17,-2,19) because it's out of bounds.
Connected (17,-1,19) -> (17,-1,20)
Connected (17,-1,19) -> (17,-1,18)
====================
17,-1,20 (17,-1,20)
Connected (17,-1,20) -> (18,-1,20)
Connected (17,-1,20) -> (16,-1,20)
Connected (17,-1,20) -> (17,0,20)
Ignored (17,-2,20) because it's out of bounds.
Ignored (17,-1,21) because it's out of bounds.
Connected (17,-1,20) -> (17,-1,19)
====================
17,0,-1 (17,0,-1)
Connected (17,0,-1) -> (18,0,-1)
Connected (17,0,-1) -> (16,0,-1)
Connected (17,0,-1) -> (17,1,-1)
Connected (17,0,-1) -> (17,-1,-1)
Connected (17,0,-1) -> (17,0,0)
Ignored (17,0,-2) because it's out of bounds.
====================
17,0,0 (17,0,0)
Connected (17,0,0) -> (18,0,0)
Connected (17,0,0) -> (16,0,0)
Connected (17,0,0) -> (17,1,0)
Connected (17,0,0) -> (17,-1,0)
Connected (17,0,0) -> (17,0,1)
Connected (17,0,0) -> (17,0,-1)
====================
17,0,1 (17,0,1)
Connected (17,0,1) -> (18,0,1)
Connected (17,0,1) -> (16,0,1)
Connected (17,0,1) -> (17,1,1)
Connected (17,0,1) -> (17,-1,1)
Connected (17,0,1) -> (17,0,2)
Connected (17,0,1) -> (17,0,0)
====================
17,0,2 (17,0,2)
Connected (17,0,2) -> (18,0,2)
Connected (17,0,2) -> (16,0,2)
Connected (17,0,2) -> (17,1,2)
Connected (17,0,2) -> (17,-1,2)
Connected (17,0,2) -> (17,0,3)
Connected (17,0,2) -> (17,0,1)
====================
17,0,3 (17,0,3)
Connected (17,0,3) -> (18,0,3)
Connected (17,0,3) -> (16,0,3)
Connected (17,0,3) -> (17,1,3)
Connected (17,0,3) -> (17,-1,3)
Connected (17,0,3) -> (17,0,4)
Connected (17,0,3) -> (17,0,2)
====================
17,0,4 (17,0,4)
Connected (17,0,4) -> (18,0,4)
Connected (17,0,4) -> (16,0,4)
Connected (17,0,4) -> (17,1,4)
Connected (17,0,4) -> (17,-1,4)
Connected (17,0,4) -> (17,0,5)
Connected (17,0,4) -> (17,0,3)
====================
17,0,5 (17,0,5)
Connected (17,0,5) -> (18,0,5)
Connected (17,0,5) -> (16,0,5)
Connected (17,0,5) -> (17,1,5)
Connected (17,0,5) -> (17,-1,5)
Connected (17,0,5) -> (17,0,6)
Connected (17,0,5) -> (17,0,4)
====================
17,0,6 (17,0,6)
Connected (17,0,6) -> (18,0,6)
Connected (17,0,6) -> (16,0,6)
Connected (17,0,6) -> (17,1,6)
Connected (17,0,6) -> (17,-1,6)
Connected (17,0,6) -> (17,0,7)
Connected (17,0,6) -> (17,0,5)
====================
17,0,7 (17,0,7)
Connected (17,0,7) -> (18,0,7)
Connected (17,0,7) -> (16,0,7)
Connected (17,0,7) -> (17,1,7)
Connected (17,0,7) -> (17,-1,7)
Connected (17,0,7) -> (17,0,8)
Connected (17,0,7) -> (17,0,6)
====================
17,0,8 (17,0,8)
Connected (17,0,8) -> (18,0,8)
Connected (17,0,8) -> (16,0,8)
Connected (17,0,8) -> (17,1,8)
Connected (17,0,8) -> (17,-1,8)
Connected (17,0,8) -> (17,0,9)
Connected (17,0,8) -> (17,0,7)
====================
17,0,9 (17,0,9)
Connected (17,0,9) -> (18,0,9)
Connected (17,0,9) -> (16,0,9)
Connected (17,0,9) -> (17,1,9)
Connected (17,0,9) -> (17,-1,9)
Connected (17,0,9) -> (17,0,10)
Connected (17,0,9) -> (17,0,8)
====================
17,0,10 (17,0,10)
Connected (17,0,10) -> (18,0,10)
Connected (17,0,10) -> (16,0,10)
Connected (17,0,10) -> (17,1,10)
Connected (17,0,10) -> (17,-1,10)
Connected (17,0,10) -> (17,0,11)
Connected (17,0,10) -> (17,0,9)
====================
17,0,11 (17,0,11)
Connected (17,0,11) -> (18,0,11)
Connected (17,0,11) -> (16,0,11)
Connected (17,0,11) -> (17,1,11)
Connected (17,0,11) -> (17,-1,11)
Connected (17,0,11) -> (17,0,12)
Connected (17,0,11) -> (17,0,10)
====================
17,0,12 (17,0,12)
Connected (17,0,12) -> (18,0,12)
Connected (17,0,12) -> (16,0,12)
Connected (17,0,12) -> (17,1,12)
Connected (17,0,12) -> (17,-1,12)
Connected (17,0,12) -> (17,0,13)
Connected (17,0,12) -> (17,0,11)
====================
17,0,13 (17,0,13)
Connected (17,0,13) -> (18,0,13)
Connected (17,0,13) -> (16,0,13)
Connected (17,0,13) -> (17,1,13)
Connected (17,0,13) -> (17,-1,13)
Connected (17,0,13) -> (17,0,14)
Connected (17,0,13) -> (17,0,12)
====================
17,0,14 (17,0,14)
Connected (17,0,14) -> (18,0,14)
Connected (17,0,14) -> (16,0,14)
Connected (17,0,14) -> (17,1,14)
Connected (17,0,14) -> (17,-1,14)
Connected (17,0,14) -> (17,0,15)
Connected (17,0,14) -> (17,0,13)
====================
17,0,15 (17,0,15)
Connected (17,0,15) -> (18,0,15)
Connected (17,0,15) -> (16,0,15)
Connected (17,0,15) -> (17,1,15)
Connected (17,0,15) -> (17,-1,15)
Connected (17,0,15) -> (17,0,16)
Connected (17,0,15) -> (17,0,14)
====================
17,0,16 (17,0,16)
Connected (17,0,16) -> (18,0,16)
Connected (17,0,16) -> (16,0,16)
Connected (17,0,16) -> (17,1,16)
Connected (17,0,16) -> (17,-1,16)
Connected (17,0,16) -> (17,0,17)
Connected (17,0,16) -> (17,0,15)
====================
17,0,17 (17,0,17)
Connected (17,0,17) -> (18,0,17)
Connected (17,0,17) -> (16,0,17)
Connected (17,0,17) -> (17,1,17)
Connected (17,0,17) -> (17,-1,17)
Connected (17,0,17) -> (17,0,18)
Connected (17,0,17) -> (17,0,16)
====================
17,0,18 (17,0,18)
Connected (17,0,18) -> (18,0,18)
Connected (17,0,18) -> (16,0,18)
Connected (17,0,18) -> (17,1,18)
Connected (17,0,18) -> (17,-1,18)
Connected (17,0,18) -> (17,0,19)
Connected (17,0,18) -> (17,0,17)
====================
17,0,19 (17,0,19)
Connected (17,0,19) -> (18,0,19)
Connected (17,0,19) -> (16,0,19)
Connected (17,0,19) -> (17,1,19)
Connected (17,0,19) -> (17,-1,19)
Connected (17,0,19) -> (17,0,20)
Connected (17,0,19) -> (17,0,18)
====================
17,0,20 (17,0,20)
Connected (17,0,20) -> (18,0,20)
Connected (17,0,20) -> (16,0,20)
Connected (17,0,20) -> (17,1,20)
Connected (17,0,20) -> (17,-1,20)
Ignored (17,0,21) because it's out of bounds.
Connected (17,0,20) -> (17,0,19)
====================
17,1,-1 (17,1,-1)
Connected (17,1,-1) -> (18,1,-1)
Connected (17,1,-1) -> (16,1,-1)
Connected (17,1,-1) -> (17,2,-1)
Connected (17,1,-1) -> (17,0,-1)
Connected (17,1,-1) -> (17,1,0)
Ignored (17,1,-2) because it's out of bounds.
====================
17,1,0 (17,1,0)
Connected (17,1,0) -> (18,1,0)
Connected (17,1,0) -> (16,1,0)
Connected (17,1,0) -> (17,2,0)
Connected (17,1,0) -> (17,0,0)
Connected (17,1,0) -> (17,1,1)
Connected (17,1,0) -> (17,1,-1)
====================
17,1,1 (17,1,1)
Connected (17,1,1) -> (18,1,1)
Connected (17,1,1) -> (16,1,1)
Connected (17,1,1) -> (17,2,1)
Connected (17,1,1) -> (17,0,1)
Connected (17,1,1) -> (17,1,2)
Connected (17,1,1) -> (17,1,0)
====================
17,1,2 (17,1,2)
Connected (17,1,2) -> (18,1,2)
Connected (17,1,2) -> (16,1,2)
Connected (17,1,2) -> (17,2,2)
Connected (17,1,2) -> (17,0,2)
Connected (17,1,2) -> (17,1,3)
Connected (17,1,2) -> (17,1,1)
====================
17,1,3 (17,1,3)
Connected (17,1,3) -> (18,1,3)
Connected (17,1,3) -> (16,1,3)
Connected (17,1,3) -> (17,2,3)
Connected (17,1,3) -> (17,0,3)
Connected (17,1,3) -> (17,1,4)
Connected (17,1,3) -> (17,1,2)
====================
17,1,4 (17,1,4)
Connected (17,1,4) -> (18,1,4)
Connected (17,1,4) -> (16,1,4)
Connected (17,1,4) -> (17,2,4)
Connected (17,1,4) -> (17,0,4)
Connected (17,1,4) -> (17,1,5)
Connected (17,1,4) -> (17,1,3)
====================
17,1,5 (17,1,5)
Connected (17,1,5) -> (18,1,5)
Connected (17,1,5) -> (16,1,5)
Connected (17,1,5) -> (17,2,5)
Connected (17,1,5) -> (17,0,5)
Connected (17,1,5) -> (17,1,6)
Connected (17,1,5) -> (17,1,4)
====================
17,1,6 (17,1,6)
Connected (17,1,6) -> (18,1,6)
Connected (17,1,6) -> (16,1,6)
Connected (17,1,6) -> (17,2,6)
Connected (17,1,6) -> (17,0,6)
Connected (17,1,6) -> (17,1,7)
Connected (17,1,6) -> (17,1,5)
====================
17,1,7 (17,1,7)
Connected (17,1,7) -> (18,1,7)
Connected (17,1,7) -> (16,1,7)
Connected (17,1,7) -> (17,2,7)
Connected (17,1,7) -> (17,0,7)
Connected (17,1,7) -> (17,1,8)
Connected (17,1,7) -> (17,1,6)
====================
17,1,8 (17,1,8)
Connected (17,1,8) -> (18,1,8)
Connected (17,1,8) -> (16,1,8)
Connected (17,1,8) -> (17,2,8)
Connected (17,1,8) -> (17,0,8)
Connected (17,1,8) -> (17,1,9)
Connected (17,1,8) -> (17,1,7)
====================
17,1,9 (17,1,9)
Connected (17,1,9) -> (18,1,9)
Connected (17,1,9) -> (16,1,9)
Connected (17,1,9) -> (17,2,9)
Connected (17,1,9) -> (17,0,9)
Connected (17,1,9) -> (17,1,10)
Connected (17,1,9) -> (17,1,8)
====================
17,1,10 (17,1,10)
Connected (17,1,10) -> (18,1,10)
Connected (17,1,10) -> (16,1,10)
Connected (17,1,10) -> (17,2,10)
Connected (17,1,10) -> (17,0,10)
Connected (17,1,10) -> (17,1,11)
Connected (17,1,10) -> (17,1,9)
====================
17,1,11 (17,1,11)
Connected (17,1,11) -> (18,1,11)
Connected (17,1,11) -> (16,1,11)
Connected (17,1,11) -> (17,2,11)
Connected (17,1,11) -> (17,0,11)
Connected (17,1,11) -> (17,1,12)
Connected (17,1,11) -> (17,1,10)
====================
17,1,12 (17,1,12)
Connected (17,1,12) -> (18,1,12)
Connected (17,1,12) -> (16,1,12)
Connected (17,1,12) -> (17,2,12)
Connected (17,1,12) -> (17,0,12)
Connected (17,1,12) -> (17,1,13)
Connected (17,1,12) -> (17,1,11)
====================
17,1,13 (17,1,13)
Connected (17,1,13) -> (18,1,13)
Connected (17,1,13) -> (16,1,13)
Connected (17,1,13) -> (17,2,13)
Connected (17,1,13) -> (17,0,13)
Connected (17,1,13) -> (17,1,14)
Connected (17,1,13) -> (17,1,12)
====================
17,1,14 (17,1,14)
Connected (17,1,14) -> (18,1,14)
Connected (17,1,14) -> (16,1,14)
Connected (17,1,14) -> (17,2,14)
Connected (17,1,14) -> (17,0,14)
Connected (17,1,14) -> (17,1,15)
Connected (17,1,14) -> (17,1,13)
====================
17,1,15 (17,1,15)
Connected (17,1,15) -> (18,1,15)
Connected (17,1,15) -> (16,1,15)
Connected (17,1,15) -> (17,2,15)
Connected (17,1,15) -> (17,0,15)
Connected (17,1,15) -> (17,1,16)
Connected (17,1,15) -> (17,1,14)
====================
17,1,16 (17,1,16)
Connected (17,1,16) -> (18,1,16)
Connected (17,1,16) -> (16,1,16)
Connected (17,1,16) -> (17,2,16)
Connected (17,1,16) -> (17,0,16)
Connected (17,1,16) -> (17,1,17)
Connected (17,1,16) -> (17,1,15)
====================
17,1,17 (17,1,17)
Connected (17,1,17) -> (18,1,17)
Connected (17,1,17) -> (16,1,17)
Connected (17,1,17) -> (17,2,17)
Connected (17,1,17) -> (17,0,17)
Connected (17,1,17) -> (17,1,18)
Connected (17,1,17) -> (17,1,16)
====================
17,1,18 (17,1,18)
Connected (17,1,18) -> (18,1,18)
Connected (17,1,18) -> (16,1,18)
Connected (17,1,18) -> (17,2,18)
Connected (17,1,18) -> (17,0,18)
Connected (17,1,18) -> (17,1,19)
Connected (17,1,18) -> (17,1,17)
====================
17,1,19 (17,1,19)
Connected (17,1,19) -> (18,1,19)
Connected (17,1,19) -> (16,1,19)
Connected (17,1,19) -> (17,2,19)
Connected (17,1,19) -> (17,0,19)
Connected (17,1,19) -> (17,1,20)
Connected (17,1,19) -> (17,1,18)
====================
17,1,20 (17,1,20)
Connected (17,1,20) -> (18,1,20)
Connected (17,1,20) -> (16,1,20)
Connected (17,1,20) -> (17,2,20)
Connected (17,1,20) -> (17,0,20)
Ignored (17,1,21) because it's out of bounds.
Connected (17,1,20) -> (17,1,19)
====================
17,2,-1 (17,2,-1)
Connected (17,2,-1) -> (18,2,-1)
Connected (17,2,-1) -> (16,2,-1)
Connected (17,2,-1) -> (17,3,-1)
Connected (17,2,-1) -> (17,1,-1)
Connected (17,2,-1) -> (17,2,0)
Ignored (17,2,-2) because it's out of bounds.
====================
17,2,0 (17,2,0)
Connected (17,2,0) -> (18,2,0)
Connected (17,2,0) -> (16,2,0)
Connected (17,2,0) -> (17,3,0)
Connected (17,2,0) -> (17,1,0)
Connected (17,2,0) -> (17,2,1)
Connected (17,2,0) -> (17,2,-1)
====================
17,2,1 (17,2,1)
Connected (17,2,1) -> (18,2,1)
Connected (17,2,1) -> (16,2,1)
Connected (17,2,1) -> (17,3,1)
Connected (17,2,1) -> (17,1,1)
Connected (17,2,1) -> (17,2,2)
Connected (17,2,1) -> (17,2,0)
====================
17,2,2 (17,2,2)
Connected (17,2,2) -> (18,2,2)
Connected (17,2,2) -> (16,2,2)
Connected (17,2,2) -> (17,3,2)
Connected (17,2,2) -> (17,1,2)
Connected (17,2,2) -> (17,2,3)
Connected (17,2,2) -> (17,2,1)
====================
17,2,3 (17,2,3)
Connected (17,2,3) -> (18,2,3)
Connected (17,2,3) -> (16,2,3)
Connected (17,2,3) -> (17,3,3)
Connected (17,2,3) -> (17,1,3)
Connected (17,2,3) -> (17,2,4)
Connected (17,2,3) -> (17,2,2)
====================
17,2,4 (17,2,4)
Connected (17,2,4) -> (18,2,4)
Connected (17,2,4) -> (16,2,4)
Connected (17,2,4) -> (17,3,4)
Connected (17,2,4) -> (17,1,4)
Connected (17,2,4) -> (17,2,5)
Connected (17,2,4) -> (17,2,3)
====================
17,2,5 (17,2,5)
Connected (17,2,5) -> (18,2,5)
Connected (17,2,5) -> (16,2,5)
Connected (17,2,5) -> (17,3,5)
Connected (17,2,5) -> (17,1,5)
Connected (17,2,5) -> (17,2,6)
Connected (17,2,5) -> (17,2,4)
====================
17,2,6 (17,2,6)
Connected (17,2,6) -> (18,2,6)
Connected (17,2,6) -> (16,2,6)
Connected (17,2,6) -> (17,3,6)
Connected (17,2,6) -> (17,1,6)
Connected (17,2,6) -> (17,2,7)
Connected (17,2,6) -> (17,2,5)
====================
17,2,7 (17,2,7)
Connected (17,2,7) -> (18,2,7)
Connected (17,2,7) -> (16,2,7)
Connected (17,2,7) -> (17,3,7)
Connected (17,2,7) -> (17,1,7)
Connected (17,2,7) -> (17,2,8)
Connected (17,2,7) -> (17,2,6)
====================
17,2,8 (17,2,8)
Connected (17,2,8) -> (18,2,8)
Connected (17,2,8) -> (16,2,8)
Connected (17,2,8) -> (17,3,8)
Connected (17,2,8) -> (17,1,8)
Connected (17,2,8) -> (17,2,9)
Connected (17,2,8) -> (17,2,7)
====================
17,2,9 (17,2,9)
Connected (17,2,9) -> (18,2,9)
Connected (17,2,9) -> (16,2,9)
Connected (17,2,9) -> (17,3,9)
Connected (17,2,9) -> (17,1,9)
Connected (17,2,9) -> (17,2,10)
Connected (17,2,9) -> (17,2,8)
====================
17,2,10 (17,2,10)
Connected (17,2,10) -> (18,2,10)
Connected (17,2,10) -> (16,2,10)
Connected (17,2,10) -> (17,3,10)
Connected (17,2,10) -> (17,1,10)
Connected (17,2,10) -> (17,2,11)
Connected (17,2,10) -> (17,2,9)
====================
17,2,11 (17,2,11)
Connected (17,2,11) -> (18,2,11)
Connected (17,2,11) -> (16,2,11)
Connected (17,2,11) -> (17,3,11)
Connected (17,2,11) -> (17,1,11)
Connected (17,2,11) -> (17,2,12)
Connected (17,2,11) -> (17,2,10)
====================
17,2,12 (17,2,12)
Connected (17,2,12) -> (18,2,12)
Connected (17,2,12) -> (16,2,12)
Connected (17,2,12) -> (17,3,12)
Connected (17,2,12) -> (17,1,12)
Connected (17,2,12) -> (17,2,13)
Connected (17,2,12) -> (17,2,11)
====================
17,2,13 (17,2,13)
Connected (17,2,13) -> (18,2,13)
Connected (17,2,13) -> (16,2,13)
Connected (17,2,13) -> (17,3,13)
Connected (17,2,13) -> (17,1,13)
Connected (17,2,13) -> (17,2,14)
Connected (17,2,13) -> (17,2,12)
====================
17,2,14 (17,2,14)
Connected (17,2,14) -> (18,2,14)
Connected (17,2,14) -> (16,2,14)
Connected (17,2,14) -> (17,3,14)
Connected (17,2,14) -> (17,1,14)
Connected (17,2,14) -> (17,2,15)
Connected (17,2,14) -> (17,2,13)
====================
17,2,15 (17,2,15)
Connected (17,2,15) -> (18,2,15)
Connected (17,2,15) -> (16,2,15)
Connected (17,2,15) -> (17,3,15)
Connected (17,2,15) -> (17,1,15)
Connected (17,2,15) -> (17,2,16)
Connected (17,2,15) -> (17,2,14)
====================
17,2,16 (17,2,16)
Connected (17,2,16) -> (18,2,16)
Connected (17,2,16) -> (16,2,16)
Connected (17,2,16) -> (17,3,16)
Connected (17,2,16) -> (17,1,16)
Connected (17,2,16) -> (17,2,17)
Connected (17,2,16) -> (17,2,15)
====================
17,2,17 (17,2,17)
Connected (17,2,17) -> (18,2,17)
Connected (17,2,17) -> (16,2,17)
Connected (17,2,17) -> (17,3,17)
Connected (17,2,17) -> (17,1,17)
Connected (17,2,17) -> (17,2,18)
Connected (17,2,17) -> (17,2,16)
====================
17,2,18 (17,2,18)
Connected (17,2,18) -> (18,2,18)
Connected (17,2,18) -> (16,2,18)
Connected (17,2,18) -> (17,3,18)
Connected (17,2,18) -> (17,1,18)
Connected (17,2,18) -> (17,2,19)
Connected (17,2,18) -> (17,2,17)
====================
17,2,19 (17,2,19)
Connected (17,2,19) -> (18,2,19)
Connected (17,2,19) -> (16,2,19)
Connected (17,2,19) -> (17,3,19)
Connected (17,2,19) -> (17,1,19)
Connected (17,2,19) -> (17,2,20)
Connected (17,2,19) -> (17,2,18)
====================
17,2,20 (17,2,20)
Connected (17,2,20) -> (18,2,20)
Connected (17,2,20) -> (16,2,20)
Connected (17,2,20) -> (17,3,20)
Connected (17,2,20) -> (17,1,20)
Ignored (17,2,21) because it's out of bounds.
Connected (17,2,20) -> (17,2,19)
====================
17,3,-1 (17,3,-1)
Connected (17,3,-1) -> (18,3,-1)
Connected (17,3,-1) -> (16,3,-1)
Connected (17,3,-1) -> (17,4,-1)
Connected (17,3,-1) -> (17,2,-1)
Connected (17,3,-1) -> (17,3,0)
Ignored (17,3,-2) because it's out of bounds.
====================
17,3,0 (17,3,0)
Connected (17,3,0) -> (18,3,0)
Connected (17,3,0) -> (16,3,0)
Connected (17,3,0) -> (17,4,0)
Connected (17,3,0) -> (17,2,0)
Connected (17,3,0) -> (17,3,1)
Connected (17,3,0) -> (17,3,-1)
====================
17,3,1 (17,3,1)
Connected (17,3,1) -> (18,3,1)
Connected (17,3,1) -> (16,3,1)
Connected (17,3,1) -> (17,4,1)
Connected (17,3,1) -> (17,2,1)
Connected (17,3,1) -> (17,3,2)
Connected (17,3,1) -> (17,3,0)
====================
17,3,2 (17,3,2)
Connected (17,3,2) -> (18,3,2)
Connected (17,3,2) -> (16,3,2)
Connected (17,3,2) -> (17,4,2)
Connected (17,3,2) -> (17,2,2)
Connected (17,3,2) -> (17,3,3)
Connected (17,3,2) -> (17,3,1)
====================
17,3,3 (17,3,3)
Connected (17,3,3) -> (18,3,3)
Connected (17,3,3) -> (16,3,3)
Connected (17,3,3) -> (17,4,3)
Connected (17,3,3) -> (17,2,3)
Connected (17,3,3) -> (17,3,4)
Connected (17,3,3) -> (17,3,2)
====================
17,3,4 (17,3,4)
Connected (17,3,4) -> (18,3,4)
Connected (17,3,4) -> (16,3,4)
Connected (17,3,4) -> (17,4,4)
Connected (17,3,4) -> (17,2,4)
Connected (17,3,4) -> (17,3,5)
Connected (17,3,4) -> (17,3,3)
====================
17,3,5 (17,3,5)
Connected (17,3,5) -> (18,3,5)
Connected (17,3,5) -> (16,3,5)
Connected (17,3,5) -> (17,4,5)
Connected (17,3,5) -> (17,2,5)
Connected (17,3,5) -> (17,3,6)
Connected (17,3,5) -> (17,3,4)
====================
17,3,6 (17,3,6)
Connected (17,3,6) -> (18,3,6)
Connected (17,3,6) -> (16,3,6)
Connected (17,3,6) -> (17,4,6)
Connected (17,3,6) -> (17,2,6)
Connected (17,3,6) -> (17,3,7)
Connected (17,3,6) -> (17,3,5)
====================
17,3,7 (17,3,7)
Connected (17,3,7) -> (18,3,7)
Connected (17,3,7) -> (16,3,7)
Connected (17,3,7) -> (17,4,7)
Connected (17,3,7) -> (17,2,7)
Connected (17,3,7) -> (17,3,8)
Connected (17,3,7) -> (17,3,6)
====================
17,3,8 (17,3,8)
Connected (17,3,8) -> (18,3,8)
Connected (17,3,8) -> (16,3,8)
Connected (17,3,8) -> (17,4,8)
Connected (17,3,8) -> (17,2,8)
Connected (17,3,8) -> (17,3,9)
Connected (17,3,8) -> (17,3,7)
====================
17,3,9 (17,3,9)
Connected (17,3,9) -> (18,3,9)
Ignored (16,3,9) because a block exists there.
Ignored (17,4,9) because a block exists there.
Connected (17,3,9) -> (17,2,9)
Connected (17,3,9) -> (17,3,10)
Connected (17,3,9) -> (17,3,8)
====================
17,3,10 (17,3,10)
Connected (17,3,10) -> (18,3,10)
Ignored (16,3,10) because a block exists there.
Connected (17,3,10) -> (17,4,10)
Connected (17,3,10) -> (17,2,10)
Connected (17,3,10) -> (17,3,11)
Connected (17,3,10) -> (17,3,9)
====================
17,3,11 (17,3,11)
Connected (17,3,11) -> (18,3,11)
Connected (17,3,11) -> (16,3,11)
Ignored (17,4,11) because a block exists there.
Connected (17,3,11) -> (17,2,11)
Connected (17,3,11) -> (17,3,12)
Connected (17,3,11) -> (17,3,10)
====================
17,3,12 (17,3,12)
Connected (17,3,12) -> (18,3,12)
Connected (17,3,12) -> (16,3,12)
Connected (17,3,12) -> (17,4,12)
Connected (17,3,12) -> (17,2,12)
Connected (17,3,12) -> (17,3,13)
Connected (17,3,12) -> (17,3,11)
====================
17,3,13 (17,3,13)
Connected (17,3,13) -> (18,3,13)
Connected (17,3,13) -> (16,3,13)
Connected (17,3,13) -> (17,4,13)
Connected (17,3,13) -> (17,2,13)
Connected (17,3,13) -> (17,3,14)
Connected (17,3,13) -> (17,3,12)
====================
17,3,14 (17,3,14)
Connected (17,3,14) -> (18,3,14)
Connected (17,3,14) -> (16,3,14)
Connected (17,3,14) -> (17,4,14)
Connected (17,3,14) -> (17,2,14)
Connected (17,3,14) -> (17,3,15)
Connected (17,3,14) -> (17,3,13)
====================
17,3,15 (17,3,15)
Connected (17,3,15) -> (18,3,15)
Connected (17,3,15) -> (16,3,15)
Connected (17,3,15) -> (17,4,15)
Connected (17,3,15) -> (17,2,15)
Connected (17,3,15) -> (17,3,16)
Connected (17,3,15) -> (17,3,14)
====================
17,3,16 (17,3,16)
Connected (17,3,16) -> (18,3,16)
Connected (17,3,16) -> (16,3,16)
Connected (17,3,16) -> (17,4,16)
Connected (17,3,16) -> (17,2,16)
Connected (17,3,16) -> (17,3,17)
Connected (17,3,16) -> (17,3,15)
====================
17,3,17 (17,3,17)
Connected (17,3,17) -> (18,3,17)
Connected (17,3,17) -> (16,3,17)
Connected (17,3,17) -> (17,4,17)
Connected (17,3,17) -> (17,2,17)
Connected (17,3,17) -> (17,3,18)
Connected (17,3,17) -> (17,3,16)
====================
17,3,18 (17,3,18)
Connected (17,3,18) -> (18,3,18)
Connected (17,3,18) -> (16,3,18)
Connected (17,3,18) -> (17,4,18)
Connected (17,3,18) -> (17,2,18)
Connected (17,3,18) -> (17,3,19)
Connected (17,3,18) -> (17,3,17)
====================
17,3,19 (17,3,19)
Connected (17,3,19) -> (18,3,19)
Connected (17,3,19) -> (16,3,19)
Connected (17,3,19) -> (17,4,19)
Connected (17,3,19) -> (17,2,19)
Connected (17,3,19) -> (17,3,20)
Connected (17,3,19) -> (17,3,18)
====================
17,3,20 (17,3,20)
Connected (17,3,20) -> (18,3,20)
Connected (17,3,20) -> (16,3,20)
Connected (17,3,20) -> (17,4,20)
Connected (17,3,20) -> (17,2,20)
Ignored (17,3,21) because it's out of bounds.
Connected (17,3,20) -> (17,3,19)
====================
17,4,-1 (17,4,-1)
Connected (17,4,-1) -> (18,4,-1)
Connected (17,4,-1) -> (16,4,-1)
Connected (17,4,-1) -> (17,5,-1)
Connected (17,4,-1) -> (17,3,-1)
Connected (17,4,-1) -> (17,4,0)
Ignored (17,4,-2) because it's out of bounds.
====================
17,4,0 (17,4,0)
Connected (17,4,0) -> (18,4,0)
Connected (17,4,0) -> (16,4,0)
Connected (17,4,0) -> (17,5,0)
Connected (17,4,0) -> (17,3,0)
Connected (17,4,0) -> (17,4,1)
Connected (17,4,0) -> (17,4,-1)
====================
17,4,1 (17,4,1)
Connected (17,4,1) -> (18,4,1)
Connected (17,4,1) -> (16,4,1)
Connected (17,4,1) -> (17,5,1)
Connected (17,4,1) -> (17,3,1)
Connected (17,4,1) -> (17,4,2)
Connected (17,4,1) -> (17,4,0)
====================
17,4,2 (17,4,2)
Connected (17,4,2) -> (18,4,2)
Connected (17,4,2) -> (16,4,2)
Connected (17,4,2) -> (17,5,2)
Connected (17,4,2) -> (17,3,2)
Connected (17,4,2) -> (17,4,3)
Connected (17,4,2) -> (17,4,1)
====================
17,4,3 (17,4,3)
Connected (17,4,3) -> (18,4,3)
Connected (17,4,3) -> (16,4,3)
Connected (17,4,3) -> (17,5,3)
Connected (17,4,3) -> (17,3,3)
Connected (17,4,3) -> (17,4,4)
Connected (17,4,3) -> (17,4,2)
====================
17,4,4 (17,4,4)
Connected (17,4,4) -> (18,4,4)
Connected (17,4,4) -> (16,4,4)
Connected (17,4,4) -> (17,5,4)
Connected (17,4,4) -> (17,3,4)
Connected (17,4,4) -> (17,4,5)
Connected (17,4,4) -> (17,4,3)
====================
17,4,5 (17,4,5)
Connected (17,4,5) -> (18,4,5)
Connected (17,4,5) -> (16,4,5)
Connected (17,4,5) -> (17,5,5)
Connected (17,4,5) -> (17,3,5)
Connected (17,4,5) -> (17,4,6)
Connected (17,4,5) -> (17,4,4)
====================
17,4,6 (17,4,6)
Connected (17,4,6) -> (18,4,6)
Connected (17,4,6) -> (16,4,6)
Connected (17,4,6) -> (17,5,6)
Connected (17,4,6) -> (17,3,6)
Connected (17,4,6) -> (17,4,7)
Connected (17,4,6) -> (17,4,5)
====================
17,4,7 (17,4,7)
Connected (17,4,7) -> (18,4,7)
Ignored (16,4,7) because a block exists there.
Connected (17,4,7) -> (17,5,7)
Connected (17,4,7) -> (17,3,7)
Connected (17,4,7) -> (17,4,8)
Connected (17,4,7) -> (17,4,6)
====================
17,4,8 (17,4,8)
Connected (17,4,8) -> (18,4,8)
Ignored (16,4,8) because a block exists there.
Ignored (17,5,8) because a block exists there.
Connected (17,4,8) -> (17,3,8)
Ignored (17,4,9) because a block exists there.
Connected (17,4,8) -> (17,4,7)
====================
17,4,10 (17,4,10)
Connected (17,4,10) -> (18,4,10)
Ignored (16,4,10) because a block exists there.
Ignored (17,5,10) because a block exists there.
Connected (17,4,10) -> (17,3,10)
Ignored (17,4,11) because a block exists there.
Ignored (17,4,9) because a block exists there.
====================
17,4,12 (17,4,12)
Connected (17,4,12) -> (18,4,12)
Connected (17,4,12) -> (16,4,12)
Ignored (17,5,12) because a block exists there.
Connected (17,4,12) -> (17,3,12)
Connected (17,4,12) -> (17,4,13)
Ignored (17,4,11) because a block exists there.
====================
17,4,13 (17,4,13)
Connected (17,4,13) -> (18,4,13)
Connected (17,4,13) -> (16,4,13)
Connected (17,4,13) -> (17,5,13)
Connected (17,4,13) -> (17,3,13)
Connected (17,4,13) -> (17,4,14)
Connected (17,4,13) -> (17,4,12)
====================
17,4,14 (17,4,14)
Connected (17,4,14) -> (18,4,14)
Connected (17,4,14) -> (16,4,14)
Connected (17,4,14) -> (17,5,14)
Connected (17,4,14) -> (17,3,14)
Connected (17,4,14) -> (17,4,15)
Connected (17,4,14) -> (17,4,13)
====================
17,4,15 (17,4,15)
Connected (17,4,15) -> (18,4,15)
Connected (17,4,15) -> (16,4,15)
Connected (17,4,15) -> (17,5,15)
Connected (17,4,15) -> (17,3,15)
Connected (17,4,15) -> (17,4,16)
Connected (17,4,15) -> (17,4,14)
====================
17,4,16 (17,4,16)
Connected (17,4,16) -> (18,4,16)
Connected (17,4,16) -> (16,4,16)
Connected (17,4,16) -> (17,5,16)
Connected (17,4,16) -> (17,3,16)
Connected (17,4,16) -> (17,4,17)
Connected (17,4,16) -> (17,4,15)
====================
17,4,17 (17,4,17)
Connected (17,4,17) -> (18,4,17)
Connected (17,4,17) -> (16,4,17)
Connected (17,4,17) -> (17,5,17)
Connected (17,4,17) -> (17,3,17)
Connected (17,4,17) -> (17,4,18)
Connected (17,4,17) -> (17,4,16)
====================
17,4,18 (17,4,18)
Connected (17,4,18) -> (18,4,18)
Connected (17,4,18) -> (16,4,18)
Connected (17,4,18) -> (17,5,18)
Connected (17,4,18) -> (17,3,18)
Connected (17,4,18) -> (17,4,19)
Connected (17,4,18) -> (17,4,17)
====================
17,4,19 (17,4,19)
Connected (17,4,19) -> (18,4,19)
Connected (17,4,19) -> (16,4,19)
Connected (17,4,19) -> (17,5,19)
Connected (17,4,19) -> (17,3,19)
Connected (17,4,19) -> (17,4,20)
Connected (17,4,19) -> (17,4,18)
====================
17,4,20 (17,4,20)
Connected (17,4,20) -> (18,4,20)
Connected (17,4,20) -> (16,4,20)
Connected (17,4,20) -> (17,5,20)
Connected (17,4,20) -> (17,3,20)
Ignored (17,4,21) because it's out of bounds.
Connected (17,4,20) -> (17,4,19)
====================
17,5,-1 (17,5,-1)
Connected (17,5,-1) -> (18,5,-1)
Connected (17,5,-1) -> (16,5,-1)
Connected (17,5,-1) -> (17,6,-1)
Connected (17,5,-1) -> (17,4,-1)
Connected (17,5,-1) -> (17,5,0)
Ignored (17,5,-2) because it's out of bounds.
====================
17,5,0 (17,5,0)
Connected (17,5,0) -> (18,5,0)
Connected (17,5,0) -> (16,5,0)
Connected (17,5,0) -> (17,6,0)
Connected (17,5,0) -> (17,4,0)
Connected (17,5,0) -> (17,5,1)
Connected (17,5,0) -> (17,5,-1)
====================
17,5,1 (17,5,1)
Connected (17,5,1) -> (18,5,1)
Connected (17,5,1) -> (16,5,1)
Connected (17,5,1) -> (17,6,1)
Connected (17,5,1) -> (17,4,1)
Connected (17,5,1) -> (17,5,2)
Connected (17,5,1) -> (17,5,0)
====================
17,5,2 (17,5,2)
Connected (17,5,2) -> (18,5,2)
Connected (17,5,2) -> (16,5,2)
Connected (17,5,2) -> (17,6,2)
Connected (17,5,2) -> (17,4,2)
Connected (17,5,2) -> (17,5,3)
Connected (17,5,2) -> (17,5,1)
====================
17,5,3 (17,5,3)
Connected (17,5,3) -> (18,5,3)
Connected (17,5,3) -> (16,5,3)
Connected (17,5,3) -> (17,6,3)
Connected (17,5,3) -> (17,4,3)
Connected (17,5,3) -> (17,5,4)
Connected (17,5,3) -> (17,5,2)
====================
17,5,4 (17,5,4)
Connected (17,5,4) -> (18,5,4)
Connected (17,5,4) -> (16,5,4)
Connected (17,5,4) -> (17,6,4)
Connected (17,5,4) -> (17,4,4)
Connected (17,5,4) -> (17,5,5)
Connected (17,5,4) -> (17,5,3)
====================
17,5,5 (17,5,5)
Connected (17,5,5) -> (18,5,5)
Ignored (16,5,5) because a block exists there.
Ignored (17,6,5) because a block exists there.
Connected (17,5,5) -> (17,4,5)
Connected (17,5,5) -> (17,5,6)
Connected (17,5,5) -> (17,5,4)
====================
17,5,6 (17,5,6)
Connected (17,5,6) -> (18,5,6)
Connected (17,5,6) -> (16,5,6)
Ignored (17,6,6) because a block exists there.
Connected (17,5,6) -> (17,4,6)
Connected (17,5,6) -> (17,5,7)
Connected (17,5,6) -> (17,5,5)
====================
17,5,7 (17,5,7)
Connected (17,5,7) -> (18,5,7)
Ignored (16,5,7) because a block exists there.
Ignored (17,6,7) because a block exists there.
Connected (17,5,7) -> (17,4,7)
Ignored (17,5,8) because a block exists there.
Connected (17,5,7) -> (17,5,6)
====================
17,5,11 (17,5,11)
Ignored (18,5,11) because a block exists there.
Ignored (16,5,11) because a block exists there.
Ignored (17,6,11) because a block exists there.
Ignored (17,4,11) because a block exists there.
Ignored (17,5,12) because a block exists there.
Ignored (17,5,10) because a block exists there.
====================
17,5,13 (17,5,13)
Connected (17,5,13) -> (18,5,13)
Ignored (16,5,13) because a block exists there.
Connected (17,5,13) -> (17,6,13)
Connected (17,5,13) -> (17,4,13)
Connected (17,5,13) -> (17,5,14)
Ignored (17,5,12) because a block exists there.
====================
17,5,14 (17,5,14)
Connected (17,5,14) -> (18,5,14)
Connected (17,5,14) -> (16,5,14)
Connected (17,5,14) -> (17,6,14)
Connected (17,5,14) -> (17,4,14)
Connected (17,5,14) -> (17,5,15)
Connected (17,5,14) -> (17,5,13)
====================
17,5,15 (17,5,15)
Connected (17,5,15) -> (18,5,15)
Connected (17,5,15) -> (16,5,15)
Connected (17,5,15) -> (17,6,15)
Connected (17,5,15) -> (17,4,15)
Connected (17,5,15) -> (17,5,16)
Connected (17,5,15) -> (17,5,14)
====================
17,5,16 (17,5,16)
Connected (17,5,16) -> (18,5,16)
Connected (17,5,16) -> (16,5,16)
Connected (17,5,16) -> (17,6,16)
Connected (17,5,16) -> (17,4,16)
Connected (17,5,16) -> (17,5,17)
Connected (17,5,16) -> (17,5,15)
====================
17,5,17 (17,5,17)
Connected (17,5,17) -> (18,5,17)
Connected (17,5,17) -> (16,5,17)
Connected (17,5,17) -> (17,6,17)
Connected (17,5,17) -> (17,4,17)
Connected (17,5,17) -> (17,5,18)
Connected (17,5,17) -> (17,5,16)
====================
17,5,18 (17,5,18)
Connected (17,5,18) -> (18,5,18)
Connected (17,5,18) -> (16,5,18)
Connected (17,5,18) -> (17,6,18)
Connected (17,5,18) -> (17,4,18)
Connected (17,5,18) -> (17,5,19)
Connected (17,5,18) -> (17,5,17)
====================
17,5,19 (17,5,19)
Connected (17,5,19) -> (18,5,19)
Connected (17,5,19) -> (16,5,19)
Connected (17,5,19) -> (17,6,19)
Connected (17,5,19) -> (17,4,19)
Connected (17,5,19) -> (17,5,20)
Connected (17,5,19) -> (17,5,18)
====================
17,5,20 (17,5,20)
Connected (17,5,20) -> (18,5,20)
Connected (17,5,20) -> (16,5,20)
Connected (17,5,20) -> (17,6,20)
Connected (17,5,20) -> (17,4,20)
Ignored (17,5,21) because it's out of bounds.
Connected (17,5,20) -> (17,5,19)
====================
17,6,-1 (17,6,-1)
Connected (17,6,-1) -> (18,6,-1)
Connected (17,6,-1) -> (16,6,-1)
Connected (17,6,-1) -> (17,7,-1)
Connected (17,6,-1) -> (17,5,-1)
Connected (17,6,-1) -> (17,6,0)
Ignored (17,6,-2) because it's out of bounds.
====================
17,6,0 (17,6,0)
Connected (17,6,0) -> (18,6,0)
Connected (17,6,0) -> (16,6,0)
Connected (17,6,0) -> (17,7,0)
Connected (17,6,0) -> (17,5,0)
Connected (17,6,0) -> (17,6,1)
Connected (17,6,0) -> (17,6,-1)
====================
17,6,1 (17,6,1)
Connected (17,6,1) -> (18,6,1)
Connected (17,6,1) -> (16,6,1)
Connected (17,6,1) -> (17,7,1)
Connected (17,6,1) -> (17,5,1)
Connected (17,6,1) -> (17,6,2)
Connected (17,6,1) -> (17,6,0)
====================
17,6,2 (17,6,2)
Connected (17,6,2) -> (18,6,2)
Connected (17,6,2) -> (16,6,2)
Connected (17,6,2) -> (17,7,2)
Connected (17,6,2) -> (17,5,2)
Connected (17,6,2) -> (17,6,3)
Connected (17,6,2) -> (17,6,1)
====================
17,6,3 (17,6,3)
Connected (17,6,3) -> (18,6,3)
Connected (17,6,3) -> (16,6,3)
Connected (17,6,3) -> (17,7,3)
Connected (17,6,3) -> (17,5,3)
Connected (17,6,3) -> (17,6,4)
Connected (17,6,3) -> (17,6,2)
====================
17,6,4 (17,6,4)
Connected (17,6,4) -> (18,6,4)
Ignored (16,6,4) because a block exists there.
Connected (17,6,4) -> (17,7,4)
Connected (17,6,4) -> (17,5,4)
Ignored (17,6,5) because a block exists there.
Connected (17,6,4) -> (17,6,3)
====================
17,6,13 (17,6,13)
Connected (17,6,13) -> (18,6,13)
Ignored (16,6,13) because a block exists there.
Ignored (17,7,13) because a block exists there.
Connected (17,6,13) -> (17,5,13)
Connected (17,6,13) -> (17,6,14)
Ignored (17,6,12) because a block exists there.
====================
17,6,14 (17,6,14)
Connected (17,6,14) -> (18,6,14)
Connected (17,6,14) -> (16,6,14)
Connected (17,6,14) -> (17,7,14)
Connected (17,6,14) -> (17,5,14)
Connected (17,6,14) -> (17,6,15)
Connected (17,6,14) -> (17,6,13)
====================
17,6,15 (17,6,15)
Connected (17,6,15) -> (18,6,15)
Connected (17,6,15) -> (16,6,15)
Connected (17,6,15) -> (17,7,15)
Connected (17,6,15) -> (17,5,15)
Connected (17,6,15) -> (17,6,16)
Connected (17,6,15) -> (17,6,14)
====================
17,6,16 (17,6,16)
Connected (17,6,16) -> (18,6,16)
Connected (17,6,16) -> (16,6,16)
Connected (17,6,16) -> (17,7,16)
Connected (17,6,16) -> (17,5,16)
Connected (17,6,16) -> (17,6,17)
Connected (17,6,16) -> (17,6,15)
====================
17,6,17 (17,6,17)
Connected (17,6,17) -> (18,6,17)
Connected (17,6,17) -> (16,6,17)
Connected (17,6,17) -> (17,7,17)
Connected (17,6,17) -> (17,5,17)
Connected (17,6,17) -> (17,6,18)
Connected (17,6,17) -> (17,6,16)
====================
17,6,18 (17,6,18)
Connected (17,6,18) -> (18,6,18)
Connected (17,6,18) -> (16,6,18)
Connected (17,6,18) -> (17,7,18)
Connected (17,6,18) -> (17,5,18)
Connected (17,6,18) -> (17,6,19)
Connected (17,6,18) -> (17,6,17)
====================
17,6,19 (17,6,19)
Connected (17,6,19) -> (18,6,19)
Connected (17,6,19) -> (16,6,19)
Connected (17,6,19) -> (17,7,19)
Connected (17,6,19) -> (17,5,19)
Connected (17,6,19) -> (17,6,20)
Connected (17,6,19) -> (17,6,18)
====================
17,6,20 (17,6,20)
Connected (17,6,20) -> (18,6,20)
Connected (17,6,20) -> (16,6,20)
Connected (17,6,20) -> (17,7,20)
Connected (17,6,20) -> (17,5,20)
Ignored (17,6,21) because it's out of bounds.
Connected (17,6,20) -> (17,6,19)
====================
17,7,-1 (17,7,-1)
Connected (17,7,-1) -> (18,7,-1)
Connected (17,7,-1) -> (16,7,-1)
Connected (17,7,-1) -> (17,8,-1)
Connected (17,7,-1) -> (17,6,-1)
Connected (17,7,-1) -> (17,7,0)
Ignored (17,7,-2) because it's out of bounds.
====================
17,7,0 (17,7,0)
Connected (17,7,0) -> (18,7,0)
Connected (17,7,0) -> (16,7,0)
Connected (17,7,0) -> (17,8,0)
Connected (17,7,0) -> (17,6,0)
Connected (17,7,0) -> (17,7,1)
Connected (17,7,0) -> (17,7,-1)
====================
17,7,1 (17,7,1)
Connected (17,7,1) -> (18,7,1)
Connected (17,7,1) -> (16,7,1)
Connected (17,7,1) -> (17,8,1)
Connected (17,7,1) -> (17,6,1)
Connected (17,7,1) -> (17,7,2)
Connected (17,7,1) -> (17,7,0)
====================
17,7,2 (17,7,2)
Connected (17,7,2) -> (18,7,2)
Connected (17,7,2) -> (16,7,2)
Connected (17,7,2) -> (17,8,2)
Connected (17,7,2) -> (17,6,2)
Connected (17,7,2) -> (17,7,3)
Connected (17,7,2) -> (17,7,1)
====================
17,7,3 (17,7,3)
Connected (17,7,3) -> (18,7,3)
Connected (17,7,3) -> (16,7,3)
Connected (17,7,3) -> (17,8,3)
Connected (17,7,3) -> (17,6,3)
Connected (17,7,3) -> (17,7,4)
Connected (17,7,3) -> (17,7,2)
====================
17,7,4 (17,7,4)
Connected (17,7,4) -> (18,7,4)
Ignored (16,7,4) because a block exists there.
Connected (17,7,4) -> (17,8,4)
Connected (17,7,4) -> (17,6,4)
Connected (17,7,4) -> (17,7,5)
Connected (17,7,4) -> (17,7,3)
====================
17,7,5 (17,7,5)
Connected (17,7,5) -> (18,7,5)
Ignored (16,7,5) because a block exists there.
Ignored (17,8,5) because a block exists there.
Ignored (17,6,5) because a block exists there.
Ignored (17,7,6) because a block exists there.
Connected (17,7,5) -> (17,7,4)
====================
17,7,14 (17,7,14)
Connected (17,7,14) -> (18,7,14)
Ignored (16,7,14) because a block exists there.
Connected (17,7,14) -> (17,8,14)
Connected (17,7,14) -> (17,6,14)
Connected (17,7,14) -> (17,7,15)
Ignored (17,7,13) because a block exists there.
====================
17,7,15 (17,7,15)
Connected (17,7,15) -> (18,7,15)
Ignored (16,7,15) because a block exists there.
Connected (17,7,15) -> (17,8,15)
Connected (17,7,15) -> (17,6,15)
Connected (17,7,15) -> (17,7,16)
Connected (17,7,15) -> (17,7,14)
====================
17,7,16 (17,7,16)
Connected (17,7,16) -> (18,7,16)
Connected (17,7,16) -> (16,7,16)
Connected (17,7,16) -> (17,8,16)
Connected (17,7,16) -> (17,6,16)
Connected (17,7,16) -> (17,7,17)
Connected (17,7,16) -> (17,7,15)
====================
17,7,17 (17,7,17)
Connected (17,7,17) -> (18,7,17)
Connected (17,7,17) -> (16,7,17)
Connected (17,7,17) -> (17,8,17)
Connected (17,7,17) -> (17,6,17)
Connected (17,7,17) -> (17,7,18)
Connected (17,7,17) -> (17,7,16)
====================
17,7,18 (17,7,18)
Connected (17,7,18) -> (18,7,18)
Connected (17,7,18) -> (16,7,18)
Connected (17,7,18) -> (17,8,18)
Connected (17,7,18) -> (17,6,18)
Connected (17,7,18) -> (17,7,19)
Connected (17,7,18) -> (17,7,17)
====================
17,7,19 (17,7,19)
Connected (17,7,19) -> (18,7,19)
Connected (17,7,19) -> (16,7,19)
Connected (17,7,19) -> (17,8,19)
Connected (17,7,19) -> (17,6,19)
Connected (17,7,19) -> (17,7,20)
Connected (17,7,19) -> (17,7,18)
====================
17,7,20 (17,7,20)
Connected (17,7,20) -> (18,7,20)
Connected (17,7,20) -> (16,7,20)
Connected (17,7,20) -> (17,8,20)
Connected (17,7,20) -> (17,6,20)
Ignored (17,7,21) because it's out of bounds.
Connected (17,7,20) -> (17,7,19)
====================
17,8,-1 (17,8,-1)
Connected (17,8,-1) -> (18,8,-1)
Connected (17,8,-1) -> (16,8,-1)
Connected (17,8,-1) -> (17,9,-1)
Connected (17,8,-1) -> (17,7,-1)
Connected (17,8,-1) -> (17,8,0)
Ignored (17,8,-2) because it's out of bounds.
====================
17,8,0 (17,8,0)
Connected (17,8,0) -> (18,8,0)
Connected (17,8,0) -> (16,8,0)
Connected (17,8,0) -> (17,9,0)
Connected (17,8,0) -> (17,7,0)
Connected (17,8,0) -> (17,8,1)
Connected (17,8,0) -> (17,8,-1)
====================
17,8,1 (17,8,1)
Connected (17,8,1) -> (18,8,1)
Connected (17,8,1) -> (16,8,1)
Connected (17,8,1) -> (17,9,1)
Connected (17,8,1) -> (17,7,1)
Connected (17,8,1) -> (17,8,2)
Connected (17,8,1) -> (17,8,0)
====================
17,8,2 (17,8,2)
Connected (17,8,2) -> (18,8,2)
Connected (17,8,2) -> (16,8,2)
Connected (17,8,2) -> (17,9,2)
Connected (17,8,2) -> (17,7,2)
Connected (17,8,2) -> (17,8,3)
Connected (17,8,2) -> (17,8,1)
====================
17,8,3 (17,8,3)
Connected (17,8,3) -> (18,8,3)
Connected (17,8,3) -> (16,8,3)
Connected (17,8,3) -> (17,9,3)
Connected (17,8,3) -> (17,7,3)
Connected (17,8,3) -> (17,8,4)
Connected (17,8,3) -> (17,8,2)
====================
17,8,4 (17,8,4)
Connected (17,8,4) -> (18,8,4)
Ignored (16,8,4) because a block exists there.
Connected (17,8,4) -> (17,9,4)
Connected (17,8,4) -> (17,7,4)
Ignored (17,8,5) because a block exists there.
Connected (17,8,4) -> (17,8,3)
====================
17,8,14 (17,8,14)
Connected (17,8,14) -> (18,8,14)
Ignored (16,8,14) because a block exists there.
Ignored (17,9,14) because a block exists there.
Connected (17,8,14) -> (17,7,14)
Connected (17,8,14) -> (17,8,15)
Ignored (17,8,13) because a block exists there.
====================
17,8,15 (17,8,15)
Connected (17,8,15) -> (18,8,15)
Ignored (16,8,15) because a block exists there.
Ignored (17,9,15) because a block exists there.
Connected (17,8,15) -> (17,7,15)
Connected (17,8,15) -> (17,8,16)
Connected (17,8,15) -> (17,8,14)
====================
17,8,16 (17,8,16)
Connected (17,8,16) -> (18,8,16)
Connected (17,8,16) -> (16,8,16)
Connected (17,8,16) -> (17,9,16)
Connected (17,8,16) -> (17,7,16)
Connected (17,8,16) -> (17,8,17)
Connected (17,8,16) -> (17,8,15)
====================
17,8,17 (17,8,17)
Connected (17,8,17) -> (18,8,17)
Connected (17,8,17) -> (16,8,17)
Connected (17,8,17) -> (17,9,17)
Connected (17,8,17) -> (17,7,17)
Connected (17,8,17) -> (17,8,18)
Connected (17,8,17) -> (17,8,16)
====================
17,8,18 (17,8,18)
Connected (17,8,18) -> (18,8,18)
Connected (17,8,18) -> (16,8,18)
Connected (17,8,18) -> (17,9,18)
Connected (17,8,18) -> (17,7,18)
Connected (17,8,18) -> (17,8,19)
Connected (17,8,18) -> (17,8,17)
====================
17,8,19 (17,8,19)
Connected (17,8,19) -> (18,8,19)
Connected (17,8,19) -> (16,8,19)
Connected (17,8,19) -> (17,9,19)
Connected (17,8,19) -> (17,7,19)
Connected (17,8,19) -> (17,8,20)
Connected (17,8,19) -> (17,8,18)
====================
17,8,20 (17,8,20)
Connected (17,8,20) -> (18,8,20)
Connected (17,8,20) -> (16,8,20)
Connected (17,8,20) -> (17,9,20)
Connected (17,8,20) -> (17,7,20)
Ignored (17,8,21) because it's out of bounds.
Connected (17,8,20) -> (17,8,19)
====================
17,9,-1 (17,9,-1)
Connected (17,9,-1) -> (18,9,-1)
Connected (17,9,-1) -> (16,9,-1)
Connected (17,9,-1) -> (17,10,-1)
Connected (17,9,-1) -> (17,8,-1)
Connected (17,9,-1) -> (17,9,0)
Ignored (17,9,-2) because it's out of bounds.
====================
17,9,0 (17,9,0)
Connected (17,9,0) -> (18,9,0)
Connected (17,9,0) -> (16,9,0)
Connected (17,9,0) -> (17,10,0)
Connected (17,9,0) -> (17,8,0)
Connected (17,9,0) -> (17,9,1)
Connected (17,9,0) -> (17,9,-1)
====================
17,9,1 (17,9,1)
Connected (17,9,1) -> (18,9,1)
Connected (17,9,1) -> (16,9,1)
Connected (17,9,1) -> (17,10,1)
Connected (17,9,1) -> (17,8,1)
Connected (17,9,1) -> (17,9,2)
Connected (17,9,1) -> (17,9,0)
====================
17,9,2 (17,9,2)
Connected (17,9,2) -> (18,9,2)
Connected (17,9,2) -> (16,9,2)
Connected (17,9,2) -> (17,10,2)
Connected (17,9,2) -> (17,8,2)
Connected (17,9,2) -> (17,9,3)
Connected (17,9,2) -> (17,9,1)
====================
17,9,3 (17,9,3)
Connected (17,9,3) -> (18,9,3)
Ignored (16,9,3) because a block exists there.
Connected (17,9,3) -> (17,10,3)
Connected (17,9,3) -> (17,8,3)
Connected (17,9,3) -> (17,9,4)
Connected (17,9,3) -> (17,9,2)
====================
17,9,4 (17,9,4)
Connected (17,9,4) -> (18,9,4)
Ignored (16,9,4) because a block exists there.
Connected (17,9,4) -> (17,10,4)
Connected (17,9,4) -> (17,8,4)
Ignored (17,9,5) because a block exists there.
Connected (17,9,4) -> (17,9,3)
====================
17,9,16 (17,9,16)
Connected (17,9,16) -> (18,9,16)
Connected (17,9,16) -> (16,9,16)
Connected (17,9,16) -> (17,10,16)
Connected (17,9,16) -> (17,8,16)
Connected (17,9,16) -> (17,9,17)
Ignored (17,9,15) because a block exists there.
====================
17,9,17 (17,9,17)
Connected (17,9,17) -> (18,9,17)
Connected (17,9,17) -> (16,9,17)
Connected (17,9,17) -> (17,10,17)
Connected (17,9,17) -> (17,8,17)
Connected (17,9,17) -> (17,9,18)
Connected (17,9,17) -> (17,9,16)
====================
17,9,18 (17,9,18)
Connected (17,9,18) -> (18,9,18)
Connected (17,9,18) -> (16,9,18)
Connected (17,9,18) -> (17,10,18)
Connected (17,9,18) -> (17,8,18)
Connected (17,9,18) -> (17,9,19)
Connected (17,9,18) -> (17,9,17)
====================
17,9,19 (17,9,19)
Connected (17,9,19) -> (18,9,19)
Connected (17,9,19) -> (16,9,19)
Connected (17,9,19) -> (17,10,19)
Connected (17,9,19) -> (17,8,19)
Connected (17,9,19) -> (17,9,20)
Connected (17,9,19) -> (17,9,18)
====================
17,9,20 (17,9,20)
Connected (17,9,20) -> (18,9,20)
Connected (17,9,20) -> (16,9,20)
Connected (17,9,20) -> (17,10,20)
Connected (17,9,20) -> (17,8,20)
Ignored (17,9,21) because it's out of bounds.
Connected (17,9,20) -> (17,9,19)
====================
17,10,-1 (17,10,-1)
Connected (17,10,-1) -> (18,10,-1)
Connected (17,10,-1) -> (16,10,-1)
Connected (17,10,-1) -> (17,11,-1)
Connected (17,10,-1) -> (17,9,-1)
Connected (17,10,-1) -> (17,10,0)
Ignored (17,10,-2) because it's out of bounds.
====================
17,10,0 (17,10,0)
Connected (17,10,0) -> (18,10,0)
Connected (17,10,0) -> (16,10,0)
Connected (17,10,0) -> (17,11,0)
Connected (17,10,0) -> (17,9,0)
Connected (17,10,0) -> (17,10,1)
Connected (17,10,0) -> (17,10,-1)
====================
17,10,1 (17,10,1)
Connected (17,10,1) -> (18,10,1)
Connected (17,10,1) -> (16,10,1)
Connected (17,10,1) -> (17,11,1)
Connected (17,10,1) -> (17,9,1)
Connected (17,10,1) -> (17,10,2)
Connected (17,10,1) -> (17,10,0)
====================
17,10,2 (17,10,2)
Connected (17,10,2) -> (18,10,2)
Connected (17,10,2) -> (16,10,2)
Connected (17,10,2) -> (17,11,2)
Connected (17,10,2) -> (17,9,2)
Connected (17,10,2) -> (17,10,3)
Connected (17,10,2) -> (17,10,1)
====================
17,10,3 (17,10,3)
Connected (17,10,3) -> (18,10,3)
Connected (17,10,3) -> (16,10,3)
Connected (17,10,3) -> (17,11,3)
Connected (17,10,3) -> (17,9,3)
Connected (17,10,3) -> (17,10,4)
Connected (17,10,3) -> (17,10,2)
====================
17,10,4 (17,10,4)
Connected (17,10,4) -> (18,10,4)
Ignored (16,10,4) because a block exists there.
Connected (17,10,4) -> (17,11,4)
Connected (17,10,4) -> (17,9,4)
Ignored (17,10,5) because a block exists there.
Connected (17,10,4) -> (17,10,3)
====================
17,10,13 (17,10,13)
Connected (17,10,13) -> (18,10,13)
Ignored (16,10,13) because a block exists there.
Ignored (17,11,13) because a block exists there.
Ignored (17,9,13) because a block exists there.
Ignored (17,10,14) because a block exists there.
Ignored (17,10,12) because a block exists there.
====================
17,10,15 (17,10,15)
Connected (17,10,15) -> (18,10,15)
Ignored (16,10,15) because a block exists there.
Connected (17,10,15) -> (17,11,15)
Ignored (17,9,15) because a block exists there.
Connected (17,10,15) -> (17,10,16)
Ignored (17,10,14) because a block exists there.
====================
17,10,16 (17,10,16)
Connected (17,10,16) -> (18,10,16)
Connected (17,10,16) -> (16,10,16)
Connected (17,10,16) -> (17,11,16)
Connected (17,10,16) -> (17,9,16)
Connected (17,10,16) -> (17,10,17)
Connected (17,10,16) -> (17,10,15)
====================
17,10,17 (17,10,17)
Connected (17,10,17) -> (18,10,17)
Connected (17,10,17) -> (16,10,17)
Connected (17,10,17) -> (17,11,17)
Connected (17,10,17) -> (17,9,17)
Connected (17,10,17) -> (17,10,18)
Connected (17,10,17) -> (17,10,16)
====================
17,10,18 (17,10,18)
Connected (17,10,18) -> (18,10,18)
Connected (17,10,18) -> (16,10,18)
Connected (17,10,18) -> (17,11,18)
Connected (17,10,18) -> (17,9,18)
Connected (17,10,18) -> (17,10,19)
Connected (17,10,18) -> (17,10,17)
====================
17,10,19 (17,10,19)
Connected (17,10,19) -> (18,10,19)
Connected (17,10,19) -> (16,10,19)
Connected (17,10,19) -> (17,11,19)
Connected (17,10,19) -> (17,9,19)
Connected (17,10,19) -> (17,10,20)
Connected (17,10,19) -> (17,10,18)
====================
17,10,20 (17,10,20)
Connected (17,10,20) -> (18,10,20)
Connected (17,10,20) -> (16,10,20)
Connected (17,10,20) -> (17,11,20)
Connected (17,10,20) -> (17,9,20)
Ignored (17,10,21) because it's out of bounds.
Connected (17,10,20) -> (17,10,19)
====================
17,11,-1 (17,11,-1)
Connected (17,11,-1) -> (18,11,-1)
Connected (17,11,-1) -> (16,11,-1)
Connected (17,11,-1) -> (17,12,-1)
Connected (17,11,-1) -> (17,10,-1)
Connected (17,11,-1) -> (17,11,0)
Ignored (17,11,-2) because it's out of bounds.
====================
17,11,0 (17,11,0)
Connected (17,11,0) -> (18,11,0)
Connected (17,11,0) -> (16,11,0)
Connected (17,11,0) -> (17,12,0)
Connected (17,11,0) -> (17,10,0)
Connected (17,11,0) -> (17,11,1)
Connected (17,11,0) -> (17,11,-1)
====================
17,11,1 (17,11,1)
Connected (17,11,1) -> (18,11,1)
Connected (17,11,1) -> (16,11,1)
Connected (17,11,1) -> (17,12,1)
Connected (17,11,1) -> (17,10,1)
Connected (17,11,1) -> (17,11,2)
Connected (17,11,1) -> (17,11,0)
====================
17,11,2 (17,11,2)
Connected (17,11,2) -> (18,11,2)
Connected (17,11,2) -> (16,11,2)
Connected (17,11,2) -> (17,12,2)
Connected (17,11,2) -> (17,10,2)
Connected (17,11,2) -> (17,11,3)
Connected (17,11,2) -> (17,11,1)
====================
17,11,3 (17,11,3)
Connected (17,11,3) -> (18,11,3)
Connected (17,11,3) -> (16,11,3)
Connected (17,11,3) -> (17,12,3)
Connected (17,11,3) -> (17,10,3)
Connected (17,11,3) -> (17,11,4)
Connected (17,11,3) -> (17,11,2)
====================
17,11,4 (17,11,4)
Connected (17,11,4) -> (18,11,4)
Ignored (16,11,4) because a block exists there.
Ignored (17,12,4) because a block exists there.
Connected (17,11,4) -> (17,10,4)
Connected (17,11,4) -> (17,11,5)
Connected (17,11,4) -> (17,11,3)
====================
17,11,5 (17,11,5)
Connected (17,11,5) -> (18,11,5)
Ignored (16,11,5) because a block exists there.
Ignored (17,12,5) because a block exists there.
Ignored (17,10,5) because a block exists there.
Ignored (17,11,6) because a block exists there.
Connected (17,11,5) -> (17,11,4)
====================
17,11,15 (17,11,15)
Connected (17,11,15) -> (18,11,15)
Ignored (16,11,15) because a block exists there.
Connected (17,11,15) -> (17,12,15)
Connected (17,11,15) -> (17,10,15)
Connected (17,11,15) -> (17,11,16)
Ignored (17,11,14) because a block exists there.
====================
17,11,16 (17,11,16)
Connected (17,11,16) -> (18,11,16)
Connected (17,11,16) -> (16,11,16)
Connected (17,11,16) -> (17,12,16)
Connected (17,11,16) -> (17,10,16)
Connected (17,11,16) -> (17,11,17)
Connected (17,11,16) -> (17,11,15)
====================
17,11,17 (17,11,17)
Connected (17,11,17) -> (18,11,17)
Connected (17,11,17) -> (16,11,17)
Connected (17,11,17) -> (17,12,17)
Connected (17,11,17) -> (17,10,17)
Connected (17,11,17) -> (17,11,18)
Connected (17,11,17) -> (17,11,16)
====================
17,11,18 (17,11,18)
Connected (17,11,18) -> (18,11,18)
Connected (17,11,18) -> (16,11,18)
Connected (17,11,18) -> (17,12,18)
Connected (17,11,18) -> (17,10,18)
Connected (17,11,18) -> (17,11,19)
Connected (17,11,18) -> (17,11,17)
====================
17,11,19 (17,11,19)
Connected (17,11,19) -> (18,11,19)
Connected (17,11,19) -> (16,11,19)
Connected (17,11,19) -> (17,12,19)
Connected (17,11,19) -> (17,10,19)
Connected (17,11,19) -> (17,11,20)
Connected (17,11,19) -> (17,11,18)
====================
17,11,20 (17,11,20)
Connected (17,11,20) -> (18,11,20)
Connected (17,11,20) -> (16,11,20)
Connected (17,11,20) -> (17,12,20)
Connected (17,11,20) -> (17,10,20)
Ignored (17,11,21) because it's out of bounds.
Connected (17,11,20) -> (17,11,19)
====================
17,12,-1 (17,12,-1)
Connected (17,12,-1) -> (18,12,-1)
Connected (17,12,-1) -> (16,12,-1)
Connected (17,12,-1) -> (17,13,-1)
Connected (17,12,-1) -> (17,11,-1)
Connected (17,12,-1) -> (17,12,0)
Ignored (17,12,-2) because it's out of bounds.
====================
17,12,0 (17,12,0)
Connected (17,12,0) -> (18,12,0)
Connected (17,12,0) -> (16,12,0)
Connected (17,12,0) -> (17,13,0)
Connected (17,12,0) -> (17,11,0)
Connected (17,12,0) -> (17,12,1)
Connected (17,12,0) -> (17,12,-1)
====================
17,12,1 (17,12,1)
Connected (17,12,1) -> (18,12,1)
Connected (17,12,1) -> (16,12,1)
Connected (17,12,1) -> (17,13,1)
Connected (17,12,1) -> (17,11,1)
Connected (17,12,1) -> (17,12,2)
Connected (17,12,1) -> (17,12,0)
====================
17,12,2 (17,12,2)
Connected (17,12,2) -> (18,12,2)
Connected (17,12,2) -> (16,12,2)
Connected (17,12,2) -> (17,13,2)
Connected (17,12,2) -> (17,11,2)
Connected (17,12,2) -> (17,12,3)
Connected (17,12,2) -> (17,12,1)
====================
17,12,3 (17,12,3)
Connected (17,12,3) -> (18,12,3)
Connected (17,12,3) -> (16,12,3)
Connected (17,12,3) -> (17,13,3)
Connected (17,12,3) -> (17,11,3)
Ignored (17,12,4) because a block exists there.
Connected (17,12,3) -> (17,12,2)
====================
17,12,14 (17,12,14)
Connected (17,12,14) -> (18,12,14)
Ignored (16,12,14) because a block exists there.
Connected (17,12,14) -> (17,13,14)
Ignored (17,11,14) because a block exists there.
Connected (17,12,14) -> (17,12,15)
Ignored (17,12,13) because a block exists there.
====================
17,12,15 (17,12,15)
Connected (17,12,15) -> (18,12,15)
Ignored (16,12,15) because a block exists there.
Connected (17,12,15) -> (17,13,15)
Connected (17,12,15) -> (17,11,15)
Connected (17,12,15) -> (17,12,16)
Connected (17,12,15) -> (17,12,14)
====================
17,12,16 (17,12,16)
Connected (17,12,16) -> (18,12,16)
Connected (17,12,16) -> (16,12,16)
Connected (17,12,16) -> (17,13,16)
Connected (17,12,16) -> (17,11,16)
Connected (17,12,16) -> (17,12,17)
Connected (17,12,16) -> (17,12,15)
====================
17,12,17 (17,12,17)
Connected (17,12,17) -> (18,12,17)
Connected (17,12,17) -> (16,12,17)
Connected (17,12,17) -> (17,13,17)
Connected (17,12,17) -> (17,11,17)
Connected (17,12,17) -> (17,12,18)
Connected (17,12,17) -> (17,12,16)
====================
17,12,18 (17,12,18)
Connected (17,12,18) -> (18,12,18)
Connected (17,12,18) -> (16,12,18)
Connected (17,12,18) -> (17,13,18)
Connected (17,12,18) -> (17,11,18)
Connected (17,12,18) -> (17,12,19)
Connected (17,12,18) -> (17,12,17)
====================
17,12,19 (17,12,19)
Connected (17,12,19) -> (18,12,19)
Connected (17,12,19) -> (16,12,19)
Connected (17,12,19) -> (17,13,19)
Connected (17,12,19) -> (17,11,19)
Connected (17,12,19) -> (17,12,20)
Connected (17,12,19) -> (17,12,18)
====================
17,12,20 (17,12,20)
Connected (17,12,20) -> (18,12,20)
Connected (17,12,20) -> (16,12,20)
Connected (17,12,20) -> (17,13,20)
Connected (17,12,20) -> (17,11,20)
Ignored (17,12,21) because it's out of bounds.
Connected (17,12,20) -> (17,12,19)
====================
17,13,-1 (17,13,-1)
Connected (17,13,-1) -> (18,13,-1)
Connected (17,13,-1) -> (16,13,-1)
Connected (17,13,-1) -> (17,14,-1)
Connected (17,13,-1) -> (17,12,-1)
Connected (17,13,-1) -> (17,13,0)
Ignored (17,13,-2) because it's out of bounds.
====================
17,13,0 (17,13,0)
Connected (17,13,0) -> (18,13,0)
Connected (17,13,0) -> (16,13,0)
Connected (17,13,0) -> (17,14,0)
Connected (17,13,0) -> (17,12,0)
Connected (17,13,0) -> (17,13,1)
Connected (17,13,0) -> (17,13,-1)
====================
17,13,1 (17,13,1)
Connected (17,13,1) -> (18,13,1)
Connected (17,13,1) -> (16,13,1)
Connected (17,13,1) -> (17,14,1)
Connected (17,13,1) -> (17,12,1)
Connected (17,13,1) -> (17,13,2)
Connected (17,13,1) -> (17,13,0)
====================
17,13,2 (17,13,2)
Connected (17,13,2) -> (18,13,2)
Connected (17,13,2) -> (16,13,2)
Connected (17,13,2) -> (17,14,2)
Connected (17,13,2) -> (17,12,2)
Connected (17,13,2) -> (17,13,3)
Connected (17,13,2) -> (17,13,1)
====================
17,13,3 (17,13,3)
Connected (17,13,3) -> (18,13,3)
Connected (17,13,3) -> (16,13,3)
Connected (17,13,3) -> (17,14,3)
Connected (17,13,3) -> (17,12,3)
Connected (17,13,3) -> (17,13,4)
Connected (17,13,3) -> (17,13,2)
====================
17,13,4 (17,13,4)
Connected (17,13,4) -> (18,13,4)
Connected (17,13,4) -> (16,13,4)
Connected (17,13,4) -> (17,14,4)
Ignored (17,12,4) because a block exists there.
Ignored (17,13,5) because a block exists there.
Connected (17,13,4) -> (17,13,3)
====================
17,13,13 (17,13,13)
Connected (17,13,13) -> (18,13,13)
Ignored (16,13,13) because a block exists there.
Ignored (17,14,13) because a block exists there.
Ignored (17,12,13) because a block exists there.
Connected (17,13,13) -> (17,13,14)
Ignored (17,13,12) because a block exists there.
====================
17,13,14 (17,13,14)
Connected (17,13,14) -> (18,13,14)
Connected (17,13,14) -> (16,13,14)
Connected (17,13,14) -> (17,14,14)
Connected (17,13,14) -> (17,12,14)
Connected (17,13,14) -> (17,13,15)
Connected (17,13,14) -> (17,13,13)
====================
17,13,15 (17,13,15)
Connected (17,13,15) -> (18,13,15)
Ignored (16,13,15) because a block exists there.
Connected (17,13,15) -> (17,14,15)
Connected (17,13,15) -> (17,12,15)
Connected (17,13,15) -> (17,13,16)
Connected (17,13,15) -> (17,13,14)
====================
17,13,16 (17,13,16)
Connected (17,13,16) -> (18,13,16)
Connected (17,13,16) -> (16,13,16)
Connected (17,13,16) -> (17,14,16)
Connected (17,13,16) -> (17,12,16)
Connected (17,13,16) -> (17,13,17)
Connected (17,13,16) -> (17,13,15)
====================
17,13,17 (17,13,17)
Connected (17,13,17) -> (18,13,17)
Connected (17,13,17) -> (16,13,17)
Connected (17,13,17) -> (17,14,17)
Connected (17,13,17) -> (17,12,17)
Connected (17,13,17) -> (17,13,18)
Connected (17,13,17) -> (17,13,16)
====================
17,13,18 (17,13,18)
Connected (17,13,18) -> (18,13,18)
Connected (17,13,18) -> (16,13,18)
Connected (17,13,18) -> (17,14,18)
Connected (17,13,18) -> (17,12,18)
Connected (17,13,18) -> (17,13,19)
Connected (17,13,18) -> (17,13,17)
====================
17,13,19 (17,13,19)
Connected (17,13,19) -> (18,13,19)
Connected (17,13,19) -> (16,13,19)
Connected (17,13,19) -> (17,14,19)
Connected (17,13,19) -> (17,12,19)
Connected (17,13,19) -> (17,13,20)
Connected (17,13,19) -> (17,13,18)
====================
17,13,20 (17,13,20)
Connected (17,13,20) -> (18,13,20)
Connected (17,13,20) -> (16,13,20)
Connected (17,13,20) -> (17,14,20)
Connected (17,13,20) -> (17,12,20)
Ignored (17,13,21) because it's out of bounds.
Connected (17,13,20) -> (17,13,19)
====================
17,14,-1 (17,14,-1)
Connected (17,14,-1) -> (18,14,-1)
Connected (17,14,-1) -> (16,14,-1)
Connected (17,14,-1) -> (17,15,-1)
Connected (17,14,-1) -> (17,13,-1)
Connected (17,14,-1) -> (17,14,0)
Ignored (17,14,-2) because it's out of bounds.
====================
17,14,0 (17,14,0)
Connected (17,14,0) -> (18,14,0)
Connected (17,14,0) -> (16,14,0)
Connected (17,14,0) -> (17,15,0)
Connected (17,14,0) -> (17,13,0)
Connected (17,14,0) -> (17,14,1)
Connected (17,14,0) -> (17,14,-1)
====================
17,14,1 (17,14,1)
Connected (17,14,1) -> (18,14,1)
Connected (17,14,1) -> (16,14,1)
Connected (17,14,1) -> (17,15,1)
Connected (17,14,1) -> (17,13,1)
Connected (17,14,1) -> (17,14,2)
Connected (17,14,1) -> (17,14,0)
====================
17,14,2 (17,14,2)
Connected (17,14,2) -> (18,14,2)
Connected (17,14,2) -> (16,14,2)
Connected (17,14,2) -> (17,15,2)
Connected (17,14,2) -> (17,13,2)
Connected (17,14,2) -> (17,14,3)
Connected (17,14,2) -> (17,14,1)
====================
17,14,3 (17,14,3)
Connected (17,14,3) -> (18,14,3)
Connected (17,14,3) -> (16,14,3)
Connected (17,14,3) -> (17,15,3)
Connected (17,14,3) -> (17,13,3)
Connected (17,14,3) -> (17,14,4)
Connected (17,14,3) -> (17,14,2)
====================
17,14,4 (17,14,4)
Connected (17,14,4) -> (18,14,4)
Connected (17,14,4) -> (16,14,4)
Connected (17,14,4) -> (17,15,4)
Connected (17,14,4) -> (17,13,4)
Connected (17,14,4) -> (17,14,5)
Connected (17,14,4) -> (17,14,3)
====================
17,14,5 (17,14,5)
Connected (17,14,5) -> (18,14,5)
Ignored (16,14,5) because a block exists there.
Connected (17,14,5) -> (17,15,5)
Ignored (17,13,5) because a block exists there.
Ignored (17,14,6) because a block exists there.
Connected (17,14,5) -> (17,14,4)
====================
17,14,8 (17,14,8)
Connected (17,14,8) -> (18,14,8)
Ignored (16,14,8) because a block exists there.
Connected (17,14,8) -> (17,15,8)
Ignored (17,13,8) because a block exists there.
Ignored (17,14,9) because a block exists there.
Ignored (17,14,7) because a block exists there.
====================
17,14,12 (17,14,12)
Connected (17,14,12) -> (18,14,12)
Ignored (16,14,12) because a block exists there.
Connected (17,14,12) -> (17,15,12)
Ignored (17,13,12) because a block exists there.
Ignored (17,14,13) because a block exists there.
Ignored (17,14,11) because a block exists there.
====================
17,14,14 (17,14,14)
Connected (17,14,14) -> (18,14,14)
Ignored (16,14,14) because a block exists there.
Connected (17,14,14) -> (17,15,14)
Connected (17,14,14) -> (17,13,14)
Connected (17,14,14) -> (17,14,15)
Ignored (17,14,13) because a block exists there.
====================
17,14,15 (17,14,15)
Connected (17,14,15) -> (18,14,15)
Connected (17,14,15) -> (16,14,15)
Connected (17,14,15) -> (17,15,15)
Connected (17,14,15) -> (17,13,15)
Connected (17,14,15) -> (17,14,16)
Connected (17,14,15) -> (17,14,14)
====================
17,14,16 (17,14,16)
Connected (17,14,16) -> (18,14,16)
Connected (17,14,16) -> (16,14,16)
Connected (17,14,16) -> (17,15,16)
Connected (17,14,16) -> (17,13,16)
Connected (17,14,16) -> (17,14,17)
Connected (17,14,16) -> (17,14,15)
====================
17,14,17 (17,14,17)
Connected (17,14,17) -> (18,14,17)
Connected (17,14,17) -> (16,14,17)
Connected (17,14,17) -> (17,15,17)
Connected (17,14,17) -> (17,13,17)
Connected (17,14,17) -> (17,14,18)
Connected (17,14,17) -> (17,14,16)
====================
17,14,18 (17,14,18)
Connected (17,14,18) -> (18,14,18)
Connected (17,14,18) -> (16,14,18)
Connected (17,14,18) -> (17,15,18)
Connected (17,14,18) -> (17,13,18)
Connected (17,14,18) -> (17,14,19)
Connected (17,14,18) -> (17,14,17)
====================
17,14,19 (17,14,19)
Connected (17,14,19) -> (18,14,19)
Connected (17,14,19) -> (16,14,19)
Connected (17,14,19) -> (17,15,19)
Connected (17,14,19) -> (17,13,19)
Connected (17,14,19) -> (17,14,20)
Connected (17,14,19) -> (17,14,18)
====================
17,14,20 (17,14,20)
Connected (17,14,20) -> (18,14,20)
Connected (17,14,20) -> (16,14,20)
Connected (17,14,20) -> (17,15,20)
Connected (17,14,20) -> (17,13,20)
Ignored (17,14,21) because it's out of bounds.
Connected (17,14,20) -> (17,14,19)
====================
17,15,-1 (17,15,-1)
Connected (17,15,-1) -> (18,15,-1)
Connected (17,15,-1) -> (16,15,-1)
Connected (17,15,-1) -> (17,16,-1)
Connected (17,15,-1) -> (17,14,-1)
Connected (17,15,-1) -> (17,15,0)
Ignored (17,15,-2) because it's out of bounds.
====================
17,15,0 (17,15,0)
Connected (17,15,0) -> (18,15,0)
Connected (17,15,0) -> (16,15,0)
Connected (17,15,0) -> (17,16,0)
Connected (17,15,0) -> (17,14,0)
Connected (17,15,0) -> (17,15,1)
Connected (17,15,0) -> (17,15,-1)
====================
17,15,1 (17,15,1)
Connected (17,15,1) -> (18,15,1)
Connected (17,15,1) -> (16,15,1)
Connected (17,15,1) -> (17,16,1)
Connected (17,15,1) -> (17,14,1)
Connected (17,15,1) -> (17,15,2)
Connected (17,15,1) -> (17,15,0)
====================
17,15,2 (17,15,2)
Connected (17,15,2) -> (18,15,2)
Connected (17,15,2) -> (16,15,2)
Connected (17,15,2) -> (17,16,2)
Connected (17,15,2) -> (17,14,2)
Connected (17,15,2) -> (17,15,3)
Connected (17,15,2) -> (17,15,1)
====================
17,15,3 (17,15,3)
Connected (17,15,3) -> (18,15,3)
Connected (17,15,3) -> (16,15,3)
Connected (17,15,3) -> (17,16,3)
Connected (17,15,3) -> (17,14,3)
Connected (17,15,3) -> (17,15,4)
Connected (17,15,3) -> (17,15,2)
====================
17,15,4 (17,15,4)
Connected (17,15,4) -> (18,15,4)
Connected (17,15,4) -> (16,15,4)
Connected (17,15,4) -> (17,16,4)
Connected (17,15,4) -> (17,14,4)
Connected (17,15,4) -> (17,15,5)
Connected (17,15,4) -> (17,15,3)
====================
17,15,5 (17,15,5)
Connected (17,15,5) -> (18,15,5)
Connected (17,15,5) -> (16,15,5)
Connected (17,15,5) -> (17,16,5)
Connected (17,15,5) -> (17,14,5)
Connected (17,15,5) -> (17,15,6)
Connected (17,15,5) -> (17,15,4)
====================
17,15,6 (17,15,6)
Connected (17,15,6) -> (18,15,6)
Connected (17,15,6) -> (16,15,6)
Connected (17,15,6) -> (17,16,6)
Ignored (17,14,6) because a block exists there.
Connected (17,15,6) -> (17,15,7)
Connected (17,15,6) -> (17,15,5)
====================
17,15,7 (17,15,7)
Connected (17,15,7) -> (18,15,7)
Ignored (16,15,7) because a block exists there.
Connected (17,15,7) -> (17,16,7)
Ignored (17,14,7) because a block exists there.
Connected (17,15,7) -> (17,15,8)
Connected (17,15,7) -> (17,15,6)
====================
17,15,8 (17,15,8)
Connected (17,15,8) -> (18,15,8)
Ignored (16,15,8) because a block exists there.
Connected (17,15,8) -> (17,16,8)
Connected (17,15,8) -> (17,14,8)
Connected (17,15,8) -> (17,15,9)
Connected (17,15,8) -> (17,15,7)
====================
17,15,9 (17,15,9)
Connected (17,15,9) -> (18,15,9)
Ignored (16,15,9) because a block exists there.
Connected (17,15,9) -> (17,16,9)
Ignored (17,14,9) because a block exists there.
Connected (17,15,9) -> (17,15,10)
Connected (17,15,9) -> (17,15,8)
====================
17,15,10 (17,15,10)
Connected (17,15,10) -> (18,15,10)
Ignored (16,15,10) because a block exists there.
Connected (17,15,10) -> (17,16,10)
Ignored (17,14,10) because a block exists there.
Connected (17,15,10) -> (17,15,11)
Connected (17,15,10) -> (17,15,9)
====================
17,15,11 (17,15,11)
Connected (17,15,11) -> (18,15,11)
Ignored (16,15,11) because a block exists there.
Connected (17,15,11) -> (17,16,11)
Ignored (17,14,11) because a block exists there.
Connected (17,15,11) -> (17,15,12)
Connected (17,15,11) -> (17,15,10)
====================
17,15,12 (17,15,12)
Connected (17,15,12) -> (18,15,12)
Ignored (16,15,12) because a block exists there.
Connected (17,15,12) -> (17,16,12)
Connected (17,15,12) -> (17,14,12)
Connected (17,15,12) -> (17,15,13)
Connected (17,15,12) -> (17,15,11)
====================
17,15,13 (17,15,13)
Connected (17,15,13) -> (18,15,13)
Connected (17,15,13) -> (16,15,13)
Connected (17,15,13) -> (17,16,13)
Ignored (17,14,13) because a block exists there.
Connected (17,15,13) -> (17,15,14)
Connected (17,15,13) -> (17,15,12)
====================
17,15,14 (17,15,14)
Connected (17,15,14) -> (18,15,14)
Connected (17,15,14) -> (16,15,14)
Connected (17,15,14) -> (17,16,14)
Connected (17,15,14) -> (17,14,14)
Connected (17,15,14) -> (17,15,15)
Connected (17,15,14) -> (17,15,13)
====================
17,15,15 (17,15,15)
Connected (17,15,15) -> (18,15,15)
Connected (17,15,15) -> (16,15,15)
Connected (17,15,15) -> (17,16,15)
Connected (17,15,15) -> (17,14,15)
Connected (17,15,15) -> (17,15,16)
Connected (17,15,15) -> (17,15,14)
====================
17,15,16 (17,15,16)
Connected (17,15,16) -> (18,15,16)
Connected (17,15,16) -> (16,15,16)
Connected (17,15,16) -> (17,16,16)
Connected (17,15,16) -> (17,14,16)
Connected (17,15,16) -> (17,15,17)
Connected (17,15,16) -> (17,15,15)
====================
17,15,17 (17,15,17)
Connected (17,15,17) -> (18,15,17)
Connected (17,15,17) -> (16,15,17)
Connected (17,15,17) -> (17,16,17)
Connected (17,15,17) -> (17,14,17)
Connected (17,15,17) -> (17,15,18)
Connected (17,15,17) -> (17,15,16)
====================
17,15,18 (17,15,18)
Connected (17,15,18) -> (18,15,18)
Connected (17,15,18) -> (16,15,18)
Connected (17,15,18) -> (17,16,18)
Connected (17,15,18) -> (17,14,18)
Connected (17,15,18) -> (17,15,19)
Connected (17,15,18) -> (17,15,17)
====================
17,15,19 (17,15,19)
Connected (17,15,19) -> (18,15,19)
Connected (17,15,19) -> (16,15,19)
Connected (17,15,19) -> (17,16,19)
Connected (17,15,19) -> (17,14,19)
Connected (17,15,19) -> (17,15,20)
Connected (17,15,19) -> (17,15,18)
====================
17,15,20 (17,15,20)
Connected (17,15,20) -> (18,15,20)
Connected (17,15,20) -> (16,15,20)
Connected (17,15,20) -> (17,16,20)
Connected (17,15,20) -> (17,14,20)
Ignored (17,15,21) because it's out of bounds.
Connected (17,15,20) -> (17,15,19)
====================
17,16,-1 (17,16,-1)
Connected (17,16,-1) -> (18,16,-1)
Connected (17,16,-1) -> (16,16,-1)
Connected (17,16,-1) -> (17,17,-1)
Connected (17,16,-1) -> (17,15,-1)
Connected (17,16,-1) -> (17,16,0)
Ignored (17,16,-2) because it's out of bounds.
====================
17,16,0 (17,16,0)
Connected (17,16,0) -> (18,16,0)
Connected (17,16,0) -> (16,16,0)
Connected (17,16,0) -> (17,17,0)
Connected (17,16,0) -> (17,15,0)
Connected (17,16,0) -> (17,16,1)
Connected (17,16,0) -> (17,16,-1)
====================
17,16,1 (17,16,1)
Connected (17,16,1) -> (18,16,1)
Connected (17,16,1) -> (16,16,1)
Connected (17,16,1) -> (17,17,1)
Connected (17,16,1) -> (17,15,1)
Connected (17,16,1) -> (17,16,2)
Connected (17,16,1) -> (17,16,0)
====================
17,16,2 (17,16,2)
Connected (17,16,2) -> (18,16,2)
Connected (17,16,2) -> (16,16,2)
Connected (17,16,2) -> (17,17,2)
Connected (17,16,2) -> (17,15,2)
Connected (17,16,2) -> (17,16,3)
Connected (17,16,2) -> (17,16,1)
====================
17,16,3 (17,16,3)
Connected (17,16,3) -> (18,16,3)
Connected (17,16,3) -> (16,16,3)
Connected (17,16,3) -> (17,17,3)
Connected (17,16,3) -> (17,15,3)
Connected (17,16,3) -> (17,16,4)
Connected (17,16,3) -> (17,16,2)
====================
17,16,4 (17,16,4)
Connected (17,16,4) -> (18,16,4)
Connected (17,16,4) -> (16,16,4)
Connected (17,16,4) -> (17,17,4)
Connected (17,16,4) -> (17,15,4)
Connected (17,16,4) -> (17,16,5)
Connected (17,16,4) -> (17,16,3)
====================
17,16,5 (17,16,5)
Connected (17,16,5) -> (18,16,5)
Connected (17,16,5) -> (16,16,5)
Connected (17,16,5) -> (17,17,5)
Connected (17,16,5) -> (17,15,5)
Connected (17,16,5) -> (17,16,6)
Connected (17,16,5) -> (17,16,4)
====================
17,16,6 (17,16,6)
Connected (17,16,6) -> (18,16,6)
Connected (17,16,6) -> (16,16,6)
Connected (17,16,6) -> (17,17,6)
Connected (17,16,6) -> (17,15,6)
Connected (17,16,6) -> (17,16,7)
Connected (17,16,6) -> (17,16,5)
====================
17,16,7 (17,16,7)
Connected (17,16,7) -> (18,16,7)
Connected (17,16,7) -> (16,16,7)
Connected (17,16,7) -> (17,17,7)
Connected (17,16,7) -> (17,15,7)
Connected (17,16,7) -> (17,16,8)
Connected (17,16,7) -> (17,16,6)
====================
17,16,8 (17,16,8)
Connected (17,16,8) -> (18,16,8)
Connected (17,16,8) -> (16,16,8)
Connected (17,16,8) -> (17,17,8)
Connected (17,16,8) -> (17,15,8)
Connected (17,16,8) -> (17,16,9)
Connected (17,16,8) -> (17,16,7)
====================
17,16,9 (17,16,9)
Connected (17,16,9) -> (18,16,9)
Ignored (16,16,9) because a block exists there.
Connected (17,16,9) -> (17,17,9)
Connected (17,16,9) -> (17,15,9)
Connected (17,16,9) -> (17,16,10)
Connected (17,16,9) -> (17,16,8)
====================
17,16,10 (17,16,10)
Connected (17,16,10) -> (18,16,10)
Connected (17,16,10) -> (16,16,10)
Connected (17,16,10) -> (17,17,10)
Connected (17,16,10) -> (17,15,10)
Connected (17,16,10) -> (17,16,11)
Connected (17,16,10) -> (17,16,9)
====================
17,16,11 (17,16,11)
Connected (17,16,11) -> (18,16,11)
Connected (17,16,11) -> (16,16,11)
Connected (17,16,11) -> (17,17,11)
Connected (17,16,11) -> (17,15,11)
Connected (17,16,11) -> (17,16,12)
Connected (17,16,11) -> (17,16,10)
====================
17,16,12 (17,16,12)
Connected (17,16,12) -> (18,16,12)
Connected (17,16,12) -> (16,16,12)
Connected (17,16,12) -> (17,17,12)
Connected (17,16,12) -> (17,15,12)
Connected (17,16,12) -> (17,16,13)
Connected (17,16,12) -> (17,16,11)
====================
17,16,13 (17,16,13)
Connected (17,16,13) -> (18,16,13)
Connected (17,16,13) -> (16,16,13)
Connected (17,16,13) -> (17,17,13)
Connected (17,16,13) -> (17,15,13)
Connected (17,16,13) -> (17,16,14)
Connected (17,16,13) -> (17,16,12)
====================
17,16,14 (17,16,14)
Connected (17,16,14) -> (18,16,14)
Connected (17,16,14) -> (16,16,14)
Connected (17,16,14) -> (17,17,14)
Connected (17,16,14) -> (17,15,14)
Connected (17,16,14) -> (17,16,15)
Connected (17,16,14) -> (17,16,13)
====================
17,16,15 (17,16,15)
Connected (17,16,15) -> (18,16,15)
Connected (17,16,15) -> (16,16,15)
Connected (17,16,15) -> (17,17,15)
Connected (17,16,15) -> (17,15,15)
Connected (17,16,15) -> (17,16,16)
Connected (17,16,15) -> (17,16,14)
====================
17,16,16 (17,16,16)
Connected (17,16,16) -> (18,16,16)
Connected (17,16,16) -> (16,16,16)
Connected (17,16,16) -> (17,17,16)
Connected (17,16,16) -> (17,15,16)
Connected (17,16,16) -> (17,16,17)
Connected (17,16,16) -> (17,16,15)
====================
17,16,17 (17,16,17)
Connected (17,16,17) -> (18,16,17)
Connected (17,16,17) -> (16,16,17)
Connected (17,16,17) -> (17,17,17)
Connected (17,16,17) -> (17,15,17)
Connected (17,16,17) -> (17,16,18)
Connected (17,16,17) -> (17,16,16)
====================
17,16,18 (17,16,18)
Connected (17,16,18) -> (18,16,18)
Connected (17,16,18) -> (16,16,18)
Connected (17,16,18) -> (17,17,18)
Connected (17,16,18) -> (17,15,18)
Connected (17,16,18) -> (17,16,19)
Connected (17,16,18) -> (17,16,17)
====================
17,16,19 (17,16,19)
Connected (17,16,19) -> (18,16,19)
Connected (17,16,19) -> (16,16,19)
Connected (17,16,19) -> (17,17,19)
Connected (17,16,19) -> (17,15,19)
Connected (17,16,19) -> (17,16,20)
Connected (17,16,19) -> (17,16,18)
====================
17,16,20 (17,16,20)
Connected (17,16,20) -> (18,16,20)
Connected (17,16,20) -> (16,16,20)
Connected (17,16,20) -> (17,17,20)
Connected (17,16,20) -> (17,15,20)
Ignored (17,16,21) because it's out of bounds.
Connected (17,16,20) -> (17,16,19)
====================
17,17,-1 (17,17,-1)
Connected (17,17,-1) -> (18,17,-1)
Connected (17,17,-1) -> (16,17,-1)
Connected (17,17,-1) -> (17,18,-1)
Connected (17,17,-1) -> (17,16,-1)
Connected (17,17,-1) -> (17,17,0)
Ignored (17,17,-2) because it's out of bounds.
====================
17,17,0 (17,17,0)
Connected (17,17,0) -> (18,17,0)
Connected (17,17,0) -> (16,17,0)
Connected (17,17,0) -> (17,18,0)
Connected (17,17,0) -> (17,16,0)
Connected (17,17,0) -> (17,17,1)
Connected (17,17,0) -> (17,17,-1)
====================
17,17,1 (17,17,1)
Connected (17,17,1) -> (18,17,1)
Connected (17,17,1) -> (16,17,1)
Connected (17,17,1) -> (17,18,1)
Connected (17,17,1) -> (17,16,1)
Connected (17,17,1) -> (17,17,2)
Connected (17,17,1) -> (17,17,0)
====================
17,17,2 (17,17,2)
Connected (17,17,2) -> (18,17,2)
Connected (17,17,2) -> (16,17,2)
Connected (17,17,2) -> (17,18,2)
Connected (17,17,2) -> (17,16,2)
Connected (17,17,2) -> (17,17,3)
Connected (17,17,2) -> (17,17,1)
====================
17,17,3 (17,17,3)
Connected (17,17,3) -> (18,17,3)
Connected (17,17,3) -> (16,17,3)
Connected (17,17,3) -> (17,18,3)
Connected (17,17,3) -> (17,16,3)
Connected (17,17,3) -> (17,17,4)
Connected (17,17,3) -> (17,17,2)
====================
17,17,4 (17,17,4)
Connected (17,17,4) -> (18,17,4)
Connected (17,17,4) -> (16,17,4)
Connected (17,17,4) -> (17,18,4)
Connected (17,17,4) -> (17,16,4)
Connected (17,17,4) -> (17,17,5)
Connected (17,17,4) -> (17,17,3)
====================
17,17,5 (17,17,5)
Connected (17,17,5) -> (18,17,5)
Connected (17,17,5) -> (16,17,5)
Connected (17,17,5) -> (17,18,5)
Connected (17,17,5) -> (17,16,5)
Connected (17,17,5) -> (17,17,6)
Connected (17,17,5) -> (17,17,4)
====================
17,17,6 (17,17,6)
Connected (17,17,6) -> (18,17,6)
Connected (17,17,6) -> (16,17,6)
Connected (17,17,6) -> (17,18,6)
Connected (17,17,6) -> (17,16,6)
Connected (17,17,6) -> (17,17,7)
Connected (17,17,6) -> (17,17,5)
====================
17,17,7 (17,17,7)
Connected (17,17,7) -> (18,17,7)
Connected (17,17,7) -> (16,17,7)
Connected (17,17,7) -> (17,18,7)
Connected (17,17,7) -> (17,16,7)
Connected (17,17,7) -> (17,17,8)
Connected (17,17,7) -> (17,17,6)
====================
17,17,8 (17,17,8)
Connected (17,17,8) -> (18,17,8)
Connected (17,17,8) -> (16,17,8)
Connected (17,17,8) -> (17,18,8)
Connected (17,17,8) -> (17,16,8)
Connected (17,17,8) -> (17,17,9)
Connected (17,17,8) -> (17,17,7)
====================
17,17,9 (17,17,9)
Connected (17,17,9) -> (18,17,9)
Connected (17,17,9) -> (16,17,9)
Connected (17,17,9) -> (17,18,9)
Connected (17,17,9) -> (17,16,9)
Connected (17,17,9) -> (17,17,10)
Connected (17,17,9) -> (17,17,8)
====================
17,17,10 (17,17,10)
Connected (17,17,10) -> (18,17,10)
Connected (17,17,10) -> (16,17,10)
Connected (17,17,10) -> (17,18,10)
Connected (17,17,10) -> (17,16,10)
Connected (17,17,10) -> (17,17,11)
Connected (17,17,10) -> (17,17,9)
====================
17,17,11 (17,17,11)
Connected (17,17,11) -> (18,17,11)
Connected (17,17,11) -> (16,17,11)
Connected (17,17,11) -> (17,18,11)
Connected (17,17,11) -> (17,16,11)
Connected (17,17,11) -> (17,17,12)
Connected (17,17,11) -> (17,17,10)
====================
17,17,12 (17,17,12)
Connected (17,17,12) -> (18,17,12)
Connected (17,17,12) -> (16,17,12)
Connected (17,17,12) -> (17,18,12)
Connected (17,17,12) -> (17,16,12)
Connected (17,17,12) -> (17,17,13)
Connected (17,17,12) -> (17,17,11)
====================
17,17,13 (17,17,13)
Connected (17,17,13) -> (18,17,13)
Connected (17,17,13) -> (16,17,13)
Connected (17,17,13) -> (17,18,13)
Connected (17,17,13) -> (17,16,13)
Connected (17,17,13) -> (17,17,14)
Connected (17,17,13) -> (17,17,12)
====================
17,17,14 (17,17,14)
Connected (17,17,14) -> (18,17,14)
Connected (17,17,14) -> (16,17,14)
Connected (17,17,14) -> (17,18,14)
Connected (17,17,14) -> (17,16,14)
Connected (17,17,14) -> (17,17,15)
Connected (17,17,14) -> (17,17,13)
====================
17,17,15 (17,17,15)
Connected (17,17,15) -> (18,17,15)
Connected (17,17,15) -> (16,17,15)
Connected (17,17,15) -> (17,18,15)
Connected (17,17,15) -> (17,16,15)
Connected (17,17,15) -> (17,17,16)
Connected (17,17,15) -> (17,17,14)
====================
17,17,16 (17,17,16)
Connected (17,17,16) -> (18,17,16)
Connected (17,17,16) -> (16,17,16)
Connected (17,17,16) -> (17,18,16)
Connected (17,17,16) -> (17,16,16)
Connected (17,17,16) -> (17,17,17)
Connected (17,17,16) -> (17,17,15)
====================
17,17,17 (17,17,17)
Connected (17,17,17) -> (18,17,17)
Connected (17,17,17) -> (16,17,17)
Connected (17,17,17) -> (17,18,17)
Connected (17,17,17) -> (17,16,17)
Connected (17,17,17) -> (17,17,18)
Connected (17,17,17) -> (17,17,16)
====================
17,17,18 (17,17,18)
Connected (17,17,18) -> (18,17,18)
Connected (17,17,18) -> (16,17,18)
Connected (17,17,18) -> (17,18,18)
Connected (17,17,18) -> (17,16,18)
Connected (17,17,18) -> (17,17,19)
Connected (17,17,18) -> (17,17,17)
====================
17,17,19 (17,17,19)
Connected (17,17,19) -> (18,17,19)
Connected (17,17,19) -> (16,17,19)
Connected (17,17,19) -> (17,18,19)
Connected (17,17,19) -> (17,16,19)
Connected (17,17,19) -> (17,17,20)
Connected (17,17,19) -> (17,17,18)
====================
17,17,20 (17,17,20)
Connected (17,17,20) -> (18,17,20)
Connected (17,17,20) -> (16,17,20)
Connected (17,17,20) -> (17,18,20)
Connected (17,17,20) -> (17,16,20)
Ignored (17,17,21) because it's out of bounds.
Connected (17,17,20) -> (17,17,19)
====================
17,18,-1 (17,18,-1)
Connected (17,18,-1) -> (18,18,-1)
Connected (17,18,-1) -> (16,18,-1)
Connected (17,18,-1) -> (17,19,-1)
Connected (17,18,-1) -> (17,17,-1)
Connected (17,18,-1) -> (17,18,0)
Ignored (17,18,-2) because it's out of bounds.
====================
17,18,0 (17,18,0)
Connected (17,18,0) -> (18,18,0)
Connected (17,18,0) -> (16,18,0)
Connected (17,18,0) -> (17,19,0)
Connected (17,18,0) -> (17,17,0)
Connected (17,18,0) -> (17,18,1)
Connected (17,18,0) -> (17,18,-1)
====================
17,18,1 (17,18,1)
Connected (17,18,1) -> (18,18,1)
Connected (17,18,1) -> (16,18,1)
Connected (17,18,1) -> (17,19,1)
Connected (17,18,1) -> (17,17,1)
Connected (17,18,1) -> (17,18,2)
Connected (17,18,1) -> (17,18,0)
====================
17,18,2 (17,18,2)
Connected (17,18,2) -> (18,18,2)
Connected (17,18,2) -> (16,18,2)
Connected (17,18,2) -> (17,19,2)
Connected (17,18,2) -> (17,17,2)
Connected (17,18,2) -> (17,18,3)
Connected (17,18,2) -> (17,18,1)
====================
17,18,3 (17,18,3)
Connected (17,18,3) -> (18,18,3)
Connected (17,18,3) -> (16,18,3)
Connected (17,18,3) -> (17,19,3)
Connected (17,18,3) -> (17,17,3)
Connected (17,18,3) -> (17,18,4)
Connected (17,18,3) -> (17,18,2)
====================
17,18,4 (17,18,4)
Connected (17,18,4) -> (18,18,4)
Connected (17,18,4) -> (16,18,4)
Connected (17,18,4) -> (17,19,4)
Connected (17,18,4) -> (17,17,4)
Connected (17,18,4) -> (17,18,5)
Connected (17,18,4) -> (17,18,3)
====================
17,18,5 (17,18,5)
Connected (17,18,5) -> (18,18,5)
Connected (17,18,5) -> (16,18,5)
Connected (17,18,5) -> (17,19,5)
Connected (17,18,5) -> (17,17,5)
Connected (17,18,5) -> (17,18,6)
Connected (17,18,5) -> (17,18,4)
====================
17,18,6 (17,18,6)
Connected (17,18,6) -> (18,18,6)
Connected (17,18,6) -> (16,18,6)
Connected (17,18,6) -> (17,19,6)
Connected (17,18,6) -> (17,17,6)
Connected (17,18,6) -> (17,18,7)
Connected (17,18,6) -> (17,18,5)
====================
17,18,7 (17,18,7)
Connected (17,18,7) -> (18,18,7)
Connected (17,18,7) -> (16,18,7)
Connected (17,18,7) -> (17,19,7)
Connected (17,18,7) -> (17,17,7)
Connected (17,18,7) -> (17,18,8)
Connected (17,18,7) -> (17,18,6)
====================
17,18,8 (17,18,8)
Connected (17,18,8) -> (18,18,8)
Connected (17,18,8) -> (16,18,8)
Connected (17,18,8) -> (17,19,8)
Connected (17,18,8) -> (17,17,8)
Connected (17,18,8) -> (17,18,9)
Connected (17,18,8) -> (17,18,7)
====================
17,18,9 (17,18,9)
Connected (17,18,9) -> (18,18,9)
Connected (17,18,9) -> (16,18,9)
Connected (17,18,9) -> (17,19,9)
Connected (17,18,9) -> (17,17,9)
Connected (17,18,9) -> (17,18,10)
Connected (17,18,9) -> (17,18,8)
====================
17,18,10 (17,18,10)
Connected (17,18,10) -> (18,18,10)
Connected (17,18,10) -> (16,18,10)
Connected (17,18,10) -> (17,19,10)
Connected (17,18,10) -> (17,17,10)
Connected (17,18,10) -> (17,18,11)
Connected (17,18,10) -> (17,18,9)
====================
17,18,11 (17,18,11)
Connected (17,18,11) -> (18,18,11)
Connected (17,18,11) -> (16,18,11)
Connected (17,18,11) -> (17,19,11)
Connected (17,18,11) -> (17,17,11)
Connected (17,18,11) -> (17,18,12)
Connected (17,18,11) -> (17,18,10)
====================
17,18,12 (17,18,12)
Connected (17,18,12) -> (18,18,12)
Connected (17,18,12) -> (16,18,12)
Connected (17,18,12) -> (17,19,12)
Connected (17,18,12) -> (17,17,12)
Connected (17,18,12) -> (17,18,13)
Connected (17,18,12) -> (17,18,11)
====================
17,18,13 (17,18,13)
Connected (17,18,13) -> (18,18,13)
Connected (17,18,13) -> (16,18,13)
Connected (17,18,13) -> (17,19,13)
Connected (17,18,13) -> (17,17,13)
Connected (17,18,13) -> (17,18,14)
Connected (17,18,13) -> (17,18,12)
====================
17,18,14 (17,18,14)
Connected (17,18,14) -> (18,18,14)
Connected (17,18,14) -> (16,18,14)
Connected (17,18,14) -> (17,19,14)
Connected (17,18,14) -> (17,17,14)
Connected (17,18,14) -> (17,18,15)
Connected (17,18,14) -> (17,18,13)
====================
17,18,15 (17,18,15)
Connected (17,18,15) -> (18,18,15)
Connected (17,18,15) -> (16,18,15)
Connected (17,18,15) -> (17,19,15)
Connected (17,18,15) -> (17,17,15)
Connected (17,18,15) -> (17,18,16)
Connected (17,18,15) -> (17,18,14)
====================
17,18,16 (17,18,16)
Connected (17,18,16) -> (18,18,16)
Connected (17,18,16) -> (16,18,16)
Connected (17,18,16) -> (17,19,16)
Connected (17,18,16) -> (17,17,16)
Connected (17,18,16) -> (17,18,17)
Connected (17,18,16) -> (17,18,15)
====================
17,18,17 (17,18,17)
Connected (17,18,17) -> (18,18,17)
Connected (17,18,17) -> (16,18,17)
Connected (17,18,17) -> (17,19,17)
Connected (17,18,17) -> (17,17,17)
Connected (17,18,17) -> (17,18,18)
Connected (17,18,17) -> (17,18,16)
====================
17,18,18 (17,18,18)
Connected (17,18,18) -> (18,18,18)
Connected (17,18,18) -> (16,18,18)
Connected (17,18,18) -> (17,19,18)
Connected (17,18,18) -> (17,17,18)
Connected (17,18,18) -> (17,18,19)
Connected (17,18,18) -> (17,18,17)
====================
17,18,19 (17,18,19)
Connected (17,18,19) -> (18,18,19)
Connected (17,18,19) -> (16,18,19)
Connected (17,18,19) -> (17,19,19)
Connected (17,18,19) -> (17,17,19)
Connected (17,18,19) -> (17,18,20)
Connected (17,18,19) -> (17,18,18)
====================
17,18,20 (17,18,20)
Connected (17,18,20) -> (18,18,20)
Connected (17,18,20) -> (16,18,20)
Connected (17,18,20) -> (17,19,20)
Connected (17,18,20) -> (17,17,20)
Ignored (17,18,21) because it's out of bounds.
Connected (17,18,20) -> (17,18,19)
====================
17,19,-1 (17,19,-1)
Connected (17,19,-1) -> (18,19,-1)
Connected (17,19,-1) -> (16,19,-1)
Ignored (17,20,-1) because it's out of bounds.
Connected (17,19,-1) -> (17,18,-1)
Connected (17,19,-1) -> (17,19,0)
Ignored (17,19,-2) because it's out of bounds.
====================
17,19,0 (17,19,0)
Connected (17,19,0) -> (18,19,0)
Connected (17,19,0) -> (16,19,0)
Ignored (17,20,0) because it's out of bounds.
Connected (17,19,0) -> (17,18,0)
Connected (17,19,0) -> (17,19,1)
Connected (17,19,0) -> (17,19,-1)
====================
17,19,1 (17,19,1)
Connected (17,19,1) -> (18,19,1)
Connected (17,19,1) -> (16,19,1)
Ignored (17,20,1) because it's out of bounds.
Connected (17,19,1) -> (17,18,1)
Connected (17,19,1) -> (17,19,2)
Connected (17,19,1) -> (17,19,0)
====================
17,19,2 (17,19,2)
Connected (17,19,2) -> (18,19,2)
Connected (17,19,2) -> (16,19,2)
Ignored (17,20,2) because it's out of bounds.
Connected (17,19,2) -> (17,18,2)
Connected (17,19,2) -> (17,19,3)
Connected (17,19,2) -> (17,19,1)
====================
17,19,3 (17,19,3)
Connected (17,19,3) -> (18,19,3)
Connected (17,19,3) -> (16,19,3)
Ignored (17,20,3) because it's out of bounds.
Connected (17,19,3) -> (17,18,3)
Connected (17,19,3) -> (17,19,4)
Connected (17,19,3) -> (17,19,2)
====================
17,19,4 (17,19,4)
Connected (17,19,4) -> (18,19,4)
Connected (17,19,4) -> (16,19,4)
Ignored (17,20,4) because it's out of bounds.
Connected (17,19,4) -> (17,18,4)
Connected (17,19,4) -> (17,19,5)
Connected (17,19,4) -> (17,19,3)
====================
17,19,5 (17,19,5)
Connected (17,19,5) -> (18,19,5)
Connected (17,19,5) -> (16,19,5)
Ignored (17,20,5) because it's out of bounds.
Connected (17,19,5) -> (17,18,5)
Connected (17,19,5) -> (17,19,6)
Connected (17,19,5) -> (17,19,4)
====================
17,19,6 (17,19,6)
Connected (17,19,6) -> (18,19,6)
Connected (17,19,6) -> (16,19,6)
Ignored (17,20,6) because it's out of bounds.
Connected (17,19,6) -> (17,18,6)
Connected (17,19,6) -> (17,19,7)
Connected (17,19,6) -> (17,19,5)
====================
17,19,7 (17,19,7)
Connected (17,19,7) -> (18,19,7)
Connected (17,19,7) -> (16,19,7)
Ignored (17,20,7) because it's out of bounds.
Connected (17,19,7) -> (17,18,7)
Connected (17,19,7) -> (17,19,8)
Connected (17,19,7) -> (17,19,6)
====================
17,19,8 (17,19,8)
Connected (17,19,8) -> (18,19,8)
Connected (17,19,8) -> (16,19,8)
Ignored (17,20,8) because it's out of bounds.
Connected (17,19,8) -> (17,18,8)
Connected (17,19,8) -> (17,19,9)
Connected (17,19,8) -> (17,19,7)
====================
17,19,9 (17,19,9)
Connected (17,19,9) -> (18,19,9)
Connected (17,19,9) -> (16,19,9)
Ignored (17,20,9) because it's out of bounds.
Connected (17,19,9) -> (17,18,9)
Connected (17,19,9) -> (17,19,10)
Connected (17,19,9) -> (17,19,8)
====================
17,19,10 (17,19,10)
Connected (17,19,10) -> (18,19,10)
Connected (17,19,10) -> (16,19,10)
Ignored (17,20,10) because it's out of bounds.
Connected (17,19,10) -> (17,18,10)
Connected (17,19,10) -> (17,19,11)
Connected (17,19,10) -> (17,19,9)
====================
17,19,11 (17,19,11)
Connected (17,19,11) -> (18,19,11)
Connected (17,19,11) -> (16,19,11)
Ignored (17,20,11) because it's out of bounds.
Connected (17,19,11) -> (17,18,11)
Connected (17,19,11) -> (17,19,12)
Connected (17,19,11) -> (17,19,10)
====================
17,19,12 (17,19,12)
Connected (17,19,12) -> (18,19,12)
Connected (17,19,12) -> (16,19,12)
Ignored (17,20,12) because it's out of bounds.
Connected (17,19,12) -> (17,18,12)
Connected (17,19,12) -> (17,19,13)
Connected (17,19,12) -> (17,19,11)
====================
17,19,13 (17,19,13)
Connected (17,19,13) -> (18,19,13)
Connected (17,19,13) -> (16,19,13)
Ignored (17,20,13) because it's out of bounds.
Connected (17,19,13) -> (17,18,13)
Connected (17,19,13) -> (17,19,14)
Connected (17,19,13) -> (17,19,12)
====================
17,19,14 (17,19,14)
Connected (17,19,14) -> (18,19,14)
Connected (17,19,14) -> (16,19,14)
Ignored (17,20,14) because it's out of bounds.
Connected (17,19,14) -> (17,18,14)
Connected (17,19,14) -> (17,19,15)
Connected (17,19,14) -> (17,19,13)
====================
17,19,15 (17,19,15)
Connected (17,19,15) -> (18,19,15)
Connected (17,19,15) -> (16,19,15)
Ignored (17,20,15) because it's out of bounds.
Connected (17,19,15) -> (17,18,15)
Connected (17,19,15) -> (17,19,16)
Connected (17,19,15) -> (17,19,14)
====================
17,19,16 (17,19,16)
Connected (17,19,16) -> (18,19,16)
Connected (17,19,16) -> (16,19,16)
Ignored (17,20,16) because it's out of bounds.
Connected (17,19,16) -> (17,18,16)
Connected (17,19,16) -> (17,19,17)
Connected (17,19,16) -> (17,19,15)
====================
17,19,17 (17,19,17)
Connected (17,19,17) -> (18,19,17)
Connected (17,19,17) -> (16,19,17)
Ignored (17,20,17) because it's out of bounds.
Connected (17,19,17) -> (17,18,17)
Connected (17,19,17) -> (17,19,18)
Connected (17,19,17) -> (17,19,16)
====================
17,19,18 (17,19,18)
Connected (17,19,18) -> (18,19,18)
Connected (17,19,18) -> (16,19,18)
Ignored (17,20,18) because it's out of bounds.
Connected (17,19,18) -> (17,18,18)
Connected (17,19,18) -> (17,19,19)
Connected (17,19,18) -> (17,19,17)
====================
17,19,19 (17,19,19)
Connected (17,19,19) -> (18,19,19)
Connected (17,19,19) -> (16,19,19)
Ignored (17,20,19) because it's out of bounds.
Connected (17,19,19) -> (17,18,19)
Connected (17,19,19) -> (17,19,20)
Connected (17,19,19) -> (17,19,18)
====================
17,19,20 (17,19,20)
Connected (17,19,20) -> (18,19,20)
Connected (17,19,20) -> (16,19,20)
Ignored (17,20,20) because it's out of bounds.
Connected (17,19,20) -> (17,18,20)
Ignored (17,19,21) because it's out of bounds.
Connected (17,19,20) -> (17,19,19)
====================
18,-1,-1 (18,-1,-1)
Connected (18,-1,-1) -> (19,-1,-1)
Connected (18,-1,-1) -> (17,-1,-1)
Connected (18,-1,-1) -> (18,0,-1)
Ignored (18,-2,-1) because it's out of bounds.
Connected (18,-1,-1) -> (18,-1,0)
Ignored (18,-1,-2) because it's out of bounds.
====================
18,-1,0 (18,-1,0)
Connected (18,-1,0) -> (19,-1,0)
Connected (18,-1,0) -> (17,-1,0)
Connected (18,-1,0) -> (18,0,0)
Ignored (18,-2,0) because it's out of bounds.
Connected (18,-1,0) -> (18,-1,1)
Connected (18,-1,0) -> (18,-1,-1)
====================
18,-1,1 (18,-1,1)
Connected (18,-1,1) -> (19,-1,1)
Connected (18,-1,1) -> (17,-1,1)
Connected (18,-1,1) -> (18,0,1)
Ignored (18,-2,1) because it's out of bounds.
Connected (18,-1,1) -> (18,-1,2)
Connected (18,-1,1) -> (18,-1,0)
====================
18,-1,2 (18,-1,2)
Connected (18,-1,2) -> (19,-1,2)
Connected (18,-1,2) -> (17,-1,2)
Connected (18,-1,2) -> (18,0,2)
Ignored (18,-2,2) because it's out of bounds.
Connected (18,-1,2) -> (18,-1,3)
Connected (18,-1,2) -> (18,-1,1)
====================
18,-1,3 (18,-1,3)
Connected (18,-1,3) -> (19,-1,3)
Connected (18,-1,3) -> (17,-1,3)
Connected (18,-1,3) -> (18,0,3)
Ignored (18,-2,3) because it's out of bounds.
Connected (18,-1,3) -> (18,-1,4)
Connected (18,-1,3) -> (18,-1,2)
====================
18,-1,4 (18,-1,4)
Connected (18,-1,4) -> (19,-1,4)
Connected (18,-1,4) -> (17,-1,4)
Connected (18,-1,4) -> (18,0,4)
Ignored (18,-2,4) because it's out of bounds.
Connected (18,-1,4) -> (18,-1,5)
Connected (18,-1,4) -> (18,-1,3)
====================
18,-1,5 (18,-1,5)
Connected (18,-1,5) -> (19,-1,5)
Connected (18,-1,5) -> (17,-1,5)
Connected (18,-1,5) -> (18,0,5)
Ignored (18,-2,5) because it's out of bounds.
Connected (18,-1,5) -> (18,-1,6)
Connected (18,-1,5) -> (18,-1,4)
====================
18,-1,6 (18,-1,6)
Connected (18,-1,6) -> (19,-1,6)
Connected (18,-1,6) -> (17,-1,6)
Connected (18,-1,6) -> (18,0,6)
Ignored (18,-2,6) because it's out of bounds.
Connected (18,-1,6) -> (18,-1,7)
Connected (18,-1,6) -> (18,-1,5)
====================
18,-1,7 (18,-1,7)
Connected (18,-1,7) -> (19,-1,7)
Connected (18,-1,7) -> (17,-1,7)
Connected (18,-1,7) -> (18,0,7)
Ignored (18,-2,7) because it's out of bounds.
Connected (18,-1,7) -> (18,-1,8)
Connected (18,-1,7) -> (18,-1,6)
====================
18,-1,8 (18,-1,8)
Connected (18,-1,8) -> (19,-1,8)
Connected (18,-1,8) -> (17,-1,8)
Connected (18,-1,8) -> (18,0,8)
Ignored (18,-2,8) because it's out of bounds.
Connected (18,-1,8) -> (18,-1,9)
Connected (18,-1,8) -> (18,-1,7)
====================
18,-1,9 (18,-1,9)
Connected (18,-1,9) -> (19,-1,9)
Connected (18,-1,9) -> (17,-1,9)
Connected (18,-1,9) -> (18,0,9)
Ignored (18,-2,9) because it's out of bounds.
Connected (18,-1,9) -> (18,-1,10)
Connected (18,-1,9) -> (18,-1,8)
====================
18,-1,10 (18,-1,10)
Connected (18,-1,10) -> (19,-1,10)
Connected (18,-1,10) -> (17,-1,10)
Connected (18,-1,10) -> (18,0,10)
Ignored (18,-2,10) because it's out of bounds.
Connected (18,-1,10) -> (18,-1,11)
Connected (18,-1,10) -> (18,-1,9)
====================
18,-1,11 (18,-1,11)
Connected (18,-1,11) -> (19,-1,11)
Connected (18,-1,11) -> (17,-1,11)
Connected (18,-1,11) -> (18,0,11)
Ignored (18,-2,11) because it's out of bounds.
Connected (18,-1,11) -> (18,-1,12)
Connected (18,-1,11) -> (18,-1,10)
====================
18,-1,12 (18,-1,12)
Connected (18,-1,12) -> (19,-1,12)
Connected (18,-1,12) -> (17,-1,12)
Connected (18,-1,12) -> (18,0,12)
Ignored (18,-2,12) because it's out of bounds.
Connected (18,-1,12) -> (18,-1,13)
Connected (18,-1,12) -> (18,-1,11)
====================
18,-1,13 (18,-1,13)
Connected (18,-1,13) -> (19,-1,13)
Connected (18,-1,13) -> (17,-1,13)
Connected (18,-1,13) -> (18,0,13)
Ignored (18,-2,13) because it's out of bounds.
Connected (18,-1,13) -> (18,-1,14)
Connected (18,-1,13) -> (18,-1,12)
====================
18,-1,14 (18,-1,14)
Connected (18,-1,14) -> (19,-1,14)
Connected (18,-1,14) -> (17,-1,14)
Connected (18,-1,14) -> (18,0,14)
Ignored (18,-2,14) because it's out of bounds.
Connected (18,-1,14) -> (18,-1,15)
Connected (18,-1,14) -> (18,-1,13)
====================
18,-1,15 (18,-1,15)
Connected (18,-1,15) -> (19,-1,15)
Connected (18,-1,15) -> (17,-1,15)
Connected (18,-1,15) -> (18,0,15)
Ignored (18,-2,15) because it's out of bounds.
Connected (18,-1,15) -> (18,-1,16)
Connected (18,-1,15) -> (18,-1,14)
====================
18,-1,16 (18,-1,16)
Connected (18,-1,16) -> (19,-1,16)
Connected (18,-1,16) -> (17,-1,16)
Connected (18,-1,16) -> (18,0,16)
Ignored (18,-2,16) because it's out of bounds.
Connected (18,-1,16) -> (18,-1,17)
Connected (18,-1,16) -> (18,-1,15)
====================
18,-1,17 (18,-1,17)
Connected (18,-1,17) -> (19,-1,17)
Connected (18,-1,17) -> (17,-1,17)
Connected (18,-1,17) -> (18,0,17)
Ignored (18,-2,17) because it's out of bounds.
Connected (18,-1,17) -> (18,-1,18)
Connected (18,-1,17) -> (18,-1,16)
====================
18,-1,18 (18,-1,18)
Connected (18,-1,18) -> (19,-1,18)
Connected (18,-1,18) -> (17,-1,18)
Connected (18,-1,18) -> (18,0,18)
Ignored (18,-2,18) because it's out of bounds.
Connected (18,-1,18) -> (18,-1,19)
Connected (18,-1,18) -> (18,-1,17)
====================
18,-1,19 (18,-1,19)
Connected (18,-1,19) -> (19,-1,19)
Connected (18,-1,19) -> (17,-1,19)
Connected (18,-1,19) -> (18,0,19)
Ignored (18,-2,19) because it's out of bounds.
Connected (18,-1,19) -> (18,-1,20)
Connected (18,-1,19) -> (18,-1,18)
====================
18,-1,20 (18,-1,20)
Connected (18,-1,20) -> (19,-1,20)
Connected (18,-1,20) -> (17,-1,20)
Connected (18,-1,20) -> (18,0,20)
Ignored (18,-2,20) because it's out of bounds.
Ignored (18,-1,21) because it's out of bounds.
Connected (18,-1,20) -> (18,-1,19)
====================
18,0,-1 (18,0,-1)
Connected (18,0,-1) -> (19,0,-1)
Connected (18,0,-1) -> (17,0,-1)
Connected (18,0,-1) -> (18,1,-1)
Connected (18,0,-1) -> (18,-1,-1)
Connected (18,0,-1) -> (18,0,0)
Ignored (18,0,-2) because it's out of bounds.
====================
18,0,0 (18,0,0)
Connected (18,0,0) -> (19,0,0)
Connected (18,0,0) -> (17,0,0)
Connected (18,0,0) -> (18,1,0)
Connected (18,0,0) -> (18,-1,0)
Connected (18,0,0) -> (18,0,1)
Connected (18,0,0) -> (18,0,-1)
====================
18,0,1 (18,0,1)
Connected (18,0,1) -> (19,0,1)
Connected (18,0,1) -> (17,0,1)
Connected (18,0,1) -> (18,1,1)
Connected (18,0,1) -> (18,-1,1)
Connected (18,0,1) -> (18,0,2)
Connected (18,0,1) -> (18,0,0)
====================
18,0,2 (18,0,2)
Connected (18,0,2) -> (19,0,2)
Connected (18,0,2) -> (17,0,2)
Connected (18,0,2) -> (18,1,2)
Connected (18,0,2) -> (18,-1,2)
Connected (18,0,2) -> (18,0,3)
Connected (18,0,2) -> (18,0,1)
====================
18,0,3 (18,0,3)
Connected (18,0,3) -> (19,0,3)
Connected (18,0,3) -> (17,0,3)
Connected (18,0,3) -> (18,1,3)
Connected (18,0,3) -> (18,-1,3)
Connected (18,0,3) -> (18,0,4)
Connected (18,0,3) -> (18,0,2)
====================
18,0,4 (18,0,4)
Connected (18,0,4) -> (19,0,4)
Connected (18,0,4) -> (17,0,4)
Connected (18,0,4) -> (18,1,4)
Connected (18,0,4) -> (18,-1,4)
Connected (18,0,4) -> (18,0,5)
Connected (18,0,4) -> (18,0,3)
====================
18,0,5 (18,0,5)
Connected (18,0,5) -> (19,0,5)
Connected (18,0,5) -> (17,0,5)
Connected (18,0,5) -> (18,1,5)
Connected (18,0,5) -> (18,-1,5)
Connected (18,0,5) -> (18,0,6)
Connected (18,0,5) -> (18,0,4)
====================
18,0,6 (18,0,6)
Connected (18,0,6) -> (19,0,6)
Connected (18,0,6) -> (17,0,6)
Connected (18,0,6) -> (18,1,6)
Connected (18,0,6) -> (18,-1,6)
Connected (18,0,6) -> (18,0,7)
Connected (18,0,6) -> (18,0,5)
====================
18,0,7 (18,0,7)
Connected (18,0,7) -> (19,0,7)
Connected (18,0,7) -> (17,0,7)
Connected (18,0,7) -> (18,1,7)
Connected (18,0,7) -> (18,-1,7)
Connected (18,0,7) -> (18,0,8)
Connected (18,0,7) -> (18,0,6)
====================
18,0,8 (18,0,8)
Connected (18,0,8) -> (19,0,8)
Connected (18,0,8) -> (17,0,8)
Connected (18,0,8) -> (18,1,8)
Connected (18,0,8) -> (18,-1,8)
Connected (18,0,8) -> (18,0,9)
Connected (18,0,8) -> (18,0,7)
====================
18,0,9 (18,0,9)
Connected (18,0,9) -> (19,0,9)
Connected (18,0,9) -> (17,0,9)
Connected (18,0,9) -> (18,1,9)
Connected (18,0,9) -> (18,-1,9)
Connected (18,0,9) -> (18,0,10)
Connected (18,0,9) -> (18,0,8)
====================
18,0,10 (18,0,10)
Connected (18,0,10) -> (19,0,10)
Connected (18,0,10) -> (17,0,10)
Connected (18,0,10) -> (18,1,10)
Connected (18,0,10) -> (18,-1,10)
Connected (18,0,10) -> (18,0,11)
Connected (18,0,10) -> (18,0,9)
====================
18,0,11 (18,0,11)
Connected (18,0,11) -> (19,0,11)
Connected (18,0,11) -> (17,0,11)
Connected (18,0,11) -> (18,1,11)
Connected (18,0,11) -> (18,-1,11)
Connected (18,0,11) -> (18,0,12)
Connected (18,0,11) -> (18,0,10)
====================
18,0,12 (18,0,12)
Connected (18,0,12) -> (19,0,12)
Connected (18,0,12) -> (17,0,12)
Connected (18,0,12) -> (18,1,12)
Connected (18,0,12) -> (18,-1,12)
Connected (18,0,12) -> (18,0,13)
Connected (18,0,12) -> (18,0,11)
====================
18,0,13 (18,0,13)
Connected (18,0,13) -> (19,0,13)
Connected (18,0,13) -> (17,0,13)
Connected (18,0,13) -> (18,1,13)
Connected (18,0,13) -> (18,-1,13)
Connected (18,0,13) -> (18,0,14)
Connected (18,0,13) -> (18,0,12)
====================
18,0,14 (18,0,14)
Connected (18,0,14) -> (19,0,14)
Connected (18,0,14) -> (17,0,14)
Connected (18,0,14) -> (18,1,14)
Connected (18,0,14) -> (18,-1,14)
Connected (18,0,14) -> (18,0,15)
Connected (18,0,14) -> (18,0,13)
====================
18,0,15 (18,0,15)
Connected (18,0,15) -> (19,0,15)
Connected (18,0,15) -> (17,0,15)
Connected (18,0,15) -> (18,1,15)
Connected (18,0,15) -> (18,-1,15)
Connected (18,0,15) -> (18,0,16)
Connected (18,0,15) -> (18,0,14)
====================
18,0,16 (18,0,16)
Connected (18,0,16) -> (19,0,16)
Connected (18,0,16) -> (17,0,16)
Connected (18,0,16) -> (18,1,16)
Connected (18,0,16) -> (18,-1,16)
Connected (18,0,16) -> (18,0,17)
Connected (18,0,16) -> (18,0,15)
====================
18,0,17 (18,0,17)
Connected (18,0,17) -> (19,0,17)
Connected (18,0,17) -> (17,0,17)
Connected (18,0,17) -> (18,1,17)
Connected (18,0,17) -> (18,-1,17)
Connected (18,0,17) -> (18,0,18)
Connected (18,0,17) -> (18,0,16)
====================
18,0,18 (18,0,18)
Connected (18,0,18) -> (19,0,18)
Connected (18,0,18) -> (17,0,18)
Connected (18,0,18) -> (18,1,18)
Connected (18,0,18) -> (18,-1,18)
Connected (18,0,18) -> (18,0,19)
Connected (18,0,18) -> (18,0,17)
====================
18,0,19 (18,0,19)
Connected (18,0,19) -> (19,0,19)
Connected (18,0,19) -> (17,0,19)
Connected (18,0,19) -> (18,1,19)
Connected (18,0,19) -> (18,-1,19)
Connected (18,0,19) -> (18,0,20)
Connected (18,0,19) -> (18,0,18)
====================
18,0,20 (18,0,20)
Connected (18,0,20) -> (19,0,20)
Connected (18,0,20) -> (17,0,20)
Connected (18,0,20) -> (18,1,20)
Connected (18,0,20) -> (18,-1,20)
Ignored (18,0,21) because it's out of bounds.
Connected (18,0,20) -> (18,0,19)
====================
18,1,-1 (18,1,-1)
Connected (18,1,-1) -> (19,1,-1)
Connected (18,1,-1) -> (17,1,-1)
Connected (18,1,-1) -> (18,2,-1)
Connected (18,1,-1) -> (18,0,-1)
Connected (18,1,-1) -> (18,1,0)
Ignored (18,1,-2) because it's out of bounds.
====================
18,1,0 (18,1,0)
Connected (18,1,0) -> (19,1,0)
Connected (18,1,0) -> (17,1,0)
Connected (18,1,0) -> (18,2,0)
Connected (18,1,0) -> (18,0,0)
Connected (18,1,0) -> (18,1,1)
Connected (18,1,0) -> (18,1,-1)
====================
18,1,1 (18,1,1)
Connected (18,1,1) -> (19,1,1)
Connected (18,1,1) -> (17,1,1)
Connected (18,1,1) -> (18,2,1)
Connected (18,1,1) -> (18,0,1)
Connected (18,1,1) -> (18,1,2)
Connected (18,1,1) -> (18,1,0)
====================
18,1,2 (18,1,2)
Connected (18,1,2) -> (19,1,2)
Connected (18,1,2) -> (17,1,2)
Connected (18,1,2) -> (18,2,2)
Connected (18,1,2) -> (18,0,2)
Connected (18,1,2) -> (18,1,3)
Connected (18,1,2) -> (18,1,1)
====================
18,1,3 (18,1,3)
Connected (18,1,3) -> (19,1,3)
Connected (18,1,3) -> (17,1,3)
Connected (18,1,3) -> (18,2,3)
Connected (18,1,3) -> (18,0,3)
Connected (18,1,3) -> (18,1,4)
Connected (18,1,3) -> (18,1,2)
====================
18,1,4 (18,1,4)
Connected (18,1,4) -> (19,1,4)
Connected (18,1,4) -> (17,1,4)
Connected (18,1,4) -> (18,2,4)
Connected (18,1,4) -> (18,0,4)
Connected (18,1,4) -> (18,1,5)
Connected (18,1,4) -> (18,1,3)
====================
18,1,5 (18,1,5)
Connected (18,1,5) -> (19,1,5)
Connected (18,1,5) -> (17,1,5)
Connected (18,1,5) -> (18,2,5)
Connected (18,1,5) -> (18,0,5)
Connected (18,1,5) -> (18,1,6)
Connected (18,1,5) -> (18,1,4)
====================
18,1,6 (18,1,6)
Connected (18,1,6) -> (19,1,6)
Connected (18,1,6) -> (17,1,6)
Connected (18,1,6) -> (18,2,6)
Connected (18,1,6) -> (18,0,6)
Connected (18,1,6) -> (18,1,7)
Connected (18,1,6) -> (18,1,5)
====================
18,1,7 (18,1,7)
Connected (18,1,7) -> (19,1,7)
Connected (18,1,7) -> (17,1,7)
Connected (18,1,7) -> (18,2,7)
Connected (18,1,7) -> (18,0,7)
Connected (18,1,7) -> (18,1,8)
Connected (18,1,7) -> (18,1,6)
====================
18,1,8 (18,1,8)
Connected (18,1,8) -> (19,1,8)
Connected (18,1,8) -> (17,1,8)
Connected (18,1,8) -> (18,2,8)
Connected (18,1,8) -> (18,0,8)
Connected (18,1,8) -> (18,1,9)
Connected (18,1,8) -> (18,1,7)
====================
18,1,9 (18,1,9)
Connected (18,1,9) -> (19,1,9)
Connected (18,1,9) -> (17,1,9)
Connected (18,1,9) -> (18,2,9)
Connected (18,1,9) -> (18,0,9)
Connected (18,1,9) -> (18,1,10)
Connected (18,1,9) -> (18,1,8)
====================
18,1,10 (18,1,10)
Connected (18,1,10) -> (19,1,10)
Connected (18,1,10) -> (17,1,10)
Connected (18,1,10) -> (18,2,10)
Connected (18,1,10) -> (18,0,10)
Connected (18,1,10) -> (18,1,11)
Connected (18,1,10) -> (18,1,9)
====================
18,1,11 (18,1,11)
Connected (18,1,11) -> (19,1,11)
Connected (18,1,11) -> (17,1,11)
Connected (18,1,11) -> (18,2,11)
Connected (18,1,11) -> (18,0,11)
Connected (18,1,11) -> (18,1,12)
Connected (18,1,11) -> (18,1,10)
====================
18,1,12 (18,1,12)
Connected (18,1,12) -> (19,1,12)
Connected (18,1,12) -> (17,1,12)
Connected (18,1,12) -> (18,2,12)
Connected (18,1,12) -> (18,0,12)
Connected (18,1,12) -> (18,1,13)
Connected (18,1,12) -> (18,1,11)
====================
18,1,13 (18,1,13)
Connected (18,1,13) -> (19,1,13)
Connected (18,1,13) -> (17,1,13)
Connected (18,1,13) -> (18,2,13)
Connected (18,1,13) -> (18,0,13)
Connected (18,1,13) -> (18,1,14)
Connected (18,1,13) -> (18,1,12)
====================
18,1,14 (18,1,14)
Connected (18,1,14) -> (19,1,14)
Connected (18,1,14) -> (17,1,14)
Connected (18,1,14) -> (18,2,14)
Connected (18,1,14) -> (18,0,14)
Connected (18,1,14) -> (18,1,15)
Connected (18,1,14) -> (18,1,13)
====================
18,1,15 (18,1,15)
Connected (18,1,15) -> (19,1,15)
Connected (18,1,15) -> (17,1,15)
Connected (18,1,15) -> (18,2,15)
Connected (18,1,15) -> (18,0,15)
Connected (18,1,15) -> (18,1,16)
Connected (18,1,15) -> (18,1,14)
====================
18,1,16 (18,1,16)
Connected (18,1,16) -> (19,1,16)
Connected (18,1,16) -> (17,1,16)
Connected (18,1,16) -> (18,2,16)
Connected (18,1,16) -> (18,0,16)
Connected (18,1,16) -> (18,1,17)
Connected (18,1,16) -> (18,1,15)
====================
18,1,17 (18,1,17)
Connected (18,1,17) -> (19,1,17)
Connected (18,1,17) -> (17,1,17)
Connected (18,1,17) -> (18,2,17)
Connected (18,1,17) -> (18,0,17)
Connected (18,1,17) -> (18,1,18)
Connected (18,1,17) -> (18,1,16)
====================
18,1,18 (18,1,18)
Connected (18,1,18) -> (19,1,18)
Connected (18,1,18) -> (17,1,18)
Connected (18,1,18) -> (18,2,18)
Connected (18,1,18) -> (18,0,18)
Connected (18,1,18) -> (18,1,19)
Connected (18,1,18) -> (18,1,17)
====================
18,1,19 (18,1,19)
Connected (18,1,19) -> (19,1,19)
Connected (18,1,19) -> (17,1,19)
Connected (18,1,19) -> (18,2,19)
Connected (18,1,19) -> (18,0,19)
Connected (18,1,19) -> (18,1,20)
Connected (18,1,19) -> (18,1,18)
====================
18,1,20 (18,1,20)
Connected (18,1,20) -> (19,1,20)
Connected (18,1,20) -> (17,1,20)
Connected (18,1,20) -> (18,2,20)
Connected (18,1,20) -> (18,0,20)
Ignored (18,1,21) because it's out of bounds.
Connected (18,1,20) -> (18,1,19)
====================
18,2,-1 (18,2,-1)
Connected (18,2,-1) -> (19,2,-1)
Connected (18,2,-1) -> (17,2,-1)
Connected (18,2,-1) -> (18,3,-1)
Connected (18,2,-1) -> (18,1,-1)
Connected (18,2,-1) -> (18,2,0)
Ignored (18,2,-2) because it's out of bounds.
====================
18,2,0 (18,2,0)
Connected (18,2,0) -> (19,2,0)
Connected (18,2,0) -> (17,2,0)
Connected (18,2,0) -> (18,3,0)
Connected (18,2,0) -> (18,1,0)
Connected (18,2,0) -> (18,2,1)
Connected (18,2,0) -> (18,2,-1)
====================
18,2,1 (18,2,1)
Connected (18,2,1) -> (19,2,1)
Connected (18,2,1) -> (17,2,1)
Connected (18,2,1) -> (18,3,1)
Connected (18,2,1) -> (18,1,1)
Connected (18,2,1) -> (18,2,2)
Connected (18,2,1) -> (18,2,0)
====================
18,2,2 (18,2,2)
Connected (18,2,2) -> (19,2,2)
Connected (18,2,2) -> (17,2,2)
Connected (18,2,2) -> (18,3,2)
Connected (18,2,2) -> (18,1,2)
Connected (18,2,2) -> (18,2,3)
Connected (18,2,2) -> (18,2,1)
====================
18,2,3 (18,2,3)
Connected (18,2,3) -> (19,2,3)
Connected (18,2,3) -> (17,2,3)
Connected (18,2,3) -> (18,3,3)
Connected (18,2,3) -> (18,1,3)
Connected (18,2,3) -> (18,2,4)
Connected (18,2,3) -> (18,2,2)
====================
18,2,4 (18,2,4)
Connected (18,2,4) -> (19,2,4)
Connected (18,2,4) -> (17,2,4)
Connected (18,2,4) -> (18,3,4)
Connected (18,2,4) -> (18,1,4)
Connected (18,2,4) -> (18,2,5)
Connected (18,2,4) -> (18,2,3)
====================
18,2,5 (18,2,5)
Connected (18,2,5) -> (19,2,5)
Connected (18,2,5) -> (17,2,5)
Connected (18,2,5) -> (18,3,5)
Connected (18,2,5) -> (18,1,5)
Connected (18,2,5) -> (18,2,6)
Connected (18,2,5) -> (18,2,4)
====================
18,2,6 (18,2,6)
Connected (18,2,6) -> (19,2,6)
Connected (18,2,6) -> (17,2,6)
Connected (18,2,6) -> (18,3,6)
Connected (18,2,6) -> (18,1,6)
Connected (18,2,6) -> (18,2,7)
Connected (18,2,6) -> (18,2,5)
====================
18,2,7 (18,2,7)
Connected (18,2,7) -> (19,2,7)
Connected (18,2,7) -> (17,2,7)
Connected (18,2,7) -> (18,3,7)
Connected (18,2,7) -> (18,1,7)
Connected (18,2,7) -> (18,2,8)
Connected (18,2,7) -> (18,2,6)
====================
18,2,8 (18,2,8)
Connected (18,2,8) -> (19,2,8)
Connected (18,2,8) -> (17,2,8)
Connected (18,2,8) -> (18,3,8)
Connected (18,2,8) -> (18,1,8)
Connected (18,2,8) -> (18,2,9)
Connected (18,2,8) -> (18,2,7)
====================
18,2,9 (18,2,9)
Connected (18,2,9) -> (19,2,9)
Connected (18,2,9) -> (17,2,9)
Connected (18,2,9) -> (18,3,9)
Connected (18,2,9) -> (18,1,9)
Connected (18,2,9) -> (18,2,10)
Connected (18,2,9) -> (18,2,8)
====================
18,2,10 (18,2,10)
Connected (18,2,10) -> (19,2,10)
Connected (18,2,10) -> (17,2,10)
Connected (18,2,10) -> (18,3,10)
Connected (18,2,10) -> (18,1,10)
Connected (18,2,10) -> (18,2,11)
Connected (18,2,10) -> (18,2,9)
====================
18,2,11 (18,2,11)
Connected (18,2,11) -> (19,2,11)
Connected (18,2,11) -> (17,2,11)
Connected (18,2,11) -> (18,3,11)
Connected (18,2,11) -> (18,1,11)
Connected (18,2,11) -> (18,2,12)
Connected (18,2,11) -> (18,2,10)
====================
18,2,12 (18,2,12)
Connected (18,2,12) -> (19,2,12)
Connected (18,2,12) -> (17,2,12)
Connected (18,2,12) -> (18,3,12)
Connected (18,2,12) -> (18,1,12)
Connected (18,2,12) -> (18,2,13)
Connected (18,2,12) -> (18,2,11)
====================
18,2,13 (18,2,13)
Connected (18,2,13) -> (19,2,13)
Connected (18,2,13) -> (17,2,13)
Connected (18,2,13) -> (18,3,13)
Connected (18,2,13) -> (18,1,13)
Connected (18,2,13) -> (18,2,14)
Connected (18,2,13) -> (18,2,12)
====================
18,2,14 (18,2,14)
Connected (18,2,14) -> (19,2,14)
Connected (18,2,14) -> (17,2,14)
Connected (18,2,14) -> (18,3,14)
Connected (18,2,14) -> (18,1,14)
Connected (18,2,14) -> (18,2,15)
Connected (18,2,14) -> (18,2,13)
====================
18,2,15 (18,2,15)
Connected (18,2,15) -> (19,2,15)
Connected (18,2,15) -> (17,2,15)
Connected (18,2,15) -> (18,3,15)
Connected (18,2,15) -> (18,1,15)
Connected (18,2,15) -> (18,2,16)
Connected (18,2,15) -> (18,2,14)
====================
18,2,16 (18,2,16)
Connected (18,2,16) -> (19,2,16)
Connected (18,2,16) -> (17,2,16)
Connected (18,2,16) -> (18,3,16)
Connected (18,2,16) -> (18,1,16)
Connected (18,2,16) -> (18,2,17)
Connected (18,2,16) -> (18,2,15)
====================
18,2,17 (18,2,17)
Connected (18,2,17) -> (19,2,17)
Connected (18,2,17) -> (17,2,17)
Connected (18,2,17) -> (18,3,17)
Connected (18,2,17) -> (18,1,17)
Connected (18,2,17) -> (18,2,18)
Connected (18,2,17) -> (18,2,16)
====================
18,2,18 (18,2,18)
Connected (18,2,18) -> (19,2,18)
Connected (18,2,18) -> (17,2,18)
Connected (18,2,18) -> (18,3,18)
Connected (18,2,18) -> (18,1,18)
Connected (18,2,18) -> (18,2,19)
Connected (18,2,18) -> (18,2,17)
====================
18,2,19 (18,2,19)
Connected (18,2,19) -> (19,2,19)
Connected (18,2,19) -> (17,2,19)
Connected (18,2,19) -> (18,3,19)
Connected (18,2,19) -> (18,1,19)
Connected (18,2,19) -> (18,2,20)
Connected (18,2,19) -> (18,2,18)
====================
18,2,20 (18,2,20)
Connected (18,2,20) -> (19,2,20)
Connected (18,2,20) -> (17,2,20)
Connected (18,2,20) -> (18,3,20)
Connected (18,2,20) -> (18,1,20)
Ignored (18,2,21) because it's out of bounds.
Connected (18,2,20) -> (18,2,19)
====================
18,3,-1 (18,3,-1)
Connected (18,3,-1) -> (19,3,-1)
Connected (18,3,-1) -> (17,3,-1)
Connected (18,3,-1) -> (18,4,-1)
Connected (18,3,-1) -> (18,2,-1)
Connected (18,3,-1) -> (18,3,0)
Ignored (18,3,-2) because it's out of bounds.
====================
18,3,0 (18,3,0)
Connected (18,3,0) -> (19,3,0)
Connected (18,3,0) -> (17,3,0)
Connected (18,3,0) -> (18,4,0)
Connected (18,3,0) -> (18,2,0)
Connected (18,3,0) -> (18,3,1)
Connected (18,3,0) -> (18,3,-1)
====================
18,3,1 (18,3,1)
Connected (18,3,1) -> (19,3,1)
Connected (18,3,1) -> (17,3,1)
Connected (18,3,1) -> (18,4,1)
Connected (18,3,1) -> (18,2,1)
Connected (18,3,1) -> (18,3,2)
Connected (18,3,1) -> (18,3,0)
====================
18,3,2 (18,3,2)
Connected (18,3,2) -> (19,3,2)
Connected (18,3,2) -> (17,3,2)
Connected (18,3,2) -> (18,4,2)
Connected (18,3,2) -> (18,2,2)
Connected (18,3,2) -> (18,3,3)
Connected (18,3,2) -> (18,3,1)
====================
18,3,3 (18,3,3)
Connected (18,3,3) -> (19,3,3)
Connected (18,3,3) -> (17,3,3)
Connected (18,3,3) -> (18,4,3)
Connected (18,3,3) -> (18,2,3)
Connected (18,3,3) -> (18,3,4)
Connected (18,3,3) -> (18,3,2)
====================
18,3,4 (18,3,4)
Connected (18,3,4) -> (19,3,4)
Connected (18,3,4) -> (17,3,4)
Connected (18,3,4) -> (18,4,4)
Connected (18,3,4) -> (18,2,4)
Connected (18,3,4) -> (18,3,5)
Connected (18,3,4) -> (18,3,3)
====================
18,3,5 (18,3,5)
Connected (18,3,5) -> (19,3,5)
Connected (18,3,5) -> (17,3,5)
Connected (18,3,5) -> (18,4,5)
Connected (18,3,5) -> (18,2,5)
Connected (18,3,5) -> (18,3,6)
Connected (18,3,5) -> (18,3,4)
====================
18,3,6 (18,3,6)
Connected (18,3,6) -> (19,3,6)
Connected (18,3,6) -> (17,3,6)
Connected (18,3,6) -> (18,4,6)
Connected (18,3,6) -> (18,2,6)
Connected (18,3,6) -> (18,3,7)
Connected (18,3,6) -> (18,3,5)
====================
18,3,7 (18,3,7)
Connected (18,3,7) -> (19,3,7)
Connected (18,3,7) -> (17,3,7)
Connected (18,3,7) -> (18,4,7)
Connected (18,3,7) -> (18,2,7)
Connected (18,3,7) -> (18,3,8)
Connected (18,3,7) -> (18,3,6)
====================
18,3,8 (18,3,8)
Connected (18,3,8) -> (19,3,8)
Connected (18,3,8) -> (17,3,8)
Connected (18,3,8) -> (18,4,8)
Connected (18,3,8) -> (18,2,8)
Connected (18,3,8) -> (18,3,9)
Connected (18,3,8) -> (18,3,7)
====================
18,3,9 (18,3,9)
Connected (18,3,9) -> (19,3,9)
Connected (18,3,9) -> (17,3,9)
Connected (18,3,9) -> (18,4,9)
Connected (18,3,9) -> (18,2,9)
Connected (18,3,9) -> (18,3,10)
Connected (18,3,9) -> (18,3,8)
====================
18,3,10 (18,3,10)
Connected (18,3,10) -> (19,3,10)
Connected (18,3,10) -> (17,3,10)
Connected (18,3,10) -> (18,4,10)
Connected (18,3,10) -> (18,2,10)
Connected (18,3,10) -> (18,3,11)
Connected (18,3,10) -> (18,3,9)
====================
18,3,11 (18,3,11)
Connected (18,3,11) -> (19,3,11)
Connected (18,3,11) -> (17,3,11)
Connected (18,3,11) -> (18,4,11)
Connected (18,3,11) -> (18,2,11)
Connected (18,3,11) -> (18,3,12)
Connected (18,3,11) -> (18,3,10)
====================
18,3,12 (18,3,12)
Connected (18,3,12) -> (19,3,12)
Connected (18,3,12) -> (17,3,12)
Connected (18,3,12) -> (18,4,12)
Connected (18,3,12) -> (18,2,12)
Connected (18,3,12) -> (18,3,13)
Connected (18,3,12) -> (18,3,11)
====================
18,3,13 (18,3,13)
Connected (18,3,13) -> (19,3,13)
Connected (18,3,13) -> (17,3,13)
Connected (18,3,13) -> (18,4,13)
Connected (18,3,13) -> (18,2,13)
Connected (18,3,13) -> (18,3,14)
Connected (18,3,13) -> (18,3,12)
====================
18,3,14 (18,3,14)
Connected (18,3,14) -> (19,3,14)
Connected (18,3,14) -> (17,3,14)
Connected (18,3,14) -> (18,4,14)
Connected (18,3,14) -> (18,2,14)
Connected (18,3,14) -> (18,3,15)
Connected (18,3,14) -> (18,3,13)
====================
18,3,15 (18,3,15)
Connected (18,3,15) -> (19,3,15)
Connected (18,3,15) -> (17,3,15)
Connected (18,3,15) -> (18,4,15)
Connected (18,3,15) -> (18,2,15)
Connected (18,3,15) -> (18,3,16)
Connected (18,3,15) -> (18,3,14)
====================
18,3,16 (18,3,16)
Connected (18,3,16) -> (19,3,16)
Connected (18,3,16) -> (17,3,16)
Connected (18,3,16) -> (18,4,16)
Connected (18,3,16) -> (18,2,16)
Connected (18,3,16) -> (18,3,17)
Connected (18,3,16) -> (18,3,15)
====================
18,3,17 (18,3,17)
Connected (18,3,17) -> (19,3,17)
Connected (18,3,17) -> (17,3,17)
Connected (18,3,17) -> (18,4,17)
Connected (18,3,17) -> (18,2,17)
Connected (18,3,17) -> (18,3,18)
Connected (18,3,17) -> (18,3,16)
====================
18,3,18 (18,3,18)
Connected (18,3,18) -> (19,3,18)
Connected (18,3,18) -> (17,3,18)
Connected (18,3,18) -> (18,4,18)
Connected (18,3,18) -> (18,2,18)
Connected (18,3,18) -> (18,3,19)
Connected (18,3,18) -> (18,3,17)
====================
18,3,19 (18,3,19)
Connected (18,3,19) -> (19,3,19)
Connected (18,3,19) -> (17,3,19)
Connected (18,3,19) -> (18,4,19)
Connected (18,3,19) -> (18,2,19)
Connected (18,3,19) -> (18,3,20)
Connected (18,3,19) -> (18,3,18)
====================
18,3,20 (18,3,20)
Connected (18,3,20) -> (19,3,20)
Connected (18,3,20) -> (17,3,20)
Connected (18,3,20) -> (18,4,20)
Connected (18,3,20) -> (18,2,20)
Ignored (18,3,21) because it's out of bounds.
Connected (18,3,20) -> (18,3,19)
====================
18,4,-1 (18,4,-1)
Connected (18,4,-1) -> (19,4,-1)
Connected (18,4,-1) -> (17,4,-1)
Connected (18,4,-1) -> (18,5,-1)
Connected (18,4,-1) -> (18,3,-1)
Connected (18,4,-1) -> (18,4,0)
Ignored (18,4,-2) because it's out of bounds.
====================
18,4,0 (18,4,0)
Connected (18,4,0) -> (19,4,0)
Connected (18,4,0) -> (17,4,0)
Connected (18,4,0) -> (18,5,0)
Connected (18,4,0) -> (18,3,0)
Connected (18,4,0) -> (18,4,1)
Connected (18,4,0) -> (18,4,-1)
====================
18,4,1 (18,4,1)
Connected (18,4,1) -> (19,4,1)
Connected (18,4,1) -> (17,4,1)
Connected (18,4,1) -> (18,5,1)
Connected (18,4,1) -> (18,3,1)
Connected (18,4,1) -> (18,4,2)
Connected (18,4,1) -> (18,4,0)
====================
18,4,2 (18,4,2)
Connected (18,4,2) -> (19,4,2)
Connected (18,4,2) -> (17,4,2)
Connected (18,4,2) -> (18,5,2)
Connected (18,4,2) -> (18,3,2)
Connected (18,4,2) -> (18,4,3)
Connected (18,4,2) -> (18,4,1)
====================
18,4,3 (18,4,3)
Connected (18,4,3) -> (19,4,3)
Connected (18,4,3) -> (17,4,3)
Connected (18,4,3) -> (18,5,3)
Connected (18,4,3) -> (18,3,3)
Connected (18,4,3) -> (18,4,4)
Connected (18,4,3) -> (18,4,2)
====================
18,4,4 (18,4,4)
Connected (18,4,4) -> (19,4,4)
Connected (18,4,4) -> (17,4,4)
Connected (18,4,4) -> (18,5,4)
Connected (18,4,4) -> (18,3,4)
Connected (18,4,4) -> (18,4,5)
Connected (18,4,4) -> (18,4,3)
====================
18,4,5 (18,4,5)
Connected (18,4,5) -> (19,4,5)
Connected (18,4,5) -> (17,4,5)
Connected (18,4,5) -> (18,5,5)
Connected (18,4,5) -> (18,3,5)
Connected (18,4,5) -> (18,4,6)
Connected (18,4,5) -> (18,4,4)
====================
18,4,6 (18,4,6)
Connected (18,4,6) -> (19,4,6)
Connected (18,4,6) -> (17,4,6)
Connected (18,4,6) -> (18,5,6)
Connected (18,4,6) -> (18,3,6)
Connected (18,4,6) -> (18,4,7)
Connected (18,4,6) -> (18,4,5)
====================
18,4,7 (18,4,7)
Connected (18,4,7) -> (19,4,7)
Connected (18,4,7) -> (17,4,7)
Connected (18,4,7) -> (18,5,7)
Connected (18,4,7) -> (18,3,7)
Connected (18,4,7) -> (18,4,8)
Connected (18,4,7) -> (18,4,6)
====================
18,4,8 (18,4,8)
Connected (18,4,8) -> (19,4,8)
Connected (18,4,8) -> (17,4,8)
Connected (18,4,8) -> (18,5,8)
Connected (18,4,8) -> (18,3,8)
Connected (18,4,8) -> (18,4,9)
Connected (18,4,8) -> (18,4,7)
====================
18,4,9 (18,4,9)
Connected (18,4,9) -> (19,4,9)
Ignored (17,4,9) because a block exists there.
Connected (18,4,9) -> (18,5,9)
Connected (18,4,9) -> (18,3,9)
Connected (18,4,9) -> (18,4,10)
Connected (18,4,9) -> (18,4,8)
====================
18,4,10 (18,4,10)
Connected (18,4,10) -> (19,4,10)
Connected (18,4,10) -> (17,4,10)
Connected (18,4,10) -> (18,5,10)
Connected (18,4,10) -> (18,3,10)
Connected (18,4,10) -> (18,4,11)
Connected (18,4,10) -> (18,4,9)
====================
18,4,11 (18,4,11)
Connected (18,4,11) -> (19,4,11)
Ignored (17,4,11) because a block exists there.
Ignored (18,5,11) because a block exists there.
Connected (18,4,11) -> (18,3,11)
Connected (18,4,11) -> (18,4,12)
Connected (18,4,11) -> (18,4,10)
====================
18,4,12 (18,4,12)
Connected (18,4,12) -> (19,4,12)
Connected (18,4,12) -> (17,4,12)
Connected (18,4,12) -> (18,5,12)
Connected (18,4,12) -> (18,3,12)
Connected (18,4,12) -> (18,4,13)
Connected (18,4,12) -> (18,4,11)
====================
18,4,13 (18,4,13)
Connected (18,4,13) -> (19,4,13)
Connected (18,4,13) -> (17,4,13)
Connected (18,4,13) -> (18,5,13)
Connected (18,4,13) -> (18,3,13)
Connected (18,4,13) -> (18,4,14)
Connected (18,4,13) -> (18,4,12)
====================
18,4,14 (18,4,14)
Connected (18,4,14) -> (19,4,14)
Connected (18,4,14) -> (17,4,14)
Connected (18,4,14) -> (18,5,14)
Connected (18,4,14) -> (18,3,14)
Connected (18,4,14) -> (18,4,15)
Connected (18,4,14) -> (18,4,13)
====================
18,4,15 (18,4,15)
Connected (18,4,15) -> (19,4,15)
Connected (18,4,15) -> (17,4,15)
Connected (18,4,15) -> (18,5,15)
Connected (18,4,15) -> (18,3,15)
Connected (18,4,15) -> (18,4,16)
Connected (18,4,15) -> (18,4,14)
====================
18,4,16 (18,4,16)
Connected (18,4,16) -> (19,4,16)
Connected (18,4,16) -> (17,4,16)
Connected (18,4,16) -> (18,5,16)
Connected (18,4,16) -> (18,3,16)
Connected (18,4,16) -> (18,4,17)
Connected (18,4,16) -> (18,4,15)
====================
18,4,17 (18,4,17)
Connected (18,4,17) -> (19,4,17)
Connected (18,4,17) -> (17,4,17)
Connected (18,4,17) -> (18,5,17)
Connected (18,4,17) -> (18,3,17)
Connected (18,4,17) -> (18,4,18)
Connected (18,4,17) -> (18,4,16)
====================
18,4,18 (18,4,18)
Connected (18,4,18) -> (19,4,18)
Connected (18,4,18) -> (17,4,18)
Connected (18,4,18) -> (18,5,18)
Connected (18,4,18) -> (18,3,18)
Connected (18,4,18) -> (18,4,19)
Connected (18,4,18) -> (18,4,17)
====================
18,4,19 (18,4,19)
Connected (18,4,19) -> (19,4,19)
Connected (18,4,19) -> (17,4,19)
Connected (18,4,19) -> (18,5,19)
Connected (18,4,19) -> (18,3,19)
Connected (18,4,19) -> (18,4,20)
Connected (18,4,19) -> (18,4,18)
====================
18,4,20 (18,4,20)
Connected (18,4,20) -> (19,4,20)
Connected (18,4,20) -> (17,4,20)
Connected (18,4,20) -> (18,5,20)
Connected (18,4,20) -> (18,3,20)
Ignored (18,4,21) because it's out of bounds.
Connected (18,4,20) -> (18,4,19)
====================
18,5,-1 (18,5,-1)
Connected (18,5,-1) -> (19,5,-1)
Connected (18,5,-1) -> (17,5,-1)
Connected (18,5,-1) -> (18,6,-1)
Connected (18,5,-1) -> (18,4,-1)
Connected (18,5,-1) -> (18,5,0)
Ignored (18,5,-2) because it's out of bounds.
====================
18,5,0 (18,5,0)
Connected (18,5,0) -> (19,5,0)
Connected (18,5,0) -> (17,5,0)
Connected (18,5,0) -> (18,6,0)
Connected (18,5,0) -> (18,4,0)
Connected (18,5,0) -> (18,5,1)
Connected (18,5,0) -> (18,5,-1)
====================
18,5,1 (18,5,1)
Connected (18,5,1) -> (19,5,1)
Connected (18,5,1) -> (17,5,1)
Connected (18,5,1) -> (18,6,1)
Connected (18,5,1) -> (18,4,1)
Connected (18,5,1) -> (18,5,2)
Connected (18,5,1) -> (18,5,0)
====================
18,5,2 (18,5,2)
Connected (18,5,2) -> (19,5,2)
Connected (18,5,2) -> (17,5,2)
Connected (18,5,2) -> (18,6,2)
Connected (18,5,2) -> (18,4,2)
Connected (18,5,2) -> (18,5,3)
Connected (18,5,2) -> (18,5,1)
====================
18,5,3 (18,5,3)
Connected (18,5,3) -> (19,5,3)
Connected (18,5,3) -> (17,5,3)
Connected (18,5,3) -> (18,6,3)
Connected (18,5,3) -> (18,4,3)
Connected (18,5,3) -> (18,5,4)
Connected (18,5,3) -> (18,5,2)
====================
18,5,4 (18,5,4)
Connected (18,5,4) -> (19,5,4)
Connected (18,5,4) -> (17,5,4)
Connected (18,5,4) -> (18,6,4)
Connected (18,5,4) -> (18,4,4)
Connected (18,5,4) -> (18,5,5)
Connected (18,5,4) -> (18,5,3)
====================
18,5,5 (18,5,5)
Connected (18,5,5) -> (19,5,5)
Connected (18,5,5) -> (17,5,5)
Connected (18,5,5) -> (18,6,5)
Connected (18,5,5) -> (18,4,5)
Connected (18,5,5) -> (18,5,6)
Connected (18,5,5) -> (18,5,4)
====================
18,5,6 (18,5,6)
Connected (18,5,6) -> (19,5,6)
Connected (18,5,6) -> (17,5,6)
Connected (18,5,6) -> (18,6,6)
Connected (18,5,6) -> (18,4,6)
Connected (18,5,6) -> (18,5,7)
Connected (18,5,6) -> (18,5,5)
====================
18,5,7 (18,5,7)
Connected (18,5,7) -> (19,5,7)
Connected (18,5,7) -> (17,5,7)
Connected (18,5,7) -> (18,6,7)
Connected (18,5,7) -> (18,4,7)
Connected (18,5,7) -> (18,5,8)
Connected (18,5,7) -> (18,5,6)
====================
18,5,8 (18,5,8)
Connected (18,5,8) -> (19,5,8)
Ignored (17,5,8) because a block exists there.
Ignored (18,6,8) because a block exists there.
Connected (18,5,8) -> (18,4,8)
Connected (18,5,8) -> (18,5,9)
Connected (18,5,8) -> (18,5,7)
====================
18,5,9 (18,5,9)
Connected (18,5,9) -> (19,5,9)
Ignored (17,5,9) because a block exists there.
Connected (18,5,9) -> (18,6,9)
Connected (18,5,9) -> (18,4,9)
Connected (18,5,9) -> (18,5,10)
Connected (18,5,9) -> (18,5,8)
====================
18,5,10 (18,5,10)
Connected (18,5,10) -> (19,5,10)
Ignored (17,5,10) because a block exists there.
Connected (18,5,10) -> (18,6,10)
Connected (18,5,10) -> (18,4,10)
Ignored (18,5,11) because a block exists there.
Connected (18,5,10) -> (18,5,9)
====================
18,5,12 (18,5,12)
Connected (18,5,12) -> (19,5,12)
Ignored (17,5,12) because a block exists there.
Connected (18,5,12) -> (18,6,12)
Connected (18,5,12) -> (18,4,12)
Connected (18,5,12) -> (18,5,13)
Ignored (18,5,11) because a block exists there.
====================
18,5,13 (18,5,13)
Connected (18,5,13) -> (19,5,13)
Connected (18,5,13) -> (17,5,13)
Connected (18,5,13) -> (18,6,13)
Connected (18,5,13) -> (18,4,13)
Connected (18,5,13) -> (18,5,14)
Connected (18,5,13) -> (18,5,12)
====================
18,5,14 (18,5,14)
Connected (18,5,14) -> (19,5,14)
Connected (18,5,14) -> (17,5,14)
Connected (18,5,14) -> (18,6,14)
Connected (18,5,14) -> (18,4,14)
Connected (18,5,14) -> (18,5,15)
Connected (18,5,14) -> (18,5,13)
====================
18,5,15 (18,5,15)
Connected (18,5,15) -> (19,5,15)
Connected (18,5,15) -> (17,5,15)
Connected (18,5,15) -> (18,6,15)
Connected (18,5,15) -> (18,4,15)
Connected (18,5,15) -> (18,5,16)
Connected (18,5,15) -> (18,5,14)
====================
18,5,16 (18,5,16)
Connected (18,5,16) -> (19,5,16)
Connected (18,5,16) -> (17,5,16)
Connected (18,5,16) -> (18,6,16)
Connected (18,5,16) -> (18,4,16)
Connected (18,5,16) -> (18,5,17)
Connected (18,5,16) -> (18,5,15)
====================
18,5,17 (18,5,17)
Connected (18,5,17) -> (19,5,17)
Connected (18,5,17) -> (17,5,17)
Connected (18,5,17) -> (18,6,17)
Connected (18,5,17) -> (18,4,17)
Connected (18,5,17) -> (18,5,18)
Connected (18,5,17) -> (18,5,16)
====================
18,5,18 (18,5,18)
Connected (18,5,18) -> (19,5,18)
Connected (18,5,18) -> (17,5,18)
Connected (18,5,18) -> (18,6,18)
Connected (18,5,18) -> (18,4,18)
Connected (18,5,18) -> (18,5,19)
Connected (18,5,18) -> (18,5,17)
====================
18,5,19 (18,5,19)
Connected (18,5,19) -> (19,5,19)
Connected (18,5,19) -> (17,5,19)
Connected (18,5,19) -> (18,6,19)
Connected (18,5,19) -> (18,4,19)
Connected (18,5,19) -> (18,5,20)
Connected (18,5,19) -> (18,5,18)
====================
18,5,20 (18,5,20)
Connected (18,5,20) -> (19,5,20)
Connected (18,5,20) -> (17,5,20)
Connected (18,5,20) -> (18,6,20)
Connected (18,5,20) -> (18,4,20)
Ignored (18,5,21) because it's out of bounds.
Connected (18,5,20) -> (18,5,19)
====================
18,6,-1 (18,6,-1)
Connected (18,6,-1) -> (19,6,-1)
Connected (18,6,-1) -> (17,6,-1)
Connected (18,6,-1) -> (18,7,-1)
Connected (18,6,-1) -> (18,5,-1)
Connected (18,6,-1) -> (18,6,0)
Ignored (18,6,-2) because it's out of bounds.
====================
18,6,0 (18,6,0)
Connected (18,6,0) -> (19,6,0)
Connected (18,6,0) -> (17,6,0)
Connected (18,6,0) -> (18,7,0)
Connected (18,6,0) -> (18,5,0)
Connected (18,6,0) -> (18,6,1)
Connected (18,6,0) -> (18,6,-1)
====================
18,6,1 (18,6,1)
Connected (18,6,1) -> (19,6,1)
Connected (18,6,1) -> (17,6,1)
Connected (18,6,1) -> (18,7,1)
Connected (18,6,1) -> (18,5,1)
Connected (18,6,1) -> (18,6,2)
Connected (18,6,1) -> (18,6,0)
====================
18,6,2 (18,6,2)
Connected (18,6,2) -> (19,6,2)
Connected (18,6,2) -> (17,6,2)
Connected (18,6,2) -> (18,7,2)
Connected (18,6,2) -> (18,5,2)
Connected (18,6,2) -> (18,6,3)
Connected (18,6,2) -> (18,6,1)
====================
18,6,3 (18,6,3)
Connected (18,6,3) -> (19,6,3)
Connected (18,6,3) -> (17,6,3)
Connected (18,6,3) -> (18,7,3)
Connected (18,6,3) -> (18,5,3)
Connected (18,6,3) -> (18,6,4)
Connected (18,6,3) -> (18,6,2)
====================
18,6,4 (18,6,4)
Connected (18,6,4) -> (19,6,4)
Connected (18,6,4) -> (17,6,4)
Connected (18,6,4) -> (18,7,4)
Connected (18,6,4) -> (18,5,4)
Connected (18,6,4) -> (18,6,5)
Connected (18,6,4) -> (18,6,3)
====================
18,6,5 (18,6,5)
Connected (18,6,5) -> (19,6,5)
Ignored (17,6,5) because a block exists there.
Connected (18,6,5) -> (18,7,5)
Connected (18,6,5) -> (18,5,5)
Connected (18,6,5) -> (18,6,6)
Connected (18,6,5) -> (18,6,4)
====================
18,6,6 (18,6,6)
Connected (18,6,6) -> (19,6,6)
Ignored (17,6,6) because a block exists there.
Connected (18,6,6) -> (18,7,6)
Connected (18,6,6) -> (18,5,6)
Connected (18,6,6) -> (18,6,7)
Connected (18,6,6) -> (18,6,5)
====================
18,6,7 (18,6,7)
Connected (18,6,7) -> (19,6,7)
Ignored (17,6,7) because a block exists there.
Connected (18,6,7) -> (18,7,7)
Connected (18,6,7) -> (18,5,7)
Ignored (18,6,8) because a block exists there.
Connected (18,6,7) -> (18,6,6)
====================
18,6,9 (18,6,9)
Connected (18,6,9) -> (19,6,9)
Ignored (17,6,9) because a block exists there.
Connected (18,6,9) -> (18,7,9)
Connected (18,6,9) -> (18,5,9)
Connected (18,6,9) -> (18,6,10)
Ignored (18,6,8) because a block exists there.
====================
18,6,10 (18,6,10)
Connected (18,6,10) -> (19,6,10)
Ignored (17,6,10) because a block exists there.
Ignored (18,7,10) because a block exists there.
Connected (18,6,10) -> (18,5,10)
Connected (18,6,10) -> (18,6,11)
Connected (18,6,10) -> (18,6,9)
====================
18,6,11 (18,6,11)
Connected (18,6,11) -> (19,6,11)
Ignored (17,6,11) because a block exists there.
Ignored (18,7,11) because a block exists there.
Ignored (18,5,11) because a block exists there.
Connected (18,6,11) -> (18,6,12)
Connected (18,6,11) -> (18,6,10)
====================
18,6,12 (18,6,12)
Connected (18,6,12) -> (19,6,12)
Ignored (17,6,12) because a block exists there.
Ignored (18,7,12) because a block exists there.
Connected (18,6,12) -> (18,5,12)
Connected (18,6,12) -> (18,6,13)
Connected (18,6,12) -> (18,6,11)
====================
18,6,13 (18,6,13)
Connected (18,6,13) -> (19,6,13)
Connected (18,6,13) -> (17,6,13)
Connected (18,6,13) -> (18,7,13)
Connected (18,6,13) -> (18,5,13)
Connected (18,6,13) -> (18,6,14)
Connected (18,6,13) -> (18,6,12)
====================
18,6,14 (18,6,14)
Connected (18,6,14) -> (19,6,14)
Connected (18,6,14) -> (17,6,14)
Connected (18,6,14) -> (18,7,14)
Connected (18,6,14) -> (18,5,14)
Connected (18,6,14) -> (18,6,15)
Connected (18,6,14) -> (18,6,13)
====================
18,6,15 (18,6,15)
Connected (18,6,15) -> (19,6,15)
Connected (18,6,15) -> (17,6,15)
Connected (18,6,15) -> (18,7,15)
Connected (18,6,15) -> (18,5,15)
Connected (18,6,15) -> (18,6,16)
Connected (18,6,15) -> (18,6,14)
====================
18,6,16 (18,6,16)
Connected (18,6,16) -> (19,6,16)
Connected (18,6,16) -> (17,6,16)
Connected (18,6,16) -> (18,7,16)
Connected (18,6,16) -> (18,5,16)
Connected (18,6,16) -> (18,6,17)
Connected (18,6,16) -> (18,6,15)
====================
18,6,17 (18,6,17)
Connected (18,6,17) -> (19,6,17)
Connected (18,6,17) -> (17,6,17)
Connected (18,6,17) -> (18,7,17)
Connected (18,6,17) -> (18,5,17)
Connected (18,6,17) -> (18,6,18)
Connected (18,6,17) -> (18,6,16)
====================
18,6,18 (18,6,18)
Connected (18,6,18) -> (19,6,18)
Connected (18,6,18) -> (17,6,18)
Connected (18,6,18) -> (18,7,18)
Connected (18,6,18) -> (18,5,18)
Connected (18,6,18) -> (18,6,19)
Connected (18,6,18) -> (18,6,17)
====================
18,6,19 (18,6,19)
Connected (18,6,19) -> (19,6,19)
Connected (18,6,19) -> (17,6,19)
Connected (18,6,19) -> (18,7,19)
Connected (18,6,19) -> (18,5,19)
Connected (18,6,19) -> (18,6,20)
Connected (18,6,19) -> (18,6,18)
====================
18,6,20 (18,6,20)
Connected (18,6,20) -> (19,6,20)
Connected (18,6,20) -> (17,6,20)
Connected (18,6,20) -> (18,7,20)
Connected (18,6,20) -> (18,5,20)
Ignored (18,6,21) because it's out of bounds.
Connected (18,6,20) -> (18,6,19)
====================
18,7,-1 (18,7,-1)
Connected (18,7,-1) -> (19,7,-1)
Connected (18,7,-1) -> (17,7,-1)
Connected (18,7,-1) -> (18,8,-1)
Connected (18,7,-1) -> (18,6,-1)
Connected (18,7,-1) -> (18,7,0)
Ignored (18,7,-2) because it's out of bounds.
====================
18,7,0 (18,7,0)
Connected (18,7,0) -> (19,7,0)
Connected (18,7,0) -> (17,7,0)
Connected (18,7,0) -> (18,8,0)
Connected (18,7,0) -> (18,6,0)
Connected (18,7,0) -> (18,7,1)
Connected (18,7,0) -> (18,7,-1)
====================
18,7,1 (18,7,1)
Connected (18,7,1) -> (19,7,1)
Connected (18,7,1) -> (17,7,1)
Connected (18,7,1) -> (18,8,1)
Connected (18,7,1) -> (18,6,1)
Connected (18,7,1) -> (18,7,2)
Connected (18,7,1) -> (18,7,0)
====================
18,7,2 (18,7,2)
Connected (18,7,2) -> (19,7,2)
Connected (18,7,2) -> (17,7,2)
Connected (18,7,2) -> (18,8,2)
Connected (18,7,2) -> (18,6,2)
Connected (18,7,2) -> (18,7,3)
Connected (18,7,2) -> (18,7,1)
====================
18,7,3 (18,7,3)
Connected (18,7,3) -> (19,7,3)
Connected (18,7,3) -> (17,7,3)
Connected (18,7,3) -> (18,8,3)
Connected (18,7,3) -> (18,6,3)
Connected (18,7,3) -> (18,7,4)
Connected (18,7,3) -> (18,7,2)
====================
18,7,4 (18,7,4)
Connected (18,7,4) -> (19,7,4)
Connected (18,7,4) -> (17,7,4)
Connected (18,7,4) -> (18,8,4)
Connected (18,7,4) -> (18,6,4)
Connected (18,7,4) -> (18,7,5)
Connected (18,7,4) -> (18,7,3)
====================
18,7,5 (18,7,5)
Connected (18,7,5) -> (19,7,5)
Connected (18,7,5) -> (17,7,5)
Connected (18,7,5) -> (18,8,5)
Connected (18,7,5) -> (18,6,5)
Connected (18,7,5) -> (18,7,6)
Connected (18,7,5) -> (18,7,4)
====================
18,7,6 (18,7,6)
Connected (18,7,6) -> (19,7,6)
Ignored (17,7,6) because a block exists there.
Connected (18,7,6) -> (18,8,6)
Connected (18,7,6) -> (18,6,6)
Connected (18,7,6) -> (18,7,7)
Connected (18,7,6) -> (18,7,5)
====================
18,7,7 (18,7,7)
Connected (18,7,7) -> (19,7,7)
Ignored (17,7,7) because a block exists there.
Connected (18,7,7) -> (18,8,7)
Connected (18,7,7) -> (18,6,7)
Ignored (18,7,8) because a block exists there.
Connected (18,7,7) -> (18,7,6)
====================
18,7,9 (18,7,9)
Ignored (19,7,9) because a block exists there.
Ignored (17,7,9) because a block exists there.
Ignored (18,8,9) because a block exists there.
Connected (18,7,9) -> (18,6,9)
Ignored (18,7,10) because a block exists there.
Ignored (18,7,8) because a block exists there.
====================
18,7,13 (18,7,13)
Connected (18,7,13) -> (19,7,13)
Ignored (17,7,13) because a block exists there.
Ignored (18,8,13) because a block exists there.
Connected (18,7,13) -> (18,6,13)
Connected (18,7,13) -> (18,7,14)
Ignored (18,7,12) because a block exists there.
====================
18,7,14 (18,7,14)
Connected (18,7,14) -> (19,7,14)
Connected (18,7,14) -> (17,7,14)
Connected (18,7,14) -> (18,8,14)
Connected (18,7,14) -> (18,6,14)
Connected (18,7,14) -> (18,7,15)
Connected (18,7,14) -> (18,7,13)
====================
18,7,15 (18,7,15)
Connected (18,7,15) -> (19,7,15)
Connected (18,7,15) -> (17,7,15)
Connected (18,7,15) -> (18,8,15)
Connected (18,7,15) -> (18,6,15)
Connected (18,7,15) -> (18,7,16)
Connected (18,7,15) -> (18,7,14)
====================
18,7,16 (18,7,16)
Connected (18,7,16) -> (19,7,16)
Connected (18,7,16) -> (17,7,16)
Connected (18,7,16) -> (18,8,16)
Connected (18,7,16) -> (18,6,16)
Connected (18,7,16) -> (18,7,17)
Connected (18,7,16) -> (18,7,15)
====================
18,7,17 (18,7,17)
Connected (18,7,17) -> (19,7,17)
Connected (18,7,17) -> (17,7,17)
Connected (18,7,17) -> (18,8,17)
Connected (18,7,17) -> (18,6,17)
Connected (18,7,17) -> (18,7,18)
Connected (18,7,17) -> (18,7,16)
====================
18,7,18 (18,7,18)
Connected (18,7,18) -> (19,7,18)
Connected (18,7,18) -> (17,7,18)
Connected (18,7,18) -> (18,8,18)
Connected (18,7,18) -> (18,6,18)
Connected (18,7,18) -> (18,7,19)
Connected (18,7,18) -> (18,7,17)
====================
18,7,19 (18,7,19)
Connected (18,7,19) -> (19,7,19)
Connected (18,7,19) -> (17,7,19)
Connected (18,7,19) -> (18,8,19)
Connected (18,7,19) -> (18,6,19)
Connected (18,7,19) -> (18,7,20)
Connected (18,7,19) -> (18,7,18)
====================
18,7,20 (18,7,20)
Connected (18,7,20) -> (19,7,20)
Connected (18,7,20) -> (17,7,20)
Connected (18,7,20) -> (18,8,20)
Connected (18,7,20) -> (18,6,20)
Ignored (18,7,21) because it's out of bounds.
Connected (18,7,20) -> (18,7,19)
====================
18,8,-1 (18,8,-1)
Connected (18,8,-1) -> (19,8,-1)
Connected (18,8,-1) -> (17,8,-1)
Connected (18,8,-1) -> (18,9,-1)
Connected (18,8,-1) -> (18,7,-1)
Connected (18,8,-1) -> (18,8,0)
Ignored (18,8,-2) because it's out of bounds.
====================
18,8,0 (18,8,0)
Connected (18,8,0) -> (19,8,0)
Connected (18,8,0) -> (17,8,0)
Connected (18,8,0) -> (18,9,0)
Connected (18,8,0) -> (18,7,0)
Connected (18,8,0) -> (18,8,1)
Connected (18,8,0) -> (18,8,-1)
====================
18,8,1 (18,8,1)
Connected (18,8,1) -> (19,8,1)
Connected (18,8,1) -> (17,8,1)
Connected (18,8,1) -> (18,9,1)
Connected (18,8,1) -> (18,7,1)
Connected (18,8,1) -> (18,8,2)
Connected (18,8,1) -> (18,8,0)
====================
18,8,2 (18,8,2)
Connected (18,8,2) -> (19,8,2)
Connected (18,8,2) -> (17,8,2)
Connected (18,8,2) -> (18,9,2)
Connected (18,8,2) -> (18,7,2)
Connected (18,8,2) -> (18,8,3)
Connected (18,8,2) -> (18,8,1)
====================
18,8,3 (18,8,3)
Connected (18,8,3) -> (19,8,3)
Connected (18,8,3) -> (17,8,3)
Connected (18,8,3) -> (18,9,3)
Connected (18,8,3) -> (18,7,3)
Connected (18,8,3) -> (18,8,4)
Connected (18,8,3) -> (18,8,2)
====================
18,8,4 (18,8,4)
Connected (18,8,4) -> (19,8,4)
Connected (18,8,4) -> (17,8,4)
Connected (18,8,4) -> (18,9,4)
Connected (18,8,4) -> (18,7,4)
Connected (18,8,4) -> (18,8,5)
Connected (18,8,4) -> (18,8,3)
====================
18,8,5 (18,8,5)
Connected (18,8,5) -> (19,8,5)
Ignored (17,8,5) because a block exists there.
Connected (18,8,5) -> (18,9,5)
Connected (18,8,5) -> (18,7,5)
Connected (18,8,5) -> (18,8,6)
Connected (18,8,5) -> (18,8,4)
====================
18,8,6 (18,8,6)
Connected (18,8,6) -> (19,8,6)
Ignored (17,8,6) because a block exists there.
Connected (18,8,6) -> (18,9,6)
Connected (18,8,6) -> (18,7,6)
Connected (18,8,6) -> (18,8,7)
Connected (18,8,6) -> (18,8,5)
====================
18,8,7 (18,8,7)
Connected (18,8,7) -> (19,8,7)
Ignored (17,8,7) because a block exists there.
Ignored (18,9,7) because a block exists there.
Connected (18,8,7) -> (18,7,7)
Ignored (18,8,8) because a block exists there.
Connected (18,8,7) -> (18,8,6)
====================
18,8,11 (18,8,11)
Connected (18,8,11) -> (19,8,11)
Ignored (17,8,11) because a block exists there.
Ignored (18,9,11) because a block exists there.
Ignored (18,7,11) because a block exists there.
Connected (18,8,11) -> (18,8,12)
Ignored (18,8,10) because a block exists there.
====================
18,8,12 (18,8,12)
Connected (18,8,12) -> (19,8,12)
Ignored (17,8,12) because a block exists there.
Ignored (18,9,12) because a block exists there.
Ignored (18,7,12) because a block exists there.
Ignored (18,8,13) because a block exists there.
Connected (18,8,12) -> (18,8,11)
====================
18,8,14 (18,8,14)
Connected (18,8,14) -> (19,8,14)
Connected (18,8,14) -> (17,8,14)
Connected (18,8,14) -> (18,9,14)
Connected (18,8,14) -> (18,7,14)
Connected (18,8,14) -> (18,8,15)
Ignored (18,8,13) because a block exists there.
====================
18,8,15 (18,8,15)
Connected (18,8,15) -> (19,8,15)
Connected (18,8,15) -> (17,8,15)
Connected (18,8,15) -> (18,9,15)
Connected (18,8,15) -> (18,7,15)
Connected (18,8,15) -> (18,8,16)
Connected (18,8,15) -> (18,8,14)
====================
18,8,16 (18,8,16)
Connected (18,8,16) -> (19,8,16)
Connected (18,8,16) -> (17,8,16)
Connected (18,8,16) -> (18,9,16)
Connected (18,8,16) -> (18,7,16)
Connected (18,8,16) -> (18,8,17)
Connected (18,8,16) -> (18,8,15)
====================
18,8,17 (18,8,17)
Connected (18,8,17) -> (19,8,17)
Connected (18,8,17) -> (17,8,17)
Connected (18,8,17) -> (18,9,17)
Connected (18,8,17) -> (18,7,17)
Connected (18,8,17) -> (18,8,18)
Connected (18,8,17) -> (18,8,16)
====================
18,8,18 (18,8,18)
Connected (18,8,18) -> (19,8,18)
Connected (18,8,18) -> (17,8,18)
Connected (18,8,18) -> (18,9,18)
Connected (18,8,18) -> (18,7,18)
Connected (18,8,18) -> (18,8,19)
Connected (18,8,18) -> (18,8,17)
====================
18,8,19 (18,8,19)
Connected (18,8,19) -> (19,8,19)
Connected (18,8,19) -> (17,8,19)
Connected (18,8,19) -> (18,9,19)
Connected (18,8,19) -> (18,7,19)
Connected (18,8,19) -> (18,8,20)
Connected (18,8,19) -> (18,8,18)
====================
18,8,20 (18,8,20)
Connected (18,8,20) -> (19,8,20)
Connected (18,8,20) -> (17,8,20)
Connected (18,8,20) -> (18,9,20)
Connected (18,8,20) -> (18,7,20)
Ignored (18,8,21) because it's out of bounds.
Connected (18,8,20) -> (18,8,19)
====================
18,9,-1 (18,9,-1)
Connected (18,9,-1) -> (19,9,-1)
Connected (18,9,-1) -> (17,9,-1)
Connected (18,9,-1) -> (18,10,-1)
Connected (18,9,-1) -> (18,8,-1)
Connected (18,9,-1) -> (18,9,0)
Ignored (18,9,-2) because it's out of bounds.
====================
18,9,0 (18,9,0)
Connected (18,9,0) -> (19,9,0)
Connected (18,9,0) -> (17,9,0)
Connected (18,9,0) -> (18,10,0)
Connected (18,9,0) -> (18,8,0)
Connected (18,9,0) -> (18,9,1)
Connected (18,9,0) -> (18,9,-1)
====================
18,9,1 (18,9,1)
Connected (18,9,1) -> (19,9,1)
Connected (18,9,1) -> (17,9,1)
Connected (18,9,1) -> (18,10,1)
Connected (18,9,1) -> (18,8,1)
Connected (18,9,1) -> (18,9,2)
Connected (18,9,1) -> (18,9,0)
====================
18,9,2 (18,9,2)
Connected (18,9,2) -> (19,9,2)
Connected (18,9,2) -> (17,9,2)
Connected (18,9,2) -> (18,10,2)
Connected (18,9,2) -> (18,8,2)
Connected (18,9,2) -> (18,9,3)
Connected (18,9,2) -> (18,9,1)
====================
18,9,3 (18,9,3)
Connected (18,9,3) -> (19,9,3)
Connected (18,9,3) -> (17,9,3)
Connected (18,9,3) -> (18,10,3)
Connected (18,9,3) -> (18,8,3)
Connected (18,9,3) -> (18,9,4)
Connected (18,9,3) -> (18,9,2)
====================
18,9,4 (18,9,4)
Connected (18,9,4) -> (19,9,4)
Connected (18,9,4) -> (17,9,4)
Connected (18,9,4) -> (18,10,4)
Connected (18,9,4) -> (18,8,4)
Connected (18,9,4) -> (18,9,5)
Connected (18,9,4) -> (18,9,3)
====================
18,9,5 (18,9,5)
Connected (18,9,5) -> (19,9,5)
Ignored (17,9,5) because a block exists there.
Connected (18,9,5) -> (18,10,5)
Connected (18,9,5) -> (18,8,5)
Connected (18,9,5) -> (18,9,6)
Connected (18,9,5) -> (18,9,4)
====================
18,9,6 (18,9,6)
Connected (18,9,6) -> (19,9,6)
Ignored (17,9,6) because a block exists there.
Ignored (18,10,6) because a block exists there.
Connected (18,9,6) -> (18,8,6)
Ignored (18,9,7) because a block exists there.
Connected (18,9,6) -> (18,9,5)
====================
18,9,14 (18,9,14)
Connected (18,9,14) -> (19,9,14)
Ignored (17,9,14) because a block exists there.
Connected (18,9,14) -> (18,10,14)
Connected (18,9,14) -> (18,8,14)
Connected (18,9,14) -> (18,9,15)
Ignored (18,9,13) because a block exists there.
====================
18,9,15 (18,9,15)
Connected (18,9,15) -> (19,9,15)
Ignored (17,9,15) because a block exists there.
Connected (18,9,15) -> (18,10,15)
Connected (18,9,15) -> (18,8,15)
Connected (18,9,15) -> (18,9,16)
Connected (18,9,15) -> (18,9,14)
====================
18,9,16 (18,9,16)
Connected (18,9,16) -> (19,9,16)
Connected (18,9,16) -> (17,9,16)
Connected (18,9,16) -> (18,10,16)
Connected (18,9,16) -> (18,8,16)
Connected (18,9,16) -> (18,9,17)
Connected (18,9,16) -> (18,9,15)
====================
18,9,17 (18,9,17)
Connected (18,9,17) -> (19,9,17)
Connected (18,9,17) -> (17,9,17)
Connected (18,9,17) -> (18,10,17)
Connected (18,9,17) -> (18,8,17)
Connected (18,9,17) -> (18,9,18)
Connected (18,9,17) -> (18,9,16)
====================
18,9,18 (18,9,18)
Connected (18,9,18) -> (19,9,18)
Connected (18,9,18) -> (17,9,18)
Connected (18,9,18) -> (18,10,18)
Connected (18,9,18) -> (18,8,18)
Connected (18,9,18) -> (18,9,19)
Connected (18,9,18) -> (18,9,17)
====================
18,9,19 (18,9,19)
Connected (18,9,19) -> (19,9,19)
Connected (18,9,19) -> (17,9,19)
Connected (18,9,19) -> (18,10,19)
Connected (18,9,19) -> (18,8,19)
Connected (18,9,19) -> (18,9,20)
Connected (18,9,19) -> (18,9,18)
====================
18,9,20 (18,9,20)
Connected (18,9,20) -> (19,9,20)
Connected (18,9,20) -> (17,9,20)
Connected (18,9,20) -> (18,10,20)
Connected (18,9,20) -> (18,8,20)
Ignored (18,9,21) because it's out of bounds.
Connected (18,9,20) -> (18,9,19)
====================
18,10,-1 (18,10,-1)
Connected (18,10,-1) -> (19,10,-1)
Connected (18,10,-1) -> (17,10,-1)
Connected (18,10,-1) -> (18,11,-1)
Connected (18,10,-1) -> (18,9,-1)
Connected (18,10,-1) -> (18,10,0)
Ignored (18,10,-2) because it's out of bounds.
====================
18,10,0 (18,10,0)
Connected (18,10,0) -> (19,10,0)
Connected (18,10,0) -> (17,10,0)
Connected (18,10,0) -> (18,11,0)
Connected (18,10,0) -> (18,9,0)
Connected (18,10,0) -> (18,10,1)
Connected (18,10,0) -> (18,10,-1)
====================
18,10,1 (18,10,1)
Connected (18,10,1) -> (19,10,1)
Connected (18,10,1) -> (17,10,1)
Connected (18,10,1) -> (18,11,1)
Connected (18,10,1) -> (18,9,1)
Connected (18,10,1) -> (18,10,2)
Connected (18,10,1) -> (18,10,0)
====================
18,10,2 (18,10,2)
Connected (18,10,2) -> (19,10,2)
Connected (18,10,2) -> (17,10,2)
Connected (18,10,2) -> (18,11,2)
Connected (18,10,2) -> (18,9,2)
Connected (18,10,2) -> (18,10,3)
Connected (18,10,2) -> (18,10,1)
====================
18,10,3 (18,10,3)
Connected (18,10,3) -> (19,10,3)
Connected (18,10,3) -> (17,10,3)
Connected (18,10,3) -> (18,11,3)
Connected (18,10,3) -> (18,9,3)
Connected (18,10,3) -> (18,10,4)
Connected (18,10,3) -> (18,10,2)
====================
18,10,4 (18,10,4)
Connected (18,10,4) -> (19,10,4)
Connected (18,10,4) -> (17,10,4)
Connected (18,10,4) -> (18,11,4)
Connected (18,10,4) -> (18,9,4)
Connected (18,10,4) -> (18,10,5)
Connected (18,10,4) -> (18,10,3)
====================
18,10,5 (18,10,5)
Connected (18,10,5) -> (19,10,5)
Ignored (17,10,5) because a block exists there.
Connected (18,10,5) -> (18,11,5)
Connected (18,10,5) -> (18,9,5)
Ignored (18,10,6) because a block exists there.
Connected (18,10,5) -> (18,10,4)
====================
18,10,12 (18,10,12)
Connected (18,10,12) -> (19,10,12)
Ignored (17,10,12) because a block exists there.
Connected (18,10,12) -> (18,11,12)
Ignored (18,9,12) because a block exists there.
Connected (18,10,12) -> (18,10,13)
Ignored (18,10,11) because a block exists there.
====================
18,10,13 (18,10,13)
Connected (18,10,13) -> (19,10,13)
Connected (18,10,13) -> (17,10,13)
Connected (18,10,13) -> (18,11,13)
Ignored (18,9,13) because a block exists there.
Connected (18,10,13) -> (18,10,14)
Connected (18,10,13) -> (18,10,12)
====================
18,10,14 (18,10,14)
Connected (18,10,14) -> (19,10,14)
Ignored (17,10,14) because a block exists there.
Connected (18,10,14) -> (18,11,14)
Connected (18,10,14) -> (18,9,14)
Connected (18,10,14) -> (18,10,15)
Connected (18,10,14) -> (18,10,13)
====================
18,10,15 (18,10,15)
Connected (18,10,15) -> (19,10,15)
Connected (18,10,15) -> (17,10,15)
Connected (18,10,15) -> (18,11,15)
Connected (18,10,15) -> (18,9,15)
Connected (18,10,15) -> (18,10,16)
Connected (18,10,15) -> (18,10,14)
====================
18,10,16 (18,10,16)
Connected (18,10,16) -> (19,10,16)
Connected (18,10,16) -> (17,10,16)
Connected (18,10,16) -> (18,11,16)
Connected (18,10,16) -> (18,9,16)
Connected (18,10,16) -> (18,10,17)
Connected (18,10,16) -> (18,10,15)
====================
18,10,17 (18,10,17)
Connected (18,10,17) -> (19,10,17)
Connected (18,10,17) -> (17,10,17)
Connected (18,10,17) -> (18,11,17)
Connected (18,10,17) -> (18,9,17)
Connected (18,10,17) -> (18,10,18)
Connected (18,10,17) -> (18,10,16)
====================
18,10,18 (18,10,18)
Connected (18,10,18) -> (19,10,18)
Connected (18,10,18) -> (17,10,18)
Connected (18,10,18) -> (18,11,18)
Connected (18,10,18) -> (18,9,18)
Connected (18,10,18) -> (18,10,19)
Connected (18,10,18) -> (18,10,17)
====================
18,10,19 (18,10,19)
Connected (18,10,19) -> (19,10,19)
Connected (18,10,19) -> (17,10,19)
Connected (18,10,19) -> (18,11,19)
Connected (18,10,19) -> (18,9,19)
Connected (18,10,19) -> (18,10,20)
Connected (18,10,19) -> (18,10,18)
====================
18,10,20 (18,10,20)
Connected (18,10,20) -> (19,10,20)
Connected (18,10,20) -> (17,10,20)
Connected (18,10,20) -> (18,11,20)
Connected (18,10,20) -> (18,9,20)
Ignored (18,10,21) because it's out of bounds.
Connected (18,10,20) -> (18,10,19)
====================
18,11,-1 (18,11,-1)
Connected (18,11,-1) -> (19,11,-1)
Connected (18,11,-1) -> (17,11,-1)
Connected (18,11,-1) -> (18,12,-1)
Connected (18,11,-1) -> (18,10,-1)
Connected (18,11,-1) -> (18,11,0)
Ignored (18,11,-2) because it's out of bounds.
====================
18,11,0 (18,11,0)
Connected (18,11,0) -> (19,11,0)
Connected (18,11,0) -> (17,11,0)
Connected (18,11,0) -> (18,12,0)
Connected (18,11,0) -> (18,10,0)
Connected (18,11,0) -> (18,11,1)
Connected (18,11,0) -> (18,11,-1)
====================
18,11,1 (18,11,1)
Connected (18,11,1) -> (19,11,1)
Connected (18,11,1) -> (17,11,1)
Connected (18,11,1) -> (18,12,1)
Connected (18,11,1) -> (18,10,1)
Connected (18,11,1) -> (18,11,2)
Connected (18,11,1) -> (18,11,0)
====================
18,11,2 (18,11,2)
Connected (18,11,2) -> (19,11,2)
Connected (18,11,2) -> (17,11,2)
Connected (18,11,2) -> (18,12,2)
Connected (18,11,2) -> (18,10,2)
Connected (18,11,2) -> (18,11,3)
Connected (18,11,2) -> (18,11,1)
====================
18,11,3 (18,11,3)
Connected (18,11,3) -> (19,11,3)
Connected (18,11,3) -> (17,11,3)
Connected (18,11,3) -> (18,12,3)
Connected (18,11,3) -> (18,10,3)
Connected (18,11,3) -> (18,11,4)
Connected (18,11,3) -> (18,11,2)
====================
18,11,4 (18,11,4)
Connected (18,11,4) -> (19,11,4)
Connected (18,11,4) -> (17,11,4)
Connected (18,11,4) -> (18,12,4)
Connected (18,11,4) -> (18,10,4)
Connected (18,11,4) -> (18,11,5)
Connected (18,11,4) -> (18,11,3)
====================
18,11,5 (18,11,5)
Connected (18,11,5) -> (19,11,5)
Connected (18,11,5) -> (17,11,5)
Connected (18,11,5) -> (18,12,5)
Connected (18,11,5) -> (18,10,5)
Connected (18,11,5) -> (18,11,6)
Connected (18,11,5) -> (18,11,4)
====================
18,11,6 (18,11,6)
Connected (18,11,6) -> (19,11,6)
Ignored (17,11,6) because a block exists there.
Connected (18,11,6) -> (18,12,6)
Ignored (18,10,6) because a block exists there.
Connected (18,11,6) -> (18,11,7)
Connected (18,11,6) -> (18,11,5)
====================
18,11,7 (18,11,7)
Connected (18,11,7) -> (19,11,7)
Ignored (17,11,7) because a block exists there.
Connected (18,11,7) -> (18,12,7)
Ignored (18,10,7) because a block exists there.
Ignored (18,11,8) because a block exists there.
Connected (18,11,7) -> (18,11,6)
====================
18,11,12 (18,11,12)
Connected (18,11,12) -> (19,11,12)
Ignored (17,11,12) because a block exists there.
Connected (18,11,12) -> (18,12,12)
Connected (18,11,12) -> (18,10,12)
Connected (18,11,12) -> (18,11,13)
Ignored (18,11,11) because a block exists there.
====================
18,11,13 (18,11,13)
Connected (18,11,13) -> (19,11,13)
Ignored (17,11,13) because a block exists there.
Connected (18,11,13) -> (18,12,13)
Connected (18,11,13) -> (18,10,13)
Connected (18,11,13) -> (18,11,14)
Connected (18,11,13) -> (18,11,12)
====================
18,11,14 (18,11,14)
Connected (18,11,14) -> (19,11,14)
Ignored (17,11,14) because a block exists there.
Connected (18,11,14) -> (18,12,14)
Connected (18,11,14) -> (18,10,14)
Connected (18,11,14) -> (18,11,15)
Connected (18,11,14) -> (18,11,13)
====================
18,11,15 (18,11,15)
Connected (18,11,15) -> (19,11,15)
Connected (18,11,15) -> (17,11,15)
Connected (18,11,15) -> (18,12,15)
Connected (18,11,15) -> (18,10,15)
Connected (18,11,15) -> (18,11,16)
Connected (18,11,15) -> (18,11,14)
====================
18,11,16 (18,11,16)
Connected (18,11,16) -> (19,11,16)
Connected (18,11,16) -> (17,11,16)
Connected (18,11,16) -> (18,12,16)
Connected (18,11,16) -> (18,10,16)
Connected (18,11,16) -> (18,11,17)
Connected (18,11,16) -> (18,11,15)
====================
18,11,17 (18,11,17)
Connected (18,11,17) -> (19,11,17)
Connected (18,11,17) -> (17,11,17)
Connected (18,11,17) -> (18,12,17)
Connected (18,11,17) -> (18,10,17)
Connected (18,11,17) -> (18,11,18)
Connected (18,11,17) -> (18,11,16)
====================
18,11,18 (18,11,18)
Connected (18,11,18) -> (19,11,18)
Connected (18,11,18) -> (17,11,18)
Connected (18,11,18) -> (18,12,18)
Connected (18,11,18) -> (18,10,18)
Connected (18,11,18) -> (18,11,19)
Connected (18,11,18) -> (18,11,17)
====================
18,11,19 (18,11,19)
Connected (18,11,19) -> (19,11,19)
Connected (18,11,19) -> (17,11,19)
Connected (18,11,19) -> (18,12,19)
Connected (18,11,19) -> (18,10,19)
Connected (18,11,19) -> (18,11,20)
Connected (18,11,19) -> (18,11,18)
====================
18,11,20 (18,11,20)
Connected (18,11,20) -> (19,11,20)
Connected (18,11,20) -> (17,11,20)
Connected (18,11,20) -> (18,12,20)
Connected (18,11,20) -> (18,10,20)
Ignored (18,11,21) because it's out of bounds.
Connected (18,11,20) -> (18,11,19)
====================
18,12,-1 (18,12,-1)
Connected (18,12,-1) -> (19,12,-1)
Connected (18,12,-1) -> (17,12,-1)
Connected (18,12,-1) -> (18,13,-1)
Connected (18,12,-1) -> (18,11,-1)
Connected (18,12,-1) -> (18,12,0)
Ignored (18,12,-2) because it's out of bounds.
====================
18,12,0 (18,12,0)
Connected (18,12,0) -> (19,12,0)
Connected (18,12,0) -> (17,12,0)
Connected (18,12,0) -> (18,13,0)
Connected (18,12,0) -> (18,11,0)
Connected (18,12,0) -> (18,12,1)
Connected (18,12,0) -> (18,12,-1)
====================
18,12,1 (18,12,1)
Connected (18,12,1) -> (19,12,1)
Connected (18,12,1) -> (17,12,1)
Connected (18,12,1) -> (18,13,1)
Connected (18,12,1) -> (18,11,1)
Connected (18,12,1) -> (18,12,2)
Connected (18,12,1) -> (18,12,0)
====================
18,12,2 (18,12,2)
Connected (18,12,2) -> (19,12,2)
Connected (18,12,2) -> (17,12,2)
Connected (18,12,2) -> (18,13,2)
Connected (18,12,2) -> (18,11,2)
Connected (18,12,2) -> (18,12,3)
Connected (18,12,2) -> (18,12,1)
====================
18,12,3 (18,12,3)
Connected (18,12,3) -> (19,12,3)
Connected (18,12,3) -> (17,12,3)
Connected (18,12,3) -> (18,13,3)
Connected (18,12,3) -> (18,11,3)
Connected (18,12,3) -> (18,12,4)
Connected (18,12,3) -> (18,12,2)
====================
18,12,4 (18,12,4)
Connected (18,12,4) -> (19,12,4)
Ignored (17,12,4) because a block exists there.
Connected (18,12,4) -> (18,13,4)
Connected (18,12,4) -> (18,11,4)
Connected (18,12,4) -> (18,12,5)
Connected (18,12,4) -> (18,12,3)
====================
18,12,5 (18,12,5)
Connected (18,12,5) -> (19,12,5)
Ignored (17,12,5) because a block exists there.
Connected (18,12,5) -> (18,13,5)
Connected (18,12,5) -> (18,11,5)
Connected (18,12,5) -> (18,12,6)
Connected (18,12,5) -> (18,12,4)
====================
18,12,6 (18,12,6)
Connected (18,12,6) -> (19,12,6)
Ignored (17,12,6) because a block exists there.
Connected (18,12,6) -> (18,13,6)
Connected (18,12,6) -> (18,11,6)
Connected (18,12,6) -> (18,12,7)
Connected (18,12,6) -> (18,12,5)
====================
18,12,7 (18,12,7)
Connected (18,12,7) -> (19,12,7)
Ignored (17,12,7) because a block exists there.
Ignored (18,13,7) because a block exists there.
Connected (18,12,7) -> (18,11,7)
Ignored (18,12,8) because a block exists there.
Connected (18,12,7) -> (18,12,6)
====================
18,12,12 (18,12,12)
Connected (18,12,12) -> (19,12,12)
Ignored (17,12,12) because a block exists there.
Connected (18,12,12) -> (18,13,12)
Connected (18,12,12) -> (18,11,12)
Connected (18,12,12) -> (18,12,13)
Ignored (18,12,11) because a block exists there.
====================
18,12,13 (18,12,13)
Connected (18,12,13) -> (19,12,13)
Ignored (17,12,13) because a block exists there.
Connected (18,12,13) -> (18,13,13)
Connected (18,12,13) -> (18,11,13)
Connected (18,12,13) -> (18,12,14)
Connected (18,12,13) -> (18,12,12)
====================
18,12,14 (18,12,14)
Connected (18,12,14) -> (19,12,14)
Connected (18,12,14) -> (17,12,14)
Connected (18,12,14) -> (18,13,14)
Connected (18,12,14) -> (18,11,14)
Connected (18,12,14) -> (18,12,15)
Connected (18,12,14) -> (18,12,13)
====================
18,12,15 (18,12,15)
Connected (18,12,15) -> (19,12,15)
Connected (18,12,15) -> (17,12,15)
Connected (18,12,15) -> (18,13,15)
Connected (18,12,15) -> (18,11,15)
Connected (18,12,15) -> (18,12,16)
Connected (18,12,15) -> (18,12,14)
====================
18,12,16 (18,12,16)
Connected (18,12,16) -> (19,12,16)
Connected (18,12,16) -> (17,12,16)
Connected (18,12,16) -> (18,13,16)
Connected (18,12,16) -> (18,11,16)
Connected (18,12,16) -> (18,12,17)
Connected (18,12,16) -> (18,12,15)
====================
18,12,17 (18,12,17)
Connected (18,12,17) -> (19,12,17)
Connected (18,12,17) -> (17,12,17)
Connected (18,12,17) -> (18,13,17)
Connected (18,12,17) -> (18,11,17)
Connected (18,12,17) -> (18,12,18)
Connected (18,12,17) -> (18,12,16)
====================
18,12,18 (18,12,18)
Connected (18,12,18) -> (19,12,18)
Connected (18,12,18) -> (17,12,18)
Connected (18,12,18) -> (18,13,18)
Connected (18,12,18) -> (18,11,18)
Connected (18,12,18) -> (18,12,19)
Connected (18,12,18) -> (18,12,17)
====================
18,12,19 (18,12,19)
Connected (18,12,19) -> (19,12,19)
Connected (18,12,19) -> (17,12,19)
Connected (18,12,19) -> (18,13,19)
Connected (18,12,19) -> (18,11,19)
Connected (18,12,19) -> (18,12,20)
Connected (18,12,19) -> (18,12,18)
====================
18,12,20 (18,12,20)
Connected (18,12,20) -> (19,12,20)
Connected (18,12,20) -> (17,12,20)
Connected (18,12,20) -> (18,13,20)
Connected (18,12,20) -> (18,11,20)
Ignored (18,12,21) because it's out of bounds.
Connected (18,12,20) -> (18,12,19)
====================
18,13,-1 (18,13,-1)
Connected (18,13,-1) -> (19,13,-1)
Connected (18,13,-1) -> (17,13,-1)
Connected (18,13,-1) -> (18,14,-1)
Connected (18,13,-1) -> (18,12,-1)
Connected (18,13,-1) -> (18,13,0)
Ignored (18,13,-2) because it's out of bounds.
====================
18,13,0 (18,13,0)
Connected (18,13,0) -> (19,13,0)
Connected (18,13,0) -> (17,13,0)
Connected (18,13,0) -> (18,14,0)
Connected (18,13,0) -> (18,12,0)
Connected (18,13,0) -> (18,13,1)
Connected (18,13,0) -> (18,13,-1)
====================
18,13,1 (18,13,1)
Connected (18,13,1) -> (19,13,1)
Connected (18,13,1) -> (17,13,1)
Connected (18,13,1) -> (18,14,1)
Connected (18,13,1) -> (18,12,1)
Connected (18,13,1) -> (18,13,2)
Connected (18,13,1) -> (18,13,0)
====================
18,13,2 (18,13,2)
Connected (18,13,2) -> (19,13,2)
Connected (18,13,2) -> (17,13,2)
Connected (18,13,2) -> (18,14,2)
Connected (18,13,2) -> (18,12,2)
Connected (18,13,2) -> (18,13,3)
Connected (18,13,2) -> (18,13,1)
====================
18,13,3 (18,13,3)
Connected (18,13,3) -> (19,13,3)
Connected (18,13,3) -> (17,13,3)
Connected (18,13,3) -> (18,14,3)
Connected (18,13,3) -> (18,12,3)
Connected (18,13,3) -> (18,13,4)
Connected (18,13,3) -> (18,13,2)
====================
18,13,4 (18,13,4)
Connected (18,13,4) -> (19,13,4)
Connected (18,13,4) -> (17,13,4)
Connected (18,13,4) -> (18,14,4)
Connected (18,13,4) -> (18,12,4)
Connected (18,13,4) -> (18,13,5)
Connected (18,13,4) -> (18,13,3)
====================
18,13,5 (18,13,5)
Connected (18,13,5) -> (19,13,5)
Ignored (17,13,5) because a block exists there.
Connected (18,13,5) -> (18,14,5)
Connected (18,13,5) -> (18,12,5)
Connected (18,13,5) -> (18,13,6)
Connected (18,13,5) -> (18,13,4)
====================
18,13,6 (18,13,6)
Connected (18,13,6) -> (19,13,6)
Ignored (17,13,6) because a block exists there.
Connected (18,13,6) -> (18,14,6)
Connected (18,13,6) -> (18,12,6)
Ignored (18,13,7) because a block exists there.
Connected (18,13,6) -> (18,13,5)
====================
18,13,9 (18,13,9)
Connected (18,13,9) -> (19,13,9)
Ignored (17,13,9) because a block exists there.
Connected (18,13,9) -> (18,14,9)
Ignored (18,12,9) because a block exists there.
Ignored (18,13,10) because a block exists there.
Ignored (18,13,8) because a block exists there.
====================
18,13,11 (18,13,11)
Connected (18,13,11) -> (19,13,11)
Ignored (17,13,11) because a block exists there.
Connected (18,13,11) -> (18,14,11)
Ignored (18,12,11) because a block exists there.
Connected (18,13,11) -> (18,13,12)
Ignored (18,13,10) because a block exists there.
====================
18,13,12 (18,13,12)
Connected (18,13,12) -> (19,13,12)
Ignored (17,13,12) because a block exists there.
Connected (18,13,12) -> (18,14,12)
Connected (18,13,12) -> (18,12,12)
Connected (18,13,12) -> (18,13,13)
Connected (18,13,12) -> (18,13,11)
====================
18,13,13 (18,13,13)
Connected (18,13,13) -> (19,13,13)
Connected (18,13,13) -> (17,13,13)
Connected (18,13,13) -> (18,14,13)
Connected (18,13,13) -> (18,12,13)
Connected (18,13,13) -> (18,13,14)
Connected (18,13,13) -> (18,13,12)
====================
18,13,14 (18,13,14)
Connected (18,13,14) -> (19,13,14)
Connected (18,13,14) -> (17,13,14)
Connected (18,13,14) -> (18,14,14)
Connected (18,13,14) -> (18,12,14)
Connected (18,13,14) -> (18,13,15)
Connected (18,13,14) -> (18,13,13)
====================
18,13,15 (18,13,15)
Connected (18,13,15) -> (19,13,15)
Connected (18,13,15) -> (17,13,15)
Connected (18,13,15) -> (18,14,15)
Connected (18,13,15) -> (18,12,15)
Connected (18,13,15) -> (18,13,16)
Connected (18,13,15) -> (18,13,14)
====================
18,13,16 (18,13,16)
Connected (18,13,16) -> (19,13,16)
Connected (18,13,16) -> (17,13,16)
Connected (18,13,16) -> (18,14,16)
Connected (18,13,16) -> (18,12,16)
Connected (18,13,16) -> (18,13,17)
Connected (18,13,16) -> (18,13,15)
====================
18,13,17 (18,13,17)
Connected (18,13,17) -> (19,13,17)
Connected (18,13,17) -> (17,13,17)
Connected (18,13,17) -> (18,14,17)
Connected (18,13,17) -> (18,12,17)
Connected (18,13,17) -> (18,13,18)
Connected (18,13,17) -> (18,13,16)
====================
18,13,18 (18,13,18)
Connected (18,13,18) -> (19,13,18)
Connected (18,13,18) -> (17,13,18)
Connected (18,13,18) -> (18,14,18)
Connected (18,13,18) -> (18,12,18)
Connected (18,13,18) -> (18,13,19)
Connected (18,13,18) -> (18,13,17)
====================
18,13,19 (18,13,19)
Connected (18,13,19) -> (19,13,19)
Connected (18,13,19) -> (17,13,19)
Connected (18,13,19) -> (18,14,19)
Connected (18,13,19) -> (18,12,19)
Connected (18,13,19) -> (18,13,20)
Connected (18,13,19) -> (18,13,18)
====================
18,13,20 (18,13,20)
Connected (18,13,20) -> (19,13,20)
Connected (18,13,20) -> (17,13,20)
Connected (18,13,20) -> (18,14,20)
Connected (18,13,20) -> (18,12,20)
Ignored (18,13,21) because it's out of bounds.
Connected (18,13,20) -> (18,13,19)
====================
18,14,-1 (18,14,-1)
Connected (18,14,-1) -> (19,14,-1)
Connected (18,14,-1) -> (17,14,-1)
Connected (18,14,-1) -> (18,15,-1)
Connected (18,14,-1) -> (18,13,-1)
Connected (18,14,-1) -> (18,14,0)
Ignored (18,14,-2) because it's out of bounds.
====================
18,14,0 (18,14,0)
Connected (18,14,0) -> (19,14,0)
Connected (18,14,0) -> (17,14,0)
Connected (18,14,0) -> (18,15,0)
Connected (18,14,0) -> (18,13,0)
Connected (18,14,0) -> (18,14,1)
Connected (18,14,0) -> (18,14,-1)
====================
18,14,1 (18,14,1)
Connected (18,14,1) -> (19,14,1)
Connected (18,14,1) -> (17,14,1)
Connected (18,14,1) -> (18,15,1)
Connected (18,14,1) -> (18,13,1)
Connected (18,14,1) -> (18,14,2)
Connected (18,14,1) -> (18,14,0)
====================
18,14,2 (18,14,2)
Connected (18,14,2) -> (19,14,2)
Connected (18,14,2) -> (17,14,2)
Connected (18,14,2) -> (18,15,2)
Connected (18,14,2) -> (18,13,2)
Connected (18,14,2) -> (18,14,3)
Connected (18,14,2) -> (18,14,1)
====================
18,14,3 (18,14,3)
Connected (18,14,3) -> (19,14,3)
Connected (18,14,3) -> (17,14,3)
Connected (18,14,3) -> (18,15,3)
Connected (18,14,3) -> (18,13,3)
Connected (18,14,3) -> (18,14,4)
Connected (18,14,3) -> (18,14,2)
====================
18,14,4 (18,14,4)
Connected (18,14,4) -> (19,14,4)
Connected (18,14,4) -> (17,14,4)
Connected (18,14,4) -> (18,15,4)
Connected (18,14,4) -> (18,13,4)
Connected (18,14,4) -> (18,14,5)
Connected (18,14,4) -> (18,14,3)
====================
18,14,5 (18,14,5)
Connected (18,14,5) -> (19,14,5)
Connected (18,14,5) -> (17,14,5)
Connected (18,14,5) -> (18,15,5)
Connected (18,14,5) -> (18,13,5)
Connected (18,14,5) -> (18,14,6)
Connected (18,14,5) -> (18,14,4)
====================
18,14,6 (18,14,6)
Connected (18,14,6) -> (19,14,6)
Ignored (17,14,6) because a block exists there.
Connected (18,14,6) -> (18,15,6)
Connected (18,14,6) -> (18,13,6)
Connected (18,14,6) -> (18,14,7)
Connected (18,14,6) -> (18,14,5)
====================
18,14,7 (18,14,7)
Connected (18,14,7) -> (19,14,7)
Ignored (17,14,7) because a block exists there.
Connected (18,14,7) -> (18,15,7)
Ignored (18,13,7) because a block exists there.
Connected (18,14,7) -> (18,14,8)
Connected (18,14,7) -> (18,14,6)
====================
18,14,8 (18,14,8)
Connected (18,14,8) -> (19,14,8)
Connected (18,14,8) -> (17,14,8)
Connected (18,14,8) -> (18,15,8)
Ignored (18,13,8) because a block exists there.
Connected (18,14,8) -> (18,14,9)
Connected (18,14,8) -> (18,14,7)
====================
18,14,9 (18,14,9)
Connected (18,14,9) -> (19,14,9)
Ignored (17,14,9) because a block exists there.
Connected (18,14,9) -> (18,15,9)
Connected (18,14,9) -> (18,13,9)
Connected (18,14,9) -> (18,14,10)
Connected (18,14,9) -> (18,14,8)
====================
18,14,10 (18,14,10)
Connected (18,14,10) -> (19,14,10)
Ignored (17,14,10) because a block exists there.
Connected (18,14,10) -> (18,15,10)
Ignored (18,13,10) because a block exists there.
Connected (18,14,10) -> (18,14,11)
Connected (18,14,10) -> (18,14,9)
====================
18,14,11 (18,14,11)
Connected (18,14,11) -> (19,14,11)
Ignored (17,14,11) because a block exists there.
Connected (18,14,11) -> (18,15,11)
Connected (18,14,11) -> (18,13,11)
Connected (18,14,11) -> (18,14,12)
Connected (18,14,11) -> (18,14,10)
====================
18,14,12 (18,14,12)
Connected (18,14,12) -> (19,14,12)
Connected (18,14,12) -> (17,14,12)
Connected (18,14,12) -> (18,15,12)
Connected (18,14,12) -> (18,13,12)
Connected (18,14,12) -> (18,14,13)
Connected (18,14,12) -> (18,14,11)
====================
18,14,13 (18,14,13)
Connected (18,14,13) -> (19,14,13)
Ignored (17,14,13) because a block exists there.
Connected (18,14,13) -> (18,15,13)
Connected (18,14,13) -> (18,13,13)
Connected (18,14,13) -> (18,14,14)
Connected (18,14,13) -> (18,14,12)
====================
18,14,14 (18,14,14)
Connected (18,14,14) -> (19,14,14)
Connected (18,14,14) -> (17,14,14)
Connected (18,14,14) -> (18,15,14)
Connected (18,14,14) -> (18,13,14)
Connected (18,14,14) -> (18,14,15)
Connected (18,14,14) -> (18,14,13)
====================
18,14,15 (18,14,15)
Connected (18,14,15) -> (19,14,15)
Connected (18,14,15) -> (17,14,15)
Connected (18,14,15) -> (18,15,15)
Connected (18,14,15) -> (18,13,15)
Connected (18,14,15) -> (18,14,16)
Connected (18,14,15) -> (18,14,14)
====================
18,14,16 (18,14,16)
Connected (18,14,16) -> (19,14,16)
Connected (18,14,16) -> (17,14,16)
Connected (18,14,16) -> (18,15,16)
Connected (18,14,16) -> (18,13,16)
Connected (18,14,16) -> (18,14,17)
Connected (18,14,16) -> (18,14,15)
====================
18,14,17 (18,14,17)
Connected (18,14,17) -> (19,14,17)
Connected (18,14,17) -> (17,14,17)
Connected (18,14,17) -> (18,15,17)
Connected (18,14,17) -> (18,13,17)
Connected (18,14,17) -> (18,14,18)
Connected (18,14,17) -> (18,14,16)
====================
18,14,18 (18,14,18)
Connected (18,14,18) -> (19,14,18)
Connected (18,14,18) -> (17,14,18)
Connected (18,14,18) -> (18,15,18)
Connected (18,14,18) -> (18,13,18)
Connected (18,14,18) -> (18,14,19)
Connected (18,14,18) -> (18,14,17)
====================
18,14,19 (18,14,19)
Connected (18,14,19) -> (19,14,19)
Connected (18,14,19) -> (17,14,19)
Connected (18,14,19) -> (18,15,19)
Connected (18,14,19) -> (18,13,19)
Connected (18,14,19) -> (18,14,20)
Connected (18,14,19) -> (18,14,18)
====================
18,14,20 (18,14,20)
Connected (18,14,20) -> (19,14,20)
Connected (18,14,20) -> (17,14,20)
Connected (18,14,20) -> (18,15,20)
Connected (18,14,20) -> (18,13,20)
Ignored (18,14,21) because it's out of bounds.
Connected (18,14,20) -> (18,14,19)
====================
18,15,-1 (18,15,-1)
Connected (18,15,-1) -> (19,15,-1)
Connected (18,15,-1) -> (17,15,-1)
Connected (18,15,-1) -> (18,16,-1)
Connected (18,15,-1) -> (18,14,-1)
Connected (18,15,-1) -> (18,15,0)
Ignored (18,15,-2) because it's out of bounds.
====================
18,15,0 (18,15,0)
Connected (18,15,0) -> (19,15,0)
Connected (18,15,0) -> (17,15,0)
Connected (18,15,0) -> (18,16,0)
Connected (18,15,0) -> (18,14,0)
Connected (18,15,0) -> (18,15,1)
Connected (18,15,0) -> (18,15,-1)
====================
18,15,1 (18,15,1)
Connected (18,15,1) -> (19,15,1)
Connected (18,15,1) -> (17,15,1)
Connected (18,15,1) -> (18,16,1)
Connected (18,15,1) -> (18,14,1)
Connected (18,15,1) -> (18,15,2)
Connected (18,15,1) -> (18,15,0)
====================
18,15,2 (18,15,2)
Connected (18,15,2) -> (19,15,2)
Connected (18,15,2) -> (17,15,2)
Connected (18,15,2) -> (18,16,2)
Connected (18,15,2) -> (18,14,2)
Connected (18,15,2) -> (18,15,3)
Connected (18,15,2) -> (18,15,1)
====================
18,15,3 (18,15,3)
Connected (18,15,3) -> (19,15,3)
Connected (18,15,3) -> (17,15,3)
Connected (18,15,3) -> (18,16,3)
Connected (18,15,3) -> (18,14,3)
Connected (18,15,3) -> (18,15,4)
Connected (18,15,3) -> (18,15,2)
====================
18,15,4 (18,15,4)
Connected (18,15,4) -> (19,15,4)
Connected (18,15,4) -> (17,15,4)
Connected (18,15,4) -> (18,16,4)
Connected (18,15,4) -> (18,14,4)
Connected (18,15,4) -> (18,15,5)
Connected (18,15,4) -> (18,15,3)
====================
18,15,5 (18,15,5)
Connected (18,15,5) -> (19,15,5)
Connected (18,15,5) -> (17,15,5)
Connected (18,15,5) -> (18,16,5)
Connected (18,15,5) -> (18,14,5)
Connected (18,15,5) -> (18,15,6)
Connected (18,15,5) -> (18,15,4)
====================
18,15,6 (18,15,6)
Connected (18,15,6) -> (19,15,6)
Connected (18,15,6) -> (17,15,6)
Connected (18,15,6) -> (18,16,6)
Connected (18,15,6) -> (18,14,6)
Connected (18,15,6) -> (18,15,7)
Connected (18,15,6) -> (18,15,5)
====================
18,15,7 (18,15,7)
Connected (18,15,7) -> (19,15,7)
Connected (18,15,7) -> (17,15,7)
Connected (18,15,7) -> (18,16,7)
Connected (18,15,7) -> (18,14,7)
Connected (18,15,7) -> (18,15,8)
Connected (18,15,7) -> (18,15,6)
====================
18,15,8 (18,15,8)
Connected (18,15,8) -> (19,15,8)
Connected (18,15,8) -> (17,15,8)
Connected (18,15,8) -> (18,16,8)
Connected (18,15,8) -> (18,14,8)
Connected (18,15,8) -> (18,15,9)
Connected (18,15,8) -> (18,15,7)
====================
18,15,9 (18,15,9)
Connected (18,15,9) -> (19,15,9)
Connected (18,15,9) -> (17,15,9)
Connected (18,15,9) -> (18,16,9)
Connected (18,15,9) -> (18,14,9)
Connected (18,15,9) -> (18,15,10)
Connected (18,15,9) -> (18,15,8)
====================
18,15,10 (18,15,10)
Connected (18,15,10) -> (19,15,10)
Connected (18,15,10) -> (17,15,10)
Connected (18,15,10) -> (18,16,10)
Connected (18,15,10) -> (18,14,10)
Connected (18,15,10) -> (18,15,11)
Connected (18,15,10) -> (18,15,9)
====================
18,15,11 (18,15,11)
Connected (18,15,11) -> (19,15,11)
Connected (18,15,11) -> (17,15,11)
Connected (18,15,11) -> (18,16,11)
Connected (18,15,11) -> (18,14,11)
Connected (18,15,11) -> (18,15,12)
Connected (18,15,11) -> (18,15,10)
====================
18,15,12 (18,15,12)
Connected (18,15,12) -> (19,15,12)
Connected (18,15,12) -> (17,15,12)
Connected (18,15,12) -> (18,16,12)
Connected (18,15,12) -> (18,14,12)
Connected (18,15,12) -> (18,15,13)
Connected (18,15,12) -> (18,15,11)
====================
18,15,13 (18,15,13)
Connected (18,15,13) -> (19,15,13)
Connected (18,15,13) -> (17,15,13)
Connected (18,15,13) -> (18,16,13)
Connected (18,15,13) -> (18,14,13)
Connected (18,15,13) -> (18,15,14)
Connected (18,15,13) -> (18,15,12)
====================
18,15,14 (18,15,14)
Connected (18,15,14) -> (19,15,14)
Connected (18,15,14) -> (17,15,14)
Connected (18,15,14) -> (18,16,14)
Connected (18,15,14) -> (18,14,14)
Connected (18,15,14) -> (18,15,15)
Connected (18,15,14) -> (18,15,13)
====================
18,15,15 (18,15,15)
Connected (18,15,15) -> (19,15,15)
Connected (18,15,15) -> (17,15,15)
Connected (18,15,15) -> (18,16,15)
Connected (18,15,15) -> (18,14,15)
Connected (18,15,15) -> (18,15,16)
Connected (18,15,15) -> (18,15,14)
====================
18,15,16 (18,15,16)
Connected (18,15,16) -> (19,15,16)
Connected (18,15,16) -> (17,15,16)
Connected (18,15,16) -> (18,16,16)
Connected (18,15,16) -> (18,14,16)
Connected (18,15,16) -> (18,15,17)
Connected (18,15,16) -> (18,15,15)
====================
18,15,17 (18,15,17)
Connected (18,15,17) -> (19,15,17)
Connected (18,15,17) -> (17,15,17)
Connected (18,15,17) -> (18,16,17)
Connected (18,15,17) -> (18,14,17)
Connected (18,15,17) -> (18,15,18)
Connected (18,15,17) -> (18,15,16)
====================
18,15,18 (18,15,18)
Connected (18,15,18) -> (19,15,18)
Connected (18,15,18) -> (17,15,18)
Connected (18,15,18) -> (18,16,18)
Connected (18,15,18) -> (18,14,18)
Connected (18,15,18) -> (18,15,19)
Connected (18,15,18) -> (18,15,17)
====================
18,15,19 (18,15,19)
Connected (18,15,19) -> (19,15,19)
Connected (18,15,19) -> (17,15,19)
Connected (18,15,19) -> (18,16,19)
Connected (18,15,19) -> (18,14,19)
Connected (18,15,19) -> (18,15,20)
Connected (18,15,19) -> (18,15,18)
====================
18,15,20 (18,15,20)
Connected (18,15,20) -> (19,15,20)
Connected (18,15,20) -> (17,15,20)
Connected (18,15,20) -> (18,16,20)
Connected (18,15,20) -> (18,14,20)
Ignored (18,15,21) because it's out of bounds.
Connected (18,15,20) -> (18,15,19)
====================
18,16,-1 (18,16,-1)
Connected (18,16,-1) -> (19,16,-1)
Connected (18,16,-1) -> (17,16,-1)
Connected (18,16,-1) -> (18,17,-1)
Connected (18,16,-1) -> (18,15,-1)
Connected (18,16,-1) -> (18,16,0)
Ignored (18,16,-2) because it's out of bounds.
====================
18,16,0 (18,16,0)
Connected (18,16,0) -> (19,16,0)
Connected (18,16,0) -> (17,16,0)
Connected (18,16,0) -> (18,17,0)
Connected (18,16,0) -> (18,15,0)
Connected (18,16,0) -> (18,16,1)
Connected (18,16,0) -> (18,16,-1)
====================
18,16,1 (18,16,1)
Connected (18,16,1) -> (19,16,1)
Connected (18,16,1) -> (17,16,1)
Connected (18,16,1) -> (18,17,1)
Connected (18,16,1) -> (18,15,1)
Connected (18,16,1) -> (18,16,2)
Connected (18,16,1) -> (18,16,0)
====================
18,16,2 (18,16,2)
Connected (18,16,2) -> (19,16,2)
Connected (18,16,2) -> (17,16,2)
Connected (18,16,2) -> (18,17,2)
Connected (18,16,2) -> (18,15,2)
Connected (18,16,2) -> (18,16,3)
Connected (18,16,2) -> (18,16,1)
====================
18,16,3 (18,16,3)
Connected (18,16,3) -> (19,16,3)
Connected (18,16,3) -> (17,16,3)
Connected (18,16,3) -> (18,17,3)
Connected (18,16,3) -> (18,15,3)
Connected (18,16,3) -> (18,16,4)
Connected (18,16,3) -> (18,16,2)
====================
18,16,4 (18,16,4)
Connected (18,16,4) -> (19,16,4)
Connected (18,16,4) -> (17,16,4)
Connected (18,16,4) -> (18,17,4)
Connected (18,16,4) -> (18,15,4)
Connected (18,16,4) -> (18,16,5)
Connected (18,16,4) -> (18,16,3)
====================
18,16,5 (18,16,5)
Connected (18,16,5) -> (19,16,5)
Connected (18,16,5) -> (17,16,5)
Connected (18,16,5) -> (18,17,5)
Connected (18,16,5) -> (18,15,5)
Connected (18,16,5) -> (18,16,6)
Connected (18,16,5) -> (18,16,4)
====================
18,16,6 (18,16,6)
Connected (18,16,6) -> (19,16,6)
Connected (18,16,6) -> (17,16,6)
Connected (18,16,6) -> (18,17,6)
Connected (18,16,6) -> (18,15,6)
Connected (18,16,6) -> (18,16,7)
Connected (18,16,6) -> (18,16,5)
====================
18,16,7 (18,16,7)
Connected (18,16,7) -> (19,16,7)
Connected (18,16,7) -> (17,16,7)
Connected (18,16,7) -> (18,17,7)
Connected (18,16,7) -> (18,15,7)
Connected (18,16,7) -> (18,16,8)
Connected (18,16,7) -> (18,16,6)
====================
18,16,8 (18,16,8)
Connected (18,16,8) -> (19,16,8)
Connected (18,16,8) -> (17,16,8)
Connected (18,16,8) -> (18,17,8)
Connected (18,16,8) -> (18,15,8)
Connected (18,16,8) -> (18,16,9)
Connected (18,16,8) -> (18,16,7)
====================
18,16,9 (18,16,9)
Connected (18,16,9) -> (19,16,9)
Connected (18,16,9) -> (17,16,9)
Connected (18,16,9) -> (18,17,9)
Connected (18,16,9) -> (18,15,9)
Connected (18,16,9) -> (18,16,10)
Connected (18,16,9) -> (18,16,8)
====================
18,16,10 (18,16,10)
Connected (18,16,10) -> (19,16,10)
Connected (18,16,10) -> (17,16,10)
Connected (18,16,10) -> (18,17,10)
Connected (18,16,10) -> (18,15,10)
Connected (18,16,10) -> (18,16,11)
Connected (18,16,10) -> (18,16,9)
====================
18,16,11 (18,16,11)
Connected (18,16,11) -> (19,16,11)
Connected (18,16,11) -> (17,16,11)
Connected (18,16,11) -> (18,17,11)
Connected (18,16,11) -> (18,15,11)
Connected (18,16,11) -> (18,16,12)
Connected (18,16,11) -> (18,16,10)
====================
18,16,12 (18,16,12)
Connected (18,16,12) -> (19,16,12)
Connected (18,16,12) -> (17,16,12)
Connected (18,16,12) -> (18,17,12)
Connected (18,16,12) -> (18,15,12)
Connected (18,16,12) -> (18,16,13)
Connected (18,16,12) -> (18,16,11)
====================
18,16,13 (18,16,13)
Connected (18,16,13) -> (19,16,13)
Connected (18,16,13) -> (17,16,13)
Connected (18,16,13) -> (18,17,13)
Connected (18,16,13) -> (18,15,13)
Connected (18,16,13) -> (18,16,14)
Connected (18,16,13) -> (18,16,12)
====================
18,16,14 (18,16,14)
Connected (18,16,14) -> (19,16,14)
Connected (18,16,14) -> (17,16,14)
Connected (18,16,14) -> (18,17,14)
Connected (18,16,14) -> (18,15,14)
Connected (18,16,14) -> (18,16,15)
Connected (18,16,14) -> (18,16,13)
====================
18,16,15 (18,16,15)
Connected (18,16,15) -> (19,16,15)
Connected (18,16,15) -> (17,16,15)
Connected (18,16,15) -> (18,17,15)
Connected (18,16,15) -> (18,15,15)
Connected (18,16,15) -> (18,16,16)
Connected (18,16,15) -> (18,16,14)
====================
18,16,16 (18,16,16)
Connected (18,16,16) -> (19,16,16)
Connected (18,16,16) -> (17,16,16)
Connected (18,16,16) -> (18,17,16)
Connected (18,16,16) -> (18,15,16)
Connected (18,16,16) -> (18,16,17)
Connected (18,16,16) -> (18,16,15)
====================
18,16,17 (18,16,17)
Connected (18,16,17) -> (19,16,17)
Connected (18,16,17) -> (17,16,17)
Connected (18,16,17) -> (18,17,17)
Connected (18,16,17) -> (18,15,17)
Connected (18,16,17) -> (18,16,18)
Connected (18,16,17) -> (18,16,16)
====================
18,16,18 (18,16,18)
Connected (18,16,18) -> (19,16,18)
Connected (18,16,18) -> (17,16,18)
Connected (18,16,18) -> (18,17,18)
Connected (18,16,18) -> (18,15,18)
Connected (18,16,18) -> (18,16,19)
Connected (18,16,18) -> (18,16,17)
====================
18,16,19 (18,16,19)
Connected (18,16,19) -> (19,16,19)
Connected (18,16,19) -> (17,16,19)
Connected (18,16,19) -> (18,17,19)
Connected (18,16,19) -> (18,15,19)
Connected (18,16,19) -> (18,16,20)
Connected (18,16,19) -> (18,16,18)
====================
18,16,20 (18,16,20)
Connected (18,16,20) -> (19,16,20)
Connected (18,16,20) -> (17,16,20)
Connected (18,16,20) -> (18,17,20)
Connected (18,16,20) -> (18,15,20)
Ignored (18,16,21) because it's out of bounds.
Connected (18,16,20) -> (18,16,19)
====================
18,17,-1 (18,17,-1)
Connected (18,17,-1) -> (19,17,-1)
Connected (18,17,-1) -> (17,17,-1)
Connected (18,17,-1) -> (18,18,-1)
Connected (18,17,-1) -> (18,16,-1)
Connected (18,17,-1) -> (18,17,0)
Ignored (18,17,-2) because it's out of bounds.
====================
18,17,0 (18,17,0)
Connected (18,17,0) -> (19,17,0)
Connected (18,17,0) -> (17,17,0)
Connected (18,17,0) -> (18,18,0)
Connected (18,17,0) -> (18,16,0)
Connected (18,17,0) -> (18,17,1)
Connected (18,17,0) -> (18,17,-1)
====================
18,17,1 (18,17,1)
Connected (18,17,1) -> (19,17,1)
Connected (18,17,1) -> (17,17,1)
Connected (18,17,1) -> (18,18,1)
Connected (18,17,1) -> (18,16,1)
Connected (18,17,1) -> (18,17,2)
Connected (18,17,1) -> (18,17,0)
====================
18,17,2 (18,17,2)
Connected (18,17,2) -> (19,17,2)
Connected (18,17,2) -> (17,17,2)
Connected (18,17,2) -> (18,18,2)
Connected (18,17,2) -> (18,16,2)
Connected (18,17,2) -> (18,17,3)
Connected (18,17,2) -> (18,17,1)
====================
18,17,3 (18,17,3)
Connected (18,17,3) -> (19,17,3)
Connected (18,17,3) -> (17,17,3)
Connected (18,17,3) -> (18,18,3)
Connected (18,17,3) -> (18,16,3)
Connected (18,17,3) -> (18,17,4)
Connected (18,17,3) -> (18,17,2)
====================
18,17,4 (18,17,4)
Connected (18,17,4) -> (19,17,4)
Connected (18,17,4) -> (17,17,4)
Connected (18,17,4) -> (18,18,4)
Connected (18,17,4) -> (18,16,4)
Connected (18,17,4) -> (18,17,5)
Connected (18,17,4) -> (18,17,3)
====================
18,17,5 (18,17,5)
Connected (18,17,5) -> (19,17,5)
Connected (18,17,5) -> (17,17,5)
Connected (18,17,5) -> (18,18,5)
Connected (18,17,5) -> (18,16,5)
Connected (18,17,5) -> (18,17,6)
Connected (18,17,5) -> (18,17,4)
====================
18,17,6 (18,17,6)
Connected (18,17,6) -> (19,17,6)
Connected (18,17,6) -> (17,17,6)
Connected (18,17,6) -> (18,18,6)
Connected (18,17,6) -> (18,16,6)
Connected (18,17,6) -> (18,17,7)
Connected (18,17,6) -> (18,17,5)
====================
18,17,7 (18,17,7)
Connected (18,17,7) -> (19,17,7)
Connected (18,17,7) -> (17,17,7)
Connected (18,17,7) -> (18,18,7)
Connected (18,17,7) -> (18,16,7)
Connected (18,17,7) -> (18,17,8)
Connected (18,17,7) -> (18,17,6)
====================
18,17,8 (18,17,8)
Connected (18,17,8) -> (19,17,8)
Connected (18,17,8) -> (17,17,8)
Connected (18,17,8) -> (18,18,8)
Connected (18,17,8) -> (18,16,8)
Connected (18,17,8) -> (18,17,9)
Connected (18,17,8) -> (18,17,7)
====================
18,17,9 (18,17,9)
Connected (18,17,9) -> (19,17,9)
Connected (18,17,9) -> (17,17,9)
Connected (18,17,9) -> (18,18,9)
Connected (18,17,9) -> (18,16,9)
Connected (18,17,9) -> (18,17,10)
Connected (18,17,9) -> (18,17,8)
====================
18,17,10 (18,17,10)
Connected (18,17,10) -> (19,17,10)
Connected (18,17,10) -> (17,17,10)
Connected (18,17,10) -> (18,18,10)
Connected (18,17,10) -> (18,16,10)
Connected (18,17,10) -> (18,17,11)
Connected (18,17,10) -> (18,17,9)
====================
18,17,11 (18,17,11)
Connected (18,17,11) -> (19,17,11)
Connected (18,17,11) -> (17,17,11)
Connected (18,17,11) -> (18,18,11)
Connected (18,17,11) -> (18,16,11)
Connected (18,17,11) -> (18,17,12)
Connected (18,17,11) -> (18,17,10)
====================
18,17,12 (18,17,12)
Connected (18,17,12) -> (19,17,12)
Connected (18,17,12) -> (17,17,12)
Connected (18,17,12) -> (18,18,12)
Connected (18,17,12) -> (18,16,12)
Connected (18,17,12) -> (18,17,13)
Connected (18,17,12) -> (18,17,11)
====================
18,17,13 (18,17,13)
Connected (18,17,13) -> (19,17,13)
Connected (18,17,13) -> (17,17,13)
Connected (18,17,13) -> (18,18,13)
Connected (18,17,13) -> (18,16,13)
Connected (18,17,13) -> (18,17,14)
Connected (18,17,13) -> (18,17,12)
====================
18,17,14 (18,17,14)
Connected (18,17,14) -> (19,17,14)
Connected (18,17,14) -> (17,17,14)
Connected (18,17,14) -> (18,18,14)
Connected (18,17,14) -> (18,16,14)
Connected (18,17,14) -> (18,17,15)
Connected (18,17,14) -> (18,17,13)
====================
18,17,15 (18,17,15)
Connected (18,17,15) -> (19,17,15)
Connected (18,17,15) -> (17,17,15)
Connected (18,17,15) -> (18,18,15)
Connected (18,17,15) -> (18,16,15)
Connected (18,17,15) -> (18,17,16)
Connected (18,17,15) -> (18,17,14)
====================
18,17,16 (18,17,16)
Connected (18,17,16) -> (19,17,16)
Connected (18,17,16) -> (17,17,16)
Connected (18,17,16) -> (18,18,16)
Connected (18,17,16) -> (18,16,16)
Connected (18,17,16) -> (18,17,17)
Connected (18,17,16) -> (18,17,15)
====================
18,17,17 (18,17,17)
Connected (18,17,17) -> (19,17,17)
Connected (18,17,17) -> (17,17,17)
Connected (18,17,17) -> (18,18,17)
Connected (18,17,17) -> (18,16,17)
Connected (18,17,17) -> (18,17,18)
Connected (18,17,17) -> (18,17,16)
====================
18,17,18 (18,17,18)
Connected (18,17,18) -> (19,17,18)
Connected (18,17,18) -> (17,17,18)
Connected (18,17,18) -> (18,18,18)
Connected (18,17,18) -> (18,16,18)
Connected (18,17,18) -> (18,17,19)
Connected (18,17,18) -> (18,17,17)
====================
18,17,19 (18,17,19)
Connected (18,17,19) -> (19,17,19)
Connected (18,17,19) -> (17,17,19)
Connected (18,17,19) -> (18,18,19)
Connected (18,17,19) -> (18,16,19)
Connected (18,17,19) -> (18,17,20)
Connected (18,17,19) -> (18,17,18)
====================
18,17,20 (18,17,20)
Connected (18,17,20) -> (19,17,20)
Connected (18,17,20) -> (17,17,20)
Connected (18,17,20) -> (18,18,20)
Connected (18,17,20) -> (18,16,20)
Ignored (18,17,21) because it's out of bounds.
Connected (18,17,20) -> (18,17,19)
====================
18,18,-1 (18,18,-1)
Connected (18,18,-1) -> (19,18,-1)
Connected (18,18,-1) -> (17,18,-1)
Connected (18,18,-1) -> (18,19,-1)
Connected (18,18,-1) -> (18,17,-1)
Connected (18,18,-1) -> (18,18,0)
Ignored (18,18,-2) because it's out of bounds.
====================
18,18,0 (18,18,0)
Connected (18,18,0) -> (19,18,0)
Connected (18,18,0) -> (17,18,0)
Connected (18,18,0) -> (18,19,0)
Connected (18,18,0) -> (18,17,0)
Connected (18,18,0) -> (18,18,1)
Connected (18,18,0) -> (18,18,-1)
====================
18,18,1 (18,18,1)
Connected (18,18,1) -> (19,18,1)
Connected (18,18,1) -> (17,18,1)
Connected (18,18,1) -> (18,19,1)
Connected (18,18,1) -> (18,17,1)
Connected (18,18,1) -> (18,18,2)
Connected (18,18,1) -> (18,18,0)
====================
18,18,2 (18,18,2)
Connected (18,18,2) -> (19,18,2)
Connected (18,18,2) -> (17,18,2)
Connected (18,18,2) -> (18,19,2)
Connected (18,18,2) -> (18,17,2)
Connected (18,18,2) -> (18,18,3)
Connected (18,18,2) -> (18,18,1)
====================
18,18,3 (18,18,3)
Connected (18,18,3) -> (19,18,3)
Connected (18,18,3) -> (17,18,3)
Connected (18,18,3) -> (18,19,3)
Connected (18,18,3) -> (18,17,3)
Connected (18,18,3) -> (18,18,4)
Connected (18,18,3) -> (18,18,2)
====================
18,18,4 (18,18,4)
Connected (18,18,4) -> (19,18,4)
Connected (18,18,4) -> (17,18,4)
Connected (18,18,4) -> (18,19,4)
Connected (18,18,4) -> (18,17,4)
Connected (18,18,4) -> (18,18,5)
Connected (18,18,4) -> (18,18,3)
====================
18,18,5 (18,18,5)
Connected (18,18,5) -> (19,18,5)
Connected (18,18,5) -> (17,18,5)
Connected (18,18,5) -> (18,19,5)
Connected (18,18,5) -> (18,17,5)
Connected (18,18,5) -> (18,18,6)
Connected (18,18,5) -> (18,18,4)
====================
18,18,6 (18,18,6)
Connected (18,18,6) -> (19,18,6)
Connected (18,18,6) -> (17,18,6)
Connected (18,18,6) -> (18,19,6)
Connected (18,18,6) -> (18,17,6)
Connected (18,18,6) -> (18,18,7)
Connected (18,18,6) -> (18,18,5)
====================
18,18,7 (18,18,7)
Connected (18,18,7) -> (19,18,7)
Connected (18,18,7) -> (17,18,7)
Connected (18,18,7) -> (18,19,7)
Connected (18,18,7) -> (18,17,7)
Connected (18,18,7) -> (18,18,8)
Connected (18,18,7) -> (18,18,6)
====================
18,18,8 (18,18,8)
Connected (18,18,8) -> (19,18,8)
Connected (18,18,8) -> (17,18,8)
Connected (18,18,8) -> (18,19,8)
Connected (18,18,8) -> (18,17,8)
Connected (18,18,8) -> (18,18,9)
Connected (18,18,8) -> (18,18,7)
====================
18,18,9 (18,18,9)
Connected (18,18,9) -> (19,18,9)
Connected (18,18,9) -> (17,18,9)
Connected (18,18,9) -> (18,19,9)
Connected (18,18,9) -> (18,17,9)
Connected (18,18,9) -> (18,18,10)
Connected (18,18,9) -> (18,18,8)
====================
18,18,10 (18,18,10)
Connected (18,18,10) -> (19,18,10)
Connected (18,18,10) -> (17,18,10)
Connected (18,18,10) -> (18,19,10)
Connected (18,18,10) -> (18,17,10)
Connected (18,18,10) -> (18,18,11)
Connected (18,18,10) -> (18,18,9)
====================
18,18,11 (18,18,11)
Connected (18,18,11) -> (19,18,11)
Connected (18,18,11) -> (17,18,11)
Connected (18,18,11) -> (18,19,11)
Connected (18,18,11) -> (18,17,11)
Connected (18,18,11) -> (18,18,12)
Connected (18,18,11) -> (18,18,10)
====================
18,18,12 (18,18,12)
Connected (18,18,12) -> (19,18,12)
Connected (18,18,12) -> (17,18,12)
Connected (18,18,12) -> (18,19,12)
Connected (18,18,12) -> (18,17,12)
Connected (18,18,12) -> (18,18,13)
Connected (18,18,12) -> (18,18,11)
====================
18,18,13 (18,18,13)
Connected (18,18,13) -> (19,18,13)
Connected (18,18,13) -> (17,18,13)
Connected (18,18,13) -> (18,19,13)
Connected (18,18,13) -> (18,17,13)
Connected (18,18,13) -> (18,18,14)
Connected (18,18,13) -> (18,18,12)
====================
18,18,14 (18,18,14)
Connected (18,18,14) -> (19,18,14)
Connected (18,18,14) -> (17,18,14)
Connected (18,18,14) -> (18,19,14)
Connected (18,18,14) -> (18,17,14)
Connected (18,18,14) -> (18,18,15)
Connected (18,18,14) -> (18,18,13)
====================
18,18,15 (18,18,15)
Connected (18,18,15) -> (19,18,15)
Connected (18,18,15) -> (17,18,15)
Connected (18,18,15) -> (18,19,15)
Connected (18,18,15) -> (18,17,15)
Connected (18,18,15) -> (18,18,16)
Connected (18,18,15) -> (18,18,14)
====================
18,18,16 (18,18,16)
Connected (18,18,16) -> (19,18,16)
Connected (18,18,16) -> (17,18,16)
Connected (18,18,16) -> (18,19,16)
Connected (18,18,16) -> (18,17,16)
Connected (18,18,16) -> (18,18,17)
Connected (18,18,16) -> (18,18,15)
====================
18,18,17 (18,18,17)
Connected (18,18,17) -> (19,18,17)
Connected (18,18,17) -> (17,18,17)
Connected (18,18,17) -> (18,19,17)
Connected (18,18,17) -> (18,17,17)
Connected (18,18,17) -> (18,18,18)
Connected (18,18,17) -> (18,18,16)
====================
18,18,18 (18,18,18)
Connected (18,18,18) -> (19,18,18)
Connected (18,18,18) -> (17,18,18)
Connected (18,18,18) -> (18,19,18)
Connected (18,18,18) -> (18,17,18)
Connected (18,18,18) -> (18,18,19)
Connected (18,18,18) -> (18,18,17)
====================
18,18,19 (18,18,19)
Connected (18,18,19) -> (19,18,19)
Connected (18,18,19) -> (17,18,19)
Connected (18,18,19) -> (18,19,19)
Connected (18,18,19) -> (18,17,19)
Connected (18,18,19) -> (18,18,20)
Connected (18,18,19) -> (18,18,18)
====================
18,18,20 (18,18,20)
Connected (18,18,20) -> (19,18,20)
Connected (18,18,20) -> (17,18,20)
Connected (18,18,20) -> (18,19,20)
Connected (18,18,20) -> (18,17,20)
Ignored (18,18,21) because it's out of bounds.
Connected (18,18,20) -> (18,18,19)
====================
18,19,-1 (18,19,-1)
Connected (18,19,-1) -> (19,19,-1)
Connected (18,19,-1) -> (17,19,-1)
Ignored (18,20,-1) because it's out of bounds.
Connected (18,19,-1) -> (18,18,-1)
Connected (18,19,-1) -> (18,19,0)
Ignored (18,19,-2) because it's out of bounds.
====================
18,19,0 (18,19,0)
Connected (18,19,0) -> (19,19,0)
Connected (18,19,0) -> (17,19,0)
Ignored (18,20,0) because it's out of bounds.
Connected (18,19,0) -> (18,18,0)
Connected (18,19,0) -> (18,19,1)
Connected (18,19,0) -> (18,19,-1)
====================
18,19,1 (18,19,1)
Connected (18,19,1) -> (19,19,1)
Connected (18,19,1) -> (17,19,1)
Ignored (18,20,1) because it's out of bounds.
Connected (18,19,1) -> (18,18,1)
Connected (18,19,1) -> (18,19,2)
Connected (18,19,1) -> (18,19,0)
====================
18,19,2 (18,19,2)
Connected (18,19,2) -> (19,19,2)
Connected (18,19,2) -> (17,19,2)
Ignored (18,20,2) because it's out of bounds.
Connected (18,19,2) -> (18,18,2)
Connected (18,19,2) -> (18,19,3)
Connected (18,19,2) -> (18,19,1)
====================
18,19,3 (18,19,3)
Connected (18,19,3) -> (19,19,3)
Connected (18,19,3) -> (17,19,3)
Ignored (18,20,3) because it's out of bounds.
Connected (18,19,3) -> (18,18,3)
Connected (18,19,3) -> (18,19,4)
Connected (18,19,3) -> (18,19,2)
====================
18,19,4 (18,19,4)
Connected (18,19,4) -> (19,19,4)
Connected (18,19,4) -> (17,19,4)
Ignored (18,20,4) because it's out of bounds.
Connected (18,19,4) -> (18,18,4)
Connected (18,19,4) -> (18,19,5)
Connected (18,19,4) -> (18,19,3)
====================
18,19,5 (18,19,5)
Connected (18,19,5) -> (19,19,5)
Connected (18,19,5) -> (17,19,5)
Ignored (18,20,5) because it's out of bounds.
Connected (18,19,5) -> (18,18,5)
Connected (18,19,5) -> (18,19,6)
Connected (18,19,5) -> (18,19,4)
====================
18,19,6 (18,19,6)
Connected (18,19,6) -> (19,19,6)
Connected (18,19,6) -> (17,19,6)
Ignored (18,20,6) because it's out of bounds.
Connected (18,19,6) -> (18,18,6)
Connected (18,19,6) -> (18,19,7)
Connected (18,19,6) -> (18,19,5)
====================
18,19,7 (18,19,7)
Connected (18,19,7) -> (19,19,7)
Connected (18,19,7) -> (17,19,7)
Ignored (18,20,7) because it's out of bounds.
Connected (18,19,7) -> (18,18,7)
Connected (18,19,7) -> (18,19,8)
Connected (18,19,7) -> (18,19,6)
====================
18,19,8 (18,19,8)
Connected (18,19,8) -> (19,19,8)
Connected (18,19,8) -> (17,19,8)
Ignored (18,20,8) because it's out of bounds.
Connected (18,19,8) -> (18,18,8)
Connected (18,19,8) -> (18,19,9)
Connected (18,19,8) -> (18,19,7)
====================
18,19,9 (18,19,9)
Connected (18,19,9) -> (19,19,9)
Connected (18,19,9) -> (17,19,9)
Ignored (18,20,9) because it's out of bounds.
Connected (18,19,9) -> (18,18,9)
Connected (18,19,9) -> (18,19,10)
Connected (18,19,9) -> (18,19,8)
====================
18,19,10 (18,19,10)
Connected (18,19,10) -> (19,19,10)
Connected (18,19,10) -> (17,19,10)
Ignored (18,20,10) because it's out of bounds.
Connected (18,19,10) -> (18,18,10)
Connected (18,19,10) -> (18,19,11)
Connected (18,19,10) -> (18,19,9)
====================
18,19,11 (18,19,11)
Connected (18,19,11) -> (19,19,11)
Connected (18,19,11) -> (17,19,11)
Ignored (18,20,11) because it's out of bounds.
Connected (18,19,11) -> (18,18,11)
Connected (18,19,11) -> (18,19,12)
Connected (18,19,11) -> (18,19,10)
====================
18,19,12 (18,19,12)
Connected (18,19,12) -> (19,19,12)
Connected (18,19,12) -> (17,19,12)
Ignored (18,20,12) because it's out of bounds.
Connected (18,19,12) -> (18,18,12)
Connected (18,19,12) -> (18,19,13)
Connected (18,19,12) -> (18,19,11)
====================
18,19,13 (18,19,13)
Connected (18,19,13) -> (19,19,13)
Connected (18,19,13) -> (17,19,13)
Ignored (18,20,13) because it's out of bounds.
Connected (18,19,13) -> (18,18,13)
Connected (18,19,13) -> (18,19,14)
Connected (18,19,13) -> (18,19,12)
====================
18,19,14 (18,19,14)
Connected (18,19,14) -> (19,19,14)
Connected (18,19,14) -> (17,19,14)
Ignored (18,20,14) because it's out of bounds.
Connected (18,19,14) -> (18,18,14)
Connected (18,19,14) -> (18,19,15)
Connected (18,19,14) -> (18,19,13)
====================
18,19,15 (18,19,15)
Connected (18,19,15) -> (19,19,15)
Connected (18,19,15) -> (17,19,15)
Ignored (18,20,15) because it's out of bounds.
Connected (18,19,15) -> (18,18,15)
Connected (18,19,15) -> (18,19,16)
Connected (18,19,15) -> (18,19,14)
====================
18,19,16 (18,19,16)
Connected (18,19,16) -> (19,19,16)
Connected (18,19,16) -> (17,19,16)
Ignored (18,20,16) because it's out of bounds.
Connected (18,19,16) -> (18,18,16)
Connected (18,19,16) -> (18,19,17)
Connected (18,19,16) -> (18,19,15)
====================
18,19,17 (18,19,17)
Connected (18,19,17) -> (19,19,17)
Connected (18,19,17) -> (17,19,17)
Ignored (18,20,17) because it's out of bounds.
Connected (18,19,17) -> (18,18,17)
Connected (18,19,17) -> (18,19,18)
Connected (18,19,17) -> (18,19,16)
====================
18,19,18 (18,19,18)
Connected (18,19,18) -> (19,19,18)
Connected (18,19,18) -> (17,19,18)
Ignored (18,20,18) because it's out of bounds.
Connected (18,19,18) -> (18,18,18)
Connected (18,19,18) -> (18,19,19)
Connected (18,19,18) -> (18,19,17)
====================
18,19,19 (18,19,19)
Connected (18,19,19) -> (19,19,19)
Connected (18,19,19) -> (17,19,19)
Ignored (18,20,19) because it's out of bounds.
Connected (18,19,19) -> (18,18,19)
Connected (18,19,19) -> (18,19,20)
Connected (18,19,19) -> (18,19,18)
====================
18,19,20 (18,19,20)
Connected (18,19,20) -> (19,19,20)
Connected (18,19,20) -> (17,19,20)
Ignored (18,20,20) because it's out of bounds.
Connected (18,19,20) -> (18,18,20)
Ignored (18,19,21) because it's out of bounds.
Connected (18,19,20) -> (18,19,19)
====================
19,-1,-1 (19,-1,-1)
Connected (19,-1,-1) -> (20,-1,-1)
Connected (19,-1,-1) -> (18,-1,-1)
Connected (19,-1,-1) -> (19,0,-1)
Ignored (19,-2,-1) because it's out of bounds.
Connected (19,-1,-1) -> (19,-1,0)
Ignored (19,-1,-2) because it's out of bounds.
====================
19,-1,0 (19,-1,0)
Connected (19,-1,0) -> (20,-1,0)
Connected (19,-1,0) -> (18,-1,0)
Connected (19,-1,0) -> (19,0,0)
Ignored (19,-2,0) because it's out of bounds.
Connected (19,-1,0) -> (19,-1,1)
Connected (19,-1,0) -> (19,-1,-1)
====================
19,-1,1 (19,-1,1)
Connected (19,-1,1) -> (20,-1,1)
Connected (19,-1,1) -> (18,-1,1)
Connected (19,-1,1) -> (19,0,1)
Ignored (19,-2,1) because it's out of bounds.
Connected (19,-1,1) -> (19,-1,2)
Connected (19,-1,1) -> (19,-1,0)
====================
19,-1,2 (19,-1,2)
Connected (19,-1,2) -> (20,-1,2)
Connected (19,-1,2) -> (18,-1,2)
Connected (19,-1,2) -> (19,0,2)
Ignored (19,-2,2) because it's out of bounds.
Connected (19,-1,2) -> (19,-1,3)
Connected (19,-1,2) -> (19,-1,1)
====================
19,-1,3 (19,-1,3)
Connected (19,-1,3) -> (20,-1,3)
Connected (19,-1,3) -> (18,-1,3)
Connected (19,-1,3) -> (19,0,3)
Ignored (19,-2,3) because it's out of bounds.
Connected (19,-1,3) -> (19,-1,4)
Connected (19,-1,3) -> (19,-1,2)
====================
19,-1,4 (19,-1,4)
Connected (19,-1,4) -> (20,-1,4)
Connected (19,-1,4) -> (18,-1,4)
Connected (19,-1,4) -> (19,0,4)
Ignored (19,-2,4) because it's out of bounds.
Connected (19,-1,4) -> (19,-1,5)
Connected (19,-1,4) -> (19,-1,3)
====================
19,-1,5 (19,-1,5)
Connected (19,-1,5) -> (20,-1,5)
Connected (19,-1,5) -> (18,-1,5)
Connected (19,-1,5) -> (19,0,5)
Ignored (19,-2,5) because it's out of bounds.
Connected (19,-1,5) -> (19,-1,6)
Connected (19,-1,5) -> (19,-1,4)
====================
19,-1,6 (19,-1,6)
Connected (19,-1,6) -> (20,-1,6)
Connected (19,-1,6) -> (18,-1,6)
Connected (19,-1,6) -> (19,0,6)
Ignored (19,-2,6) because it's out of bounds.
Connected (19,-1,6) -> (19,-1,7)
Connected (19,-1,6) -> (19,-1,5)
====================
19,-1,7 (19,-1,7)
Connected (19,-1,7) -> (20,-1,7)
Connected (19,-1,7) -> (18,-1,7)
Connected (19,-1,7) -> (19,0,7)
Ignored (19,-2,7) because it's out of bounds.
Connected (19,-1,7) -> (19,-1,8)
Connected (19,-1,7) -> (19,-1,6)
====================
19,-1,8 (19,-1,8)
Connected (19,-1,8) -> (20,-1,8)
Connected (19,-1,8) -> (18,-1,8)
Connected (19,-1,8) -> (19,0,8)
Ignored (19,-2,8) because it's out of bounds.
Connected (19,-1,8) -> (19,-1,9)
Connected (19,-1,8) -> (19,-1,7)
====================
19,-1,9 (19,-1,9)
Connected (19,-1,9) -> (20,-1,9)
Connected (19,-1,9) -> (18,-1,9)
Connected (19,-1,9) -> (19,0,9)
Ignored (19,-2,9) because it's out of bounds.
Connected (19,-1,9) -> (19,-1,10)
Connected (19,-1,9) -> (19,-1,8)
====================
19,-1,10 (19,-1,10)
Connected (19,-1,10) -> (20,-1,10)
Connected (19,-1,10) -> (18,-1,10)
Connected (19,-1,10) -> (19,0,10)
Ignored (19,-2,10) because it's out of bounds.
Connected (19,-1,10) -> (19,-1,11)
Connected (19,-1,10) -> (19,-1,9)
====================
19,-1,11 (19,-1,11)
Connected (19,-1,11) -> (20,-1,11)
Connected (19,-1,11) -> (18,-1,11)
Connected (19,-1,11) -> (19,0,11)
Ignored (19,-2,11) because it's out of bounds.
Connected (19,-1,11) -> (19,-1,12)
Connected (19,-1,11) -> (19,-1,10)
====================
19,-1,12 (19,-1,12)
Connected (19,-1,12) -> (20,-1,12)
Connected (19,-1,12) -> (18,-1,12)
Connected (19,-1,12) -> (19,0,12)
Ignored (19,-2,12) because it's out of bounds.
Connected (19,-1,12) -> (19,-1,13)
Connected (19,-1,12) -> (19,-1,11)
====================
19,-1,13 (19,-1,13)
Connected (19,-1,13) -> (20,-1,13)
Connected (19,-1,13) -> (18,-1,13)
Connected (19,-1,13) -> (19,0,13)
Ignored (19,-2,13) because it's out of bounds.
Connected (19,-1,13) -> (19,-1,14)
Connected (19,-1,13) -> (19,-1,12)
====================
19,-1,14 (19,-1,14)
Connected (19,-1,14) -> (20,-1,14)
Connected (19,-1,14) -> (18,-1,14)
Connected (19,-1,14) -> (19,0,14)
Ignored (19,-2,14) because it's out of bounds.
Connected (19,-1,14) -> (19,-1,15)
Connected (19,-1,14) -> (19,-1,13)
====================
19,-1,15 (19,-1,15)
Connected (19,-1,15) -> (20,-1,15)
Connected (19,-1,15) -> (18,-1,15)
Connected (19,-1,15) -> (19,0,15)
Ignored (19,-2,15) because it's out of bounds.
Connected (19,-1,15) -> (19,-1,16)
Connected (19,-1,15) -> (19,-1,14)
====================
19,-1,16 (19,-1,16)
Connected (19,-1,16) -> (20,-1,16)
Connected (19,-1,16) -> (18,-1,16)
Connected (19,-1,16) -> (19,0,16)
Ignored (19,-2,16) because it's out of bounds.
Connected (19,-1,16) -> (19,-1,17)
Connected (19,-1,16) -> (19,-1,15)
====================
19,-1,17 (19,-1,17)
Connected (19,-1,17) -> (20,-1,17)
Connected (19,-1,17) -> (18,-1,17)
Connected (19,-1,17) -> (19,0,17)
Ignored (19,-2,17) because it's out of bounds.
Connected (19,-1,17) -> (19,-1,18)
Connected (19,-1,17) -> (19,-1,16)
====================
19,-1,18 (19,-1,18)
Connected (19,-1,18) -> (20,-1,18)
Connected (19,-1,18) -> (18,-1,18)
Connected (19,-1,18) -> (19,0,18)
Ignored (19,-2,18) because it's out of bounds.
Connected (19,-1,18) -> (19,-1,19)
Connected (19,-1,18) -> (19,-1,17)
====================
19,-1,19 (19,-1,19)
Connected (19,-1,19) -> (20,-1,19)
Connected (19,-1,19) -> (18,-1,19)
Connected (19,-1,19) -> (19,0,19)
Ignored (19,-2,19) because it's out of bounds.
Connected (19,-1,19) -> (19,-1,20)
Connected (19,-1,19) -> (19,-1,18)
====================
19,-1,20 (19,-1,20)
Connected (19,-1,20) -> (20,-1,20)
Connected (19,-1,20) -> (18,-1,20)
Connected (19,-1,20) -> (19,0,20)
Ignored (19,-2,20) because it's out of bounds.
Ignored (19,-1,21) because it's out of bounds.
Connected (19,-1,20) -> (19,-1,19)
====================
19,0,-1 (19,0,-1)
Connected (19,0,-1) -> (20,0,-1)
Connected (19,0,-1) -> (18,0,-1)
Connected (19,0,-1) -> (19,1,-1)
Connected (19,0,-1) -> (19,-1,-1)
Connected (19,0,-1) -> (19,0,0)
Ignored (19,0,-2) because it's out of bounds.
====================
19,0,0 (19,0,0)
Connected (19,0,0) -> (20,0,0)
Connected (19,0,0) -> (18,0,0)
Connected (19,0,0) -> (19,1,0)
Connected (19,0,0) -> (19,-1,0)
Connected (19,0,0) -> (19,0,1)
Connected (19,0,0) -> (19,0,-1)
====================
19,0,1 (19,0,1)
Connected (19,0,1) -> (20,0,1)
Connected (19,0,1) -> (18,0,1)
Connected (19,0,1) -> (19,1,1)
Connected (19,0,1) -> (19,-1,1)
Connected (19,0,1) -> (19,0,2)
Connected (19,0,1) -> (19,0,0)
====================
19,0,2 (19,0,2)
Connected (19,0,2) -> (20,0,2)
Connected (19,0,2) -> (18,0,2)
Connected (19,0,2) -> (19,1,2)
Connected (19,0,2) -> (19,-1,2)
Connected (19,0,2) -> (19,0,3)
Connected (19,0,2) -> (19,0,1)
====================
19,0,3 (19,0,3)
Connected (19,0,3) -> (20,0,3)
Connected (19,0,3) -> (18,0,3)
Connected (19,0,3) -> (19,1,3)
Connected (19,0,3) -> (19,-1,3)
Connected (19,0,3) -> (19,0,4)
Connected (19,0,3) -> (19,0,2)
====================
19,0,4 (19,0,4)
Connected (19,0,4) -> (20,0,4)
Connected (19,0,4) -> (18,0,4)
Connected (19,0,4) -> (19,1,4)
Connected (19,0,4) -> (19,-1,4)
Connected (19,0,4) -> (19,0,5)
Connected (19,0,4) -> (19,0,3)
====================
19,0,5 (19,0,5)
Connected (19,0,5) -> (20,0,5)
Connected (19,0,5) -> (18,0,5)
Connected (19,0,5) -> (19,1,5)
Connected (19,0,5) -> (19,-1,5)
Connected (19,0,5) -> (19,0,6)
Connected (19,0,5) -> (19,0,4)
====================
19,0,6 (19,0,6)
Connected (19,0,6) -> (20,0,6)
Connected (19,0,6) -> (18,0,6)
Connected (19,0,6) -> (19,1,6)
Connected (19,0,6) -> (19,-1,6)
Connected (19,0,6) -> (19,0,7)
Connected (19,0,6) -> (19,0,5)
====================
19,0,7 (19,0,7)
Connected (19,0,7) -> (20,0,7)
Connected (19,0,7) -> (18,0,7)
Connected (19,0,7) -> (19,1,7)
Connected (19,0,7) -> (19,-1,7)
Connected (19,0,7) -> (19,0,8)
Connected (19,0,7) -> (19,0,6)
====================
19,0,8 (19,0,8)
Connected (19,0,8) -> (20,0,8)
Connected (19,0,8) -> (18,0,8)
Connected (19,0,8) -> (19,1,8)
Connected (19,0,8) -> (19,-1,8)
Connected (19,0,8) -> (19,0,9)
Connected (19,0,8) -> (19,0,7)
====================
19,0,9 (19,0,9)
Connected (19,0,9) -> (20,0,9)
Connected (19,0,9) -> (18,0,9)
Connected (19,0,9) -> (19,1,9)
Connected (19,0,9) -> (19,-1,9)
Connected (19,0,9) -> (19,0,10)
Connected (19,0,9) -> (19,0,8)
====================
19,0,10 (19,0,10)
Connected (19,0,10) -> (20,0,10)
Connected (19,0,10) -> (18,0,10)
Connected (19,0,10) -> (19,1,10)
Connected (19,0,10) -> (19,-1,10)
Connected (19,0,10) -> (19,0,11)
Connected (19,0,10) -> (19,0,9)
====================
19,0,11 (19,0,11)
Connected (19,0,11) -> (20,0,11)
Connected (19,0,11) -> (18,0,11)
Connected (19,0,11) -> (19,1,11)
Connected (19,0,11) -> (19,-1,11)
Connected (19,0,11) -> (19,0,12)
Connected (19,0,11) -> (19,0,10)
====================
19,0,12 (19,0,12)
Connected (19,0,12) -> (20,0,12)
Connected (19,0,12) -> (18,0,12)
Connected (19,0,12) -> (19,1,12)
Connected (19,0,12) -> (19,-1,12)
Connected (19,0,12) -> (19,0,13)
Connected (19,0,12) -> (19,0,11)
====================
19,0,13 (19,0,13)
Connected (19,0,13) -> (20,0,13)
Connected (19,0,13) -> (18,0,13)
Connected (19,0,13) -> (19,1,13)
Connected (19,0,13) -> (19,-1,13)
Connected (19,0,13) -> (19,0,14)
Connected (19,0,13) -> (19,0,12)
====================
19,0,14 (19,0,14)
Connected (19,0,14) -> (20,0,14)
Connected (19,0,14) -> (18,0,14)
Connected (19,0,14) -> (19,1,14)
Connected (19,0,14) -> (19,-1,14)
Connected (19,0,14) -> (19,0,15)
Connected (19,0,14) -> (19,0,13)
====================
19,0,15 (19,0,15)
Connected (19,0,15) -> (20,0,15)
Connected (19,0,15) -> (18,0,15)
Connected (19,0,15) -> (19,1,15)
Connected (19,0,15) -> (19,-1,15)
Connected (19,0,15) -> (19,0,16)
Connected (19,0,15) -> (19,0,14)
====================
19,0,16 (19,0,16)
Connected (19,0,16) -> (20,0,16)
Connected (19,0,16) -> (18,0,16)
Connected (19,0,16) -> (19,1,16)
Connected (19,0,16) -> (19,-1,16)
Connected (19,0,16) -> (19,0,17)
Connected (19,0,16) -> (19,0,15)
====================
19,0,17 (19,0,17)
Connected (19,0,17) -> (20,0,17)
Connected (19,0,17) -> (18,0,17)
Connected (19,0,17) -> (19,1,17)
Connected (19,0,17) -> (19,-1,17)
Connected (19,0,17) -> (19,0,18)
Connected (19,0,17) -> (19,0,16)
====================
19,0,18 (19,0,18)
Connected (19,0,18) -> (20,0,18)
Connected (19,0,18) -> (18,0,18)
Connected (19,0,18) -> (19,1,18)
Connected (19,0,18) -> (19,-1,18)
Connected (19,0,18) -> (19,0,19)
Connected (19,0,18) -> (19,0,17)
====================
19,0,19 (19,0,19)
Connected (19,0,19) -> (20,0,19)
Connected (19,0,19) -> (18,0,19)
Connected (19,0,19) -> (19,1,19)
Connected (19,0,19) -> (19,-1,19)
Connected (19,0,19) -> (19,0,20)
Connected (19,0,19) -> (19,0,18)
====================
19,0,20 (19,0,20)
Connected (19,0,20) -> (20,0,20)
Connected (19,0,20) -> (18,0,20)
Connected (19,0,20) -> (19,1,20)
Connected (19,0,20) -> (19,-1,20)
Ignored (19,0,21) because it's out of bounds.
Connected (19,0,20) -> (19,0,19)
====================
19,1,-1 (19,1,-1)
Connected (19,1,-1) -> (20,1,-1)
Connected (19,1,-1) -> (18,1,-1)
Connected (19,1,-1) -> (19,2,-1)
Connected (19,1,-1) -> (19,0,-1)
Connected (19,1,-1) -> (19,1,0)
Ignored (19,1,-2) because it's out of bounds.
====================
19,1,0 (19,1,0)
Connected (19,1,0) -> (20,1,0)
Connected (19,1,0) -> (18,1,0)
Connected (19,1,0) -> (19,2,0)
Connected (19,1,0) -> (19,0,0)
Connected (19,1,0) -> (19,1,1)
Connected (19,1,0) -> (19,1,-1)
====================
19,1,1 (19,1,1)
Connected (19,1,1) -> (20,1,1)
Connected (19,1,1) -> (18,1,1)
Connected (19,1,1) -> (19,2,1)
Connected (19,1,1) -> (19,0,1)
Connected (19,1,1) -> (19,1,2)
Connected (19,1,1) -> (19,1,0)
====================
19,1,2 (19,1,2)
Connected (19,1,2) -> (20,1,2)
Connected (19,1,2) -> (18,1,2)
Connected (19,1,2) -> (19,2,2)
Connected (19,1,2) -> (19,0,2)
Connected (19,1,2) -> (19,1,3)
Connected (19,1,2) -> (19,1,1)
====================
19,1,3 (19,1,3)
Connected (19,1,3) -> (20,1,3)
Connected (19,1,3) -> (18,1,3)
Connected (19,1,3) -> (19,2,3)
Connected (19,1,3) -> (19,0,3)
Connected (19,1,3) -> (19,1,4)
Connected (19,1,3) -> (19,1,2)
====================
19,1,4 (19,1,4)
Connected (19,1,4) -> (20,1,4)
Connected (19,1,4) -> (18,1,4)
Connected (19,1,4) -> (19,2,4)
Connected (19,1,4) -> (19,0,4)
Connected (19,1,4) -> (19,1,5)
Connected (19,1,4) -> (19,1,3)
====================
19,1,5 (19,1,5)
Connected (19,1,5) -> (20,1,5)
Connected (19,1,5) -> (18,1,5)
Connected (19,1,5) -> (19,2,5)
Connected (19,1,5) -> (19,0,5)
Connected (19,1,5) -> (19,1,6)
Connected (19,1,5) -> (19,1,4)
====================
19,1,6 (19,1,6)
Connected (19,1,6) -> (20,1,6)
Connected (19,1,6) -> (18,1,6)
Connected (19,1,6) -> (19,2,6)
Connected (19,1,6) -> (19,0,6)
Connected (19,1,6) -> (19,1,7)
Connected (19,1,6) -> (19,1,5)
====================
19,1,7 (19,1,7)
Connected (19,1,7) -> (20,1,7)
Connected (19,1,7) -> (18,1,7)
Connected (19,1,7) -> (19,2,7)
Connected (19,1,7) -> (19,0,7)
Connected (19,1,7) -> (19,1,8)
Connected (19,1,7) -> (19,1,6)
====================
19,1,8 (19,1,8)
Connected (19,1,8) -> (20,1,8)
Connected (19,1,8) -> (18,1,8)
Connected (19,1,8) -> (19,2,8)
Connected (19,1,8) -> (19,0,8)
Connected (19,1,8) -> (19,1,9)
Connected (19,1,8) -> (19,1,7)
====================
19,1,9 (19,1,9)
Connected (19,1,9) -> (20,1,9)
Connected (19,1,9) -> (18,1,9)
Connected (19,1,9) -> (19,2,9)
Connected (19,1,9) -> (19,0,9)
Connected (19,1,9) -> (19,1,10)
Connected (19,1,9) -> (19,1,8)
====================
19,1,10 (19,1,10)
Connected (19,1,10) -> (20,1,10)
Connected (19,1,10) -> (18,1,10)
Connected (19,1,10) -> (19,2,10)
Connected (19,1,10) -> (19,0,10)
Connected (19,1,10) -> (19,1,11)
Connected (19,1,10) -> (19,1,9)
====================
19,1,11 (19,1,11)
Connected (19,1,11) -> (20,1,11)
Connected (19,1,11) -> (18,1,11)
Connected (19,1,11) -> (19,2,11)
Connected (19,1,11) -> (19,0,11)
Connected (19,1,11) -> (19,1,12)
Connected (19,1,11) -> (19,1,10)
====================
19,1,12 (19,1,12)
Connected (19,1,12) -> (20,1,12)
Connected (19,1,12) -> (18,1,12)
Connected (19,1,12) -> (19,2,12)
Connected (19,1,12) -> (19,0,12)
Connected (19,1,12) -> (19,1,13)
Connected (19,1,12) -> (19,1,11)
====================
19,1,13 (19,1,13)
Connected (19,1,13) -> (20,1,13)
Connected (19,1,13) -> (18,1,13)
Connected (19,1,13) -> (19,2,13)
Connected (19,1,13) -> (19,0,13)
Connected (19,1,13) -> (19,1,14)
Connected (19,1,13) -> (19,1,12)
====================
19,1,14 (19,1,14)
Connected (19,1,14) -> (20,1,14)
Connected (19,1,14) -> (18,1,14)
Connected (19,1,14) -> (19,2,14)
Connected (19,1,14) -> (19,0,14)
Connected (19,1,14) -> (19,1,15)
Connected (19,1,14) -> (19,1,13)
====================
19,1,15 (19,1,15)
Connected (19,1,15) -> (20,1,15)
Connected (19,1,15) -> (18,1,15)
Connected (19,1,15) -> (19,2,15)
Connected (19,1,15) -> (19,0,15)
Connected (19,1,15) -> (19,1,16)
Connected (19,1,15) -> (19,1,14)
====================
19,1,16 (19,1,16)
Connected (19,1,16) -> (20,1,16)
Connected (19,1,16) -> (18,1,16)
Connected (19,1,16) -> (19,2,16)
Connected (19,1,16) -> (19,0,16)
Connected (19,1,16) -> (19,1,17)
Connected (19,1,16) -> (19,1,15)
====================
19,1,17 (19,1,17)
Connected (19,1,17) -> (20,1,17)
Connected (19,1,17) -> (18,1,17)
Connected (19,1,17) -> (19,2,17)
Connected (19,1,17) -> (19,0,17)
Connected (19,1,17) -> (19,1,18)
Connected (19,1,17) -> (19,1,16)
====================
19,1,18 (19,1,18)
Connected (19,1,18) -> (20,1,18)
Connected (19,1,18) -> (18,1,18)
Connected (19,1,18) -> (19,2,18)
Connected (19,1,18) -> (19,0,18)
Connected (19,1,18) -> (19,1,19)
Connected (19,1,18) -> (19,1,17)
====================
19,1,19 (19,1,19)
Connected (19,1,19) -> (20,1,19)
Connected (19,1,19) -> (18,1,19)
Connected (19,1,19) -> (19,2,19)
Connected (19,1,19) -> (19,0,19)
Connected (19,1,19) -> (19,1,20)
Connected (19,1,19) -> (19,1,18)
====================
19,1,20 (19,1,20)
Connected (19,1,20) -> (20,1,20)
Connected (19,1,20) -> (18,1,20)
Connected (19,1,20) -> (19,2,20)
Connected (19,1,20) -> (19,0,20)
Ignored (19,1,21) because it's out of bounds.
Connected (19,1,20) -> (19,1,19)
====================
19,2,-1 (19,2,-1)
Connected (19,2,-1) -> (20,2,-1)
Connected (19,2,-1) -> (18,2,-1)
Connected (19,2,-1) -> (19,3,-1)
Connected (19,2,-1) -> (19,1,-1)
Connected (19,2,-1) -> (19,2,0)
Ignored (19,2,-2) because it's out of bounds.
====================
19,2,0 (19,2,0)
Connected (19,2,0) -> (20,2,0)
Connected (19,2,0) -> (18,2,0)
Connected (19,2,0) -> (19,3,0)
Connected (19,2,0) -> (19,1,0)
Connected (19,2,0) -> (19,2,1)
Connected (19,2,0) -> (19,2,-1)
====================
19,2,1 (19,2,1)
Connected (19,2,1) -> (20,2,1)
Connected (19,2,1) -> (18,2,1)
Connected (19,2,1) -> (19,3,1)
Connected (19,2,1) -> (19,1,1)
Connected (19,2,1) -> (19,2,2)
Connected (19,2,1) -> (19,2,0)
====================
19,2,2 (19,2,2)
Connected (19,2,2) -> (20,2,2)
Connected (19,2,2) -> (18,2,2)
Connected (19,2,2) -> (19,3,2)
Connected (19,2,2) -> (19,1,2)
Connected (19,2,2) -> (19,2,3)
Connected (19,2,2) -> (19,2,1)
====================
19,2,3 (19,2,3)
Connected (19,2,3) -> (20,2,3)
Connected (19,2,3) -> (18,2,3)
Connected (19,2,3) -> (19,3,3)
Connected (19,2,3) -> (19,1,3)
Connected (19,2,3) -> (19,2,4)
Connected (19,2,3) -> (19,2,2)
====================
19,2,4 (19,2,4)
Connected (19,2,4) -> (20,2,4)
Connected (19,2,4) -> (18,2,4)
Connected (19,2,4) -> (19,3,4)
Connected (19,2,4) -> (19,1,4)
Connected (19,2,4) -> (19,2,5)
Connected (19,2,4) -> (19,2,3)
====================
19,2,5 (19,2,5)
Connected (19,2,5) -> (20,2,5)
Connected (19,2,5) -> (18,2,5)
Connected (19,2,5) -> (19,3,5)
Connected (19,2,5) -> (19,1,5)
Connected (19,2,5) -> (19,2,6)
Connected (19,2,5) -> (19,2,4)
====================
19,2,6 (19,2,6)
Connected (19,2,6) -> (20,2,6)
Connected (19,2,6) -> (18,2,6)
Connected (19,2,6) -> (19,3,6)
Connected (19,2,6) -> (19,1,6)
Connected (19,2,6) -> (19,2,7)
Connected (19,2,6) -> (19,2,5)
====================
19,2,7 (19,2,7)
Connected (19,2,7) -> (20,2,7)
Connected (19,2,7) -> (18,2,7)
Connected (19,2,7) -> (19,3,7)
Connected (19,2,7) -> (19,1,7)
Connected (19,2,7) -> (19,2,8)
Connected (19,2,7) -> (19,2,6)
====================
19,2,8 (19,2,8)
Connected (19,2,8) -> (20,2,8)
Connected (19,2,8) -> (18,2,8)
Connected (19,2,8) -> (19,3,8)
Connected (19,2,8) -> (19,1,8)
Connected (19,2,8) -> (19,2,9)
Connected (19,2,8) -> (19,2,7)
====================
19,2,9 (19,2,9)
Connected (19,2,9) -> (20,2,9)
Connected (19,2,9) -> (18,2,9)
Connected (19,2,9) -> (19,3,9)
Connected (19,2,9) -> (19,1,9)
Connected (19,2,9) -> (19,2,10)
Connected (19,2,9) -> (19,2,8)
====================
19,2,10 (19,2,10)
Connected (19,2,10) -> (20,2,10)
Connected (19,2,10) -> (18,2,10)
Connected (19,2,10) -> (19,3,10)
Connected (19,2,10) -> (19,1,10)
Connected (19,2,10) -> (19,2,11)
Connected (19,2,10) -> (19,2,9)
====================
19,2,11 (19,2,11)
Connected (19,2,11) -> (20,2,11)
Connected (19,2,11) -> (18,2,11)
Connected (19,2,11) -> (19,3,11)
Connected (19,2,11) -> (19,1,11)
Connected (19,2,11) -> (19,2,12)
Connected (19,2,11) -> (19,2,10)
====================
19,2,12 (19,2,12)
Connected (19,2,12) -> (20,2,12)
Connected (19,2,12) -> (18,2,12)
Connected (19,2,12) -> (19,3,12)
Connected (19,2,12) -> (19,1,12)
Connected (19,2,12) -> (19,2,13)
Connected (19,2,12) -> (19,2,11)
====================
19,2,13 (19,2,13)
Connected (19,2,13) -> (20,2,13)
Connected (19,2,13) -> (18,2,13)
Connected (19,2,13) -> (19,3,13)
Connected (19,2,13) -> (19,1,13)
Connected (19,2,13) -> (19,2,14)
Connected (19,2,13) -> (19,2,12)
====================
19,2,14 (19,2,14)
Connected (19,2,14) -> (20,2,14)
Connected (19,2,14) -> (18,2,14)
Connected (19,2,14) -> (19,3,14)
Connected (19,2,14) -> (19,1,14)
Connected (19,2,14) -> (19,2,15)
Connected (19,2,14) -> (19,2,13)
====================
19,2,15 (19,2,15)
Connected (19,2,15) -> (20,2,15)
Connected (19,2,15) -> (18,2,15)
Connected (19,2,15) -> (19,3,15)
Connected (19,2,15) -> (19,1,15)
Connected (19,2,15) -> (19,2,16)
Connected (19,2,15) -> (19,2,14)
====================
19,2,16 (19,2,16)
Connected (19,2,16) -> (20,2,16)
Connected (19,2,16) -> (18,2,16)
Connected (19,2,16) -> (19,3,16)
Connected (19,2,16) -> (19,1,16)
Connected (19,2,16) -> (19,2,17)
Connected (19,2,16) -> (19,2,15)
====================
19,2,17 (19,2,17)
Connected (19,2,17) -> (20,2,17)
Connected (19,2,17) -> (18,2,17)
Connected (19,2,17) -> (19,3,17)
Connected (19,2,17) -> (19,1,17)
Connected (19,2,17) -> (19,2,18)
Connected (19,2,17) -> (19,2,16)
====================
19,2,18 (19,2,18)
Connected (19,2,18) -> (20,2,18)
Connected (19,2,18) -> (18,2,18)
Connected (19,2,18) -> (19,3,18)
Connected (19,2,18) -> (19,1,18)
Connected (19,2,18) -> (19,2,19)
Connected (19,2,18) -> (19,2,17)
====================
19,2,19 (19,2,19)
Connected (19,2,19) -> (20,2,19)
Connected (19,2,19) -> (18,2,19)
Connected (19,2,19) -> (19,3,19)
Connected (19,2,19) -> (19,1,19)
Connected (19,2,19) -> (19,2,20)
Connected (19,2,19) -> (19,2,18)
====================
19,2,20 (19,2,20)
Connected (19,2,20) -> (20,2,20)
Connected (19,2,20) -> (18,2,20)
Connected (19,2,20) -> (19,3,20)
Connected (19,2,20) -> (19,1,20)
Ignored (19,2,21) because it's out of bounds.
Connected (19,2,20) -> (19,2,19)
====================
19,3,-1 (19,3,-1)
Connected (19,3,-1) -> (20,3,-1)
Connected (19,3,-1) -> (18,3,-1)
Connected (19,3,-1) -> (19,4,-1)
Connected (19,3,-1) -> (19,2,-1)
Connected (19,3,-1) -> (19,3,0)
Ignored (19,3,-2) because it's out of bounds.
====================
19,3,0 (19,3,0)
Connected (19,3,0) -> (20,3,0)
Connected (19,3,0) -> (18,3,0)
Connected (19,3,0) -> (19,4,0)
Connected (19,3,0) -> (19,2,0)
Connected (19,3,0) -> (19,3,1)
Connected (19,3,0) -> (19,3,-1)
====================
19,3,1 (19,3,1)
Connected (19,3,1) -> (20,3,1)
Connected (19,3,1) -> (18,3,1)
Connected (19,3,1) -> (19,4,1)
Connected (19,3,1) -> (19,2,1)
Connected (19,3,1) -> (19,3,2)
Connected (19,3,1) -> (19,3,0)
====================
19,3,2 (19,3,2)
Connected (19,3,2) -> (20,3,2)
Connected (19,3,2) -> (18,3,2)
Connected (19,3,2) -> (19,4,2)
Connected (19,3,2) -> (19,2,2)
Connected (19,3,2) -> (19,3,3)
Connected (19,3,2) -> (19,3,1)
====================
19,3,3 (19,3,3)
Connected (19,3,3) -> (20,3,3)
Connected (19,3,3) -> (18,3,3)
Connected (19,3,3) -> (19,4,3)
Connected (19,3,3) -> (19,2,3)
Connected (19,3,3) -> (19,3,4)
Connected (19,3,3) -> (19,3,2)
====================
19,3,4 (19,3,4)
Connected (19,3,4) -> (20,3,4)
Connected (19,3,4) -> (18,3,4)
Connected (19,3,4) -> (19,4,4)
Connected (19,3,4) -> (19,2,4)
Connected (19,3,4) -> (19,3,5)
Connected (19,3,4) -> (19,3,3)
====================
19,3,5 (19,3,5)
Connected (19,3,5) -> (20,3,5)
Connected (19,3,5) -> (18,3,5)
Connected (19,3,5) -> (19,4,5)
Connected (19,3,5) -> (19,2,5)
Connected (19,3,5) -> (19,3,6)
Connected (19,3,5) -> (19,3,4)
====================
19,3,6 (19,3,6)
Connected (19,3,6) -> (20,3,6)
Connected (19,3,6) -> (18,3,6)
Connected (19,3,6) -> (19,4,6)
Connected (19,3,6) -> (19,2,6)
Connected (19,3,6) -> (19,3,7)
Connected (19,3,6) -> (19,3,5)
====================
19,3,7 (19,3,7)
Connected (19,3,7) -> (20,3,7)
Connected (19,3,7) -> (18,3,7)
Connected (19,3,7) -> (19,4,7)
Connected (19,3,7) -> (19,2,7)
Connected (19,3,7) -> (19,3,8)
Connected (19,3,7) -> (19,3,6)
====================
19,3,8 (19,3,8)
Connected (19,3,8) -> (20,3,8)
Connected (19,3,8) -> (18,3,8)
Connected (19,3,8) -> (19,4,8)
Connected (19,3,8) -> (19,2,8)
Connected (19,3,8) -> (19,3,9)
Connected (19,3,8) -> (19,3,7)
====================
19,3,9 (19,3,9)
Connected (19,3,9) -> (20,3,9)
Connected (19,3,9) -> (18,3,9)
Connected (19,3,9) -> (19,4,9)
Connected (19,3,9) -> (19,2,9)
Connected (19,3,9) -> (19,3,10)
Connected (19,3,9) -> (19,3,8)
====================
19,3,10 (19,3,10)
Connected (19,3,10) -> (20,3,10)
Connected (19,3,10) -> (18,3,10)
Connected (19,3,10) -> (19,4,10)
Connected (19,3,10) -> (19,2,10)
Connected (19,3,10) -> (19,3,11)
Connected (19,3,10) -> (19,3,9)
====================
19,3,11 (19,3,11)
Connected (19,3,11) -> (20,3,11)
Connected (19,3,11) -> (18,3,11)
Connected (19,3,11) -> (19,4,11)
Connected (19,3,11) -> (19,2,11)
Connected (19,3,11) -> (19,3,12)
Connected (19,3,11) -> (19,3,10)
====================
19,3,12 (19,3,12)
Connected (19,3,12) -> (20,3,12)
Connected (19,3,12) -> (18,3,12)
Connected (19,3,12) -> (19,4,12)
Connected (19,3,12) -> (19,2,12)
Connected (19,3,12) -> (19,3,13)
Connected (19,3,12) -> (19,3,11)
====================
19,3,13 (19,3,13)
Connected (19,3,13) -> (20,3,13)
Connected (19,3,13) -> (18,3,13)
Connected (19,3,13) -> (19,4,13)
Connected (19,3,13) -> (19,2,13)
Connected (19,3,13) -> (19,3,14)
Connected (19,3,13) -> (19,3,12)
====================
19,3,14 (19,3,14)
Connected (19,3,14) -> (20,3,14)
Connected (19,3,14) -> (18,3,14)
Connected (19,3,14) -> (19,4,14)
Connected (19,3,14) -> (19,2,14)
Connected (19,3,14) -> (19,3,15)
Connected (19,3,14) -> (19,3,13)
====================
19,3,15 (19,3,15)
Connected (19,3,15) -> (20,3,15)
Connected (19,3,15) -> (18,3,15)
Connected (19,3,15) -> (19,4,15)
Connected (19,3,15) -> (19,2,15)
Connected (19,3,15) -> (19,3,16)
Connected (19,3,15) -> (19,3,14)
====================
19,3,16 (19,3,16)
Connected (19,3,16) -> (20,3,16)
Connected (19,3,16) -> (18,3,16)
Connected (19,3,16) -> (19,4,16)
Connected (19,3,16) -> (19,2,16)
Connected (19,3,16) -> (19,3,17)
Connected (19,3,16) -> (19,3,15)
====================
19,3,17 (19,3,17)
Connected (19,3,17) -> (20,3,17)
Connected (19,3,17) -> (18,3,17)
Connected (19,3,17) -> (19,4,17)
Connected (19,3,17) -> (19,2,17)
Connected (19,3,17) -> (19,3,18)
Connected (19,3,17) -> (19,3,16)
====================
19,3,18 (19,3,18)
Connected (19,3,18) -> (20,3,18)
Connected (19,3,18) -> (18,3,18)
Connected (19,3,18) -> (19,4,18)
Connected (19,3,18) -> (19,2,18)
Connected (19,3,18) -> (19,3,19)
Connected (19,3,18) -> (19,3,17)
====================
19,3,19 (19,3,19)
Connected (19,3,19) -> (20,3,19)
Connected (19,3,19) -> (18,3,19)
Connected (19,3,19) -> (19,4,19)
Connected (19,3,19) -> (19,2,19)
Connected (19,3,19) -> (19,3,20)
Connected (19,3,19) -> (19,3,18)
====================
19,3,20 (19,3,20)
Connected (19,3,20) -> (20,3,20)
Connected (19,3,20) -> (18,3,20)
Connected (19,3,20) -> (19,4,20)
Connected (19,3,20) -> (19,2,20)
Ignored (19,3,21) because it's out of bounds.
Connected (19,3,20) -> (19,3,19)
====================
19,4,-1 (19,4,-1)
Connected (19,4,-1) -> (20,4,-1)
Connected (19,4,-1) -> (18,4,-1)
Connected (19,4,-1) -> (19,5,-1)
Connected (19,4,-1) -> (19,3,-1)
Connected (19,4,-1) -> (19,4,0)
Ignored (19,4,-2) because it's out of bounds.
====================
19,4,0 (19,4,0)
Connected (19,4,0) -> (20,4,0)
Connected (19,4,0) -> (18,4,0)
Connected (19,4,0) -> (19,5,0)
Connected (19,4,0) -> (19,3,0)
Connected (19,4,0) -> (19,4,1)
Connected (19,4,0) -> (19,4,-1)
====================
19,4,1 (19,4,1)
Connected (19,4,1) -> (20,4,1)
Connected (19,4,1) -> (18,4,1)
Connected (19,4,1) -> (19,5,1)
Connected (19,4,1) -> (19,3,1)
Connected (19,4,1) -> (19,4,2)
Connected (19,4,1) -> (19,4,0)
====================
19,4,2 (19,4,2)
Connected (19,4,2) -> (20,4,2)
Connected (19,4,2) -> (18,4,2)
Connected (19,4,2) -> (19,5,2)
Connected (19,4,2) -> (19,3,2)
Connected (19,4,2) -> (19,4,3)
Connected (19,4,2) -> (19,4,1)
====================
19,4,3 (19,4,3)
Connected (19,4,3) -> (20,4,3)
Connected (19,4,3) -> (18,4,3)
Connected (19,4,3) -> (19,5,3)
Connected (19,4,3) -> (19,3,3)
Connected (19,4,3) -> (19,4,4)
Connected (19,4,3) -> (19,4,2)
====================
19,4,4 (19,4,4)
Connected (19,4,4) -> (20,4,4)
Connected (19,4,4) -> (18,4,4)
Connected (19,4,4) -> (19,5,4)
Connected (19,4,4) -> (19,3,4)
Connected (19,4,4) -> (19,4,5)
Connected (19,4,4) -> (19,4,3)
====================
19,4,5 (19,4,5)
Connected (19,4,5) -> (20,4,5)
Connected (19,4,5) -> (18,4,5)
Connected (19,4,5) -> (19,5,5)
Connected (19,4,5) -> (19,3,5)
Connected (19,4,5) -> (19,4,6)
Connected (19,4,5) -> (19,4,4)
====================
19,4,6 (19,4,6)
Connected (19,4,6) -> (20,4,6)
Connected (19,4,6) -> (18,4,6)
Connected (19,4,6) -> (19,5,6)
Connected (19,4,6) -> (19,3,6)
Connected (19,4,6) -> (19,4,7)
Connected (19,4,6) -> (19,4,5)
====================
19,4,7 (19,4,7)
Connected (19,4,7) -> (20,4,7)
Connected (19,4,7) -> (18,4,7)
Connected (19,4,7) -> (19,5,7)
Connected (19,4,7) -> (19,3,7)
Connected (19,4,7) -> (19,4,8)
Connected (19,4,7) -> (19,4,6)
====================
19,4,8 (19,4,8)
Connected (19,4,8) -> (20,4,8)
Connected (19,4,8) -> (18,4,8)
Connected (19,4,8) -> (19,5,8)
Connected (19,4,8) -> (19,3,8)
Connected (19,4,8) -> (19,4,9)
Connected (19,4,8) -> (19,4,7)
====================
19,4,9 (19,4,9)
Connected (19,4,9) -> (20,4,9)
Connected (19,4,9) -> (18,4,9)
Connected (19,4,9) -> (19,5,9)
Connected (19,4,9) -> (19,3,9)
Connected (19,4,9) -> (19,4,10)
Connected (19,4,9) -> (19,4,8)
====================
19,4,10 (19,4,10)
Connected (19,4,10) -> (20,4,10)
Connected (19,4,10) -> (18,4,10)
Connected (19,4,10) -> (19,5,10)
Connected (19,4,10) -> (19,3,10)
Connected (19,4,10) -> (19,4,11)
Connected (19,4,10) -> (19,4,9)
====================
19,4,11 (19,4,11)
Connected (19,4,11) -> (20,4,11)
Connected (19,4,11) -> (18,4,11)
Connected (19,4,11) -> (19,5,11)
Connected (19,4,11) -> (19,3,11)
Connected (19,4,11) -> (19,4,12)
Connected (19,4,11) -> (19,4,10)
====================
19,4,12 (19,4,12)
Connected (19,4,12) -> (20,4,12)
Connected (19,4,12) -> (18,4,12)
Connected (19,4,12) -> (19,5,12)
Connected (19,4,12) -> (19,3,12)
Connected (19,4,12) -> (19,4,13)
Connected (19,4,12) -> (19,4,11)
====================
19,4,13 (19,4,13)
Connected (19,4,13) -> (20,4,13)
Connected (19,4,13) -> (18,4,13)
Connected (19,4,13) -> (19,5,13)
Connected (19,4,13) -> (19,3,13)
Connected (19,4,13) -> (19,4,14)
Connected (19,4,13) -> (19,4,12)
====================
19,4,14 (19,4,14)
Connected (19,4,14) -> (20,4,14)
Connected (19,4,14) -> (18,4,14)
Connected (19,4,14) -> (19,5,14)
Connected (19,4,14) -> (19,3,14)
Connected (19,4,14) -> (19,4,15)
Connected (19,4,14) -> (19,4,13)
====================
19,4,15 (19,4,15)
Connected (19,4,15) -> (20,4,15)
Connected (19,4,15) -> (18,4,15)
Connected (19,4,15) -> (19,5,15)
Connected (19,4,15) -> (19,3,15)
Connected (19,4,15) -> (19,4,16)
Connected (19,4,15) -> (19,4,14)
====================
19,4,16 (19,4,16)
Connected (19,4,16) -> (20,4,16)
Connected (19,4,16) -> (18,4,16)
Connected (19,4,16) -> (19,5,16)
Connected (19,4,16) -> (19,3,16)
Connected (19,4,16) -> (19,4,17)
Connected (19,4,16) -> (19,4,15)
====================
19,4,17 (19,4,17)
Connected (19,4,17) -> (20,4,17)
Connected (19,4,17) -> (18,4,17)
Connected (19,4,17) -> (19,5,17)
Connected (19,4,17) -> (19,3,17)
Connected (19,4,17) -> (19,4,18)
Connected (19,4,17) -> (19,4,16)
====================
19,4,18 (19,4,18)
Connected (19,4,18) -> (20,4,18)
Connected (19,4,18) -> (18,4,18)
Connected (19,4,18) -> (19,5,18)
Connected (19,4,18) -> (19,3,18)
Connected (19,4,18) -> (19,4,19)
Connected (19,4,18) -> (19,4,17)
====================
19,4,19 (19,4,19)
Connected (19,4,19) -> (20,4,19)
Connected (19,4,19) -> (18,4,19)
Connected (19,4,19) -> (19,5,19)
Connected (19,4,19) -> (19,3,19)
Connected (19,4,19) -> (19,4,20)
Connected (19,4,19) -> (19,4,18)
====================
19,4,20 (19,4,20)
Connected (19,4,20) -> (20,4,20)
Connected (19,4,20) -> (18,4,20)
Connected (19,4,20) -> (19,5,20)
Connected (19,4,20) -> (19,3,20)
Ignored (19,4,21) because it's out of bounds.
Connected (19,4,20) -> (19,4,19)
====================
19,5,-1 (19,5,-1)
Connected (19,5,-1) -> (20,5,-1)
Connected (19,5,-1) -> (18,5,-1)
Connected (19,5,-1) -> (19,6,-1)
Connected (19,5,-1) -> (19,4,-1)
Connected (19,5,-1) -> (19,5,0)
Ignored (19,5,-2) because it's out of bounds.
====================
19,5,0 (19,5,0)
Connected (19,5,0) -> (20,5,0)
Connected (19,5,0) -> (18,5,0)
Connected (19,5,0) -> (19,6,0)
Connected (19,5,0) -> (19,4,0)
Connected (19,5,0) -> (19,5,1)
Connected (19,5,0) -> (19,5,-1)
====================
19,5,1 (19,5,1)
Connected (19,5,1) -> (20,5,1)
Connected (19,5,1) -> (18,5,1)
Connected (19,5,1) -> (19,6,1)
Connected (19,5,1) -> (19,4,1)
Connected (19,5,1) -> (19,5,2)
Connected (19,5,1) -> (19,5,0)
====================
19,5,2 (19,5,2)
Connected (19,5,2) -> (20,5,2)
Connected (19,5,2) -> (18,5,2)
Connected (19,5,2) -> (19,6,2)
Connected (19,5,2) -> (19,4,2)
Connected (19,5,2) -> (19,5,3)
Connected (19,5,2) -> (19,5,1)
====================
19,5,3 (19,5,3)
Connected (19,5,3) -> (20,5,3)
Connected (19,5,3) -> (18,5,3)
Connected (19,5,3) -> (19,6,3)
Connected (19,5,3) -> (19,4,3)
Connected (19,5,3) -> (19,5,4)
Connected (19,5,3) -> (19,5,2)
====================
19,5,4 (19,5,4)
Connected (19,5,4) -> (20,5,4)
Connected (19,5,4) -> (18,5,4)
Connected (19,5,4) -> (19,6,4)
Connected (19,5,4) -> (19,4,4)
Connected (19,5,4) -> (19,5,5)
Connected (19,5,4) -> (19,5,3)
====================
19,5,5 (19,5,5)
Connected (19,5,5) -> (20,5,5)
Connected (19,5,5) -> (18,5,5)
Connected (19,5,5) -> (19,6,5)
Connected (19,5,5) -> (19,4,5)
Connected (19,5,5) -> (19,5,6)
Connected (19,5,5) -> (19,5,4)
====================
19,5,6 (19,5,6)
Connected (19,5,6) -> (20,5,6)
Connected (19,5,6) -> (18,5,6)
Connected (19,5,6) -> (19,6,6)
Connected (19,5,6) -> (19,4,6)
Connected (19,5,6) -> (19,5,7)
Connected (19,5,6) -> (19,5,5)
====================
19,5,7 (19,5,7)
Connected (19,5,7) -> (20,5,7)
Connected (19,5,7) -> (18,5,7)
Connected (19,5,7) -> (19,6,7)
Connected (19,5,7) -> (19,4,7)
Connected (19,5,7) -> (19,5,8)
Connected (19,5,7) -> (19,5,6)
====================
19,5,8 (19,5,8)
Connected (19,5,8) -> (20,5,8)
Connected (19,5,8) -> (18,5,8)
Connected (19,5,8) -> (19,6,8)
Connected (19,5,8) -> (19,4,8)
Connected (19,5,8) -> (19,5,9)
Connected (19,5,8) -> (19,5,7)
====================
19,5,9 (19,5,9)
Connected (19,5,9) -> (20,5,9)
Connected (19,5,9) -> (18,5,9)
Connected (19,5,9) -> (19,6,9)
Connected (19,5,9) -> (19,4,9)
Connected (19,5,9) -> (19,5,10)
Connected (19,5,9) -> (19,5,8)
====================
19,5,10 (19,5,10)
Connected (19,5,10) -> (20,5,10)
Connected (19,5,10) -> (18,5,10)
Connected (19,5,10) -> (19,6,10)
Connected (19,5,10) -> (19,4,10)
Connected (19,5,10) -> (19,5,11)
Connected (19,5,10) -> (19,5,9)
====================
19,5,11 (19,5,11)
Connected (19,5,11) -> (20,5,11)
Ignored (18,5,11) because a block exists there.
Connected (19,5,11) -> (19,6,11)
Connected (19,5,11) -> (19,4,11)
Connected (19,5,11) -> (19,5,12)
Connected (19,5,11) -> (19,5,10)
====================
19,5,12 (19,5,12)
Connected (19,5,12) -> (20,5,12)
Connected (19,5,12) -> (18,5,12)
Connected (19,5,12) -> (19,6,12)
Connected (19,5,12) -> (19,4,12)
Connected (19,5,12) -> (19,5,13)
Connected (19,5,12) -> (19,5,11)
====================
19,5,13 (19,5,13)
Connected (19,5,13) -> (20,5,13)
Connected (19,5,13) -> (18,5,13)
Connected (19,5,13) -> (19,6,13)
Connected (19,5,13) -> (19,4,13)
Connected (19,5,13) -> (19,5,14)
Connected (19,5,13) -> (19,5,12)
====================
19,5,14 (19,5,14)
Connected (19,5,14) -> (20,5,14)
Connected (19,5,14) -> (18,5,14)
Connected (19,5,14) -> (19,6,14)
Connected (19,5,14) -> (19,4,14)
Connected (19,5,14) -> (19,5,15)
Connected (19,5,14) -> (19,5,13)
====================
19,5,15 (19,5,15)
Connected (19,5,15) -> (20,5,15)
Connected (19,5,15) -> (18,5,15)
Connected (19,5,15) -> (19,6,15)
Connected (19,5,15) -> (19,4,15)
Connected (19,5,15) -> (19,5,16)
Connected (19,5,15) -> (19,5,14)
====================
19,5,16 (19,5,16)
Connected (19,5,16) -> (20,5,16)
Connected (19,5,16) -> (18,5,16)
Connected (19,5,16) -> (19,6,16)
Connected (19,5,16) -> (19,4,16)
Connected (19,5,16) -> (19,5,17)
Connected (19,5,16) -> (19,5,15)
====================
19,5,17 (19,5,17)
Connected (19,5,17) -> (20,5,17)
Connected (19,5,17) -> (18,5,17)
Connected (19,5,17) -> (19,6,17)
Connected (19,5,17) -> (19,4,17)
Connected (19,5,17) -> (19,5,18)
Connected (19,5,17) -> (19,5,16)
====================
19,5,18 (19,5,18)
Connected (19,5,18) -> (20,5,18)
Connected (19,5,18) -> (18,5,18)
Connected (19,5,18) -> (19,6,18)
Connected (19,5,18) -> (19,4,18)
Connected (19,5,18) -> (19,5,19)
Connected (19,5,18) -> (19,5,17)
====================
19,5,19 (19,5,19)
Connected (19,5,19) -> (20,5,19)
Connected (19,5,19) -> (18,5,19)
Connected (19,5,19) -> (19,6,19)
Connected (19,5,19) -> (19,4,19)
Connected (19,5,19) -> (19,5,20)
Connected (19,5,19) -> (19,5,18)
====================
19,5,20 (19,5,20)
Connected (19,5,20) -> (20,5,20)
Connected (19,5,20) -> (18,5,20)
Connected (19,5,20) -> (19,6,20)
Connected (19,5,20) -> (19,4,20)
Ignored (19,5,21) because it's out of bounds.
Connected (19,5,20) -> (19,5,19)
====================
19,6,-1 (19,6,-1)
Connected (19,6,-1) -> (20,6,-1)
Connected (19,6,-1) -> (18,6,-1)
Connected (19,6,-1) -> (19,7,-1)
Connected (19,6,-1) -> (19,5,-1)
Connected (19,6,-1) -> (19,6,0)
Ignored (19,6,-2) because it's out of bounds.
====================
19,6,0 (19,6,0)
Connected (19,6,0) -> (20,6,0)
Connected (19,6,0) -> (18,6,0)
Connected (19,6,0) -> (19,7,0)
Connected (19,6,0) -> (19,5,0)
Connected (19,6,0) -> (19,6,1)
Connected (19,6,0) -> (19,6,-1)
====================
19,6,1 (19,6,1)
Connected (19,6,1) -> (20,6,1)
Connected (19,6,1) -> (18,6,1)
Connected (19,6,1) -> (19,7,1)
Connected (19,6,1) -> (19,5,1)
Connected (19,6,1) -> (19,6,2)
Connected (19,6,1) -> (19,6,0)
====================
19,6,2 (19,6,2)
Connected (19,6,2) -> (20,6,2)
Connected (19,6,2) -> (18,6,2)
Connected (19,6,2) -> (19,7,2)
Connected (19,6,2) -> (19,5,2)
Connected (19,6,2) -> (19,6,3)
Connected (19,6,2) -> (19,6,1)
====================
19,6,3 (19,6,3)
Connected (19,6,3) -> (20,6,3)
Connected (19,6,3) -> (18,6,3)
Connected (19,6,3) -> (19,7,3)
Connected (19,6,3) -> (19,5,3)
Connected (19,6,3) -> (19,6,4)
Connected (19,6,3) -> (19,6,2)
====================
19,6,4 (19,6,4)
Connected (19,6,4) -> (20,6,4)
Connected (19,6,4) -> (18,6,4)
Connected (19,6,4) -> (19,7,4)
Connected (19,6,4) -> (19,5,4)
Connected (19,6,4) -> (19,6,5)
Connected (19,6,4) -> (19,6,3)
====================
19,6,5 (19,6,5)
Connected (19,6,5) -> (20,6,5)
Connected (19,6,5) -> (18,6,5)
Connected (19,6,5) -> (19,7,5)
Connected (19,6,5) -> (19,5,5)
Connected (19,6,5) -> (19,6,6)
Connected (19,6,5) -> (19,6,4)
====================
19,6,6 (19,6,6)
Connected (19,6,6) -> (20,6,6)
Connected (19,6,6) -> (18,6,6)
Connected (19,6,6) -> (19,7,6)
Connected (19,6,6) -> (19,5,6)
Connected (19,6,6) -> (19,6,7)
Connected (19,6,6) -> (19,6,5)
====================
19,6,7 (19,6,7)
Connected (19,6,7) -> (20,6,7)
Connected (19,6,7) -> (18,6,7)
Connected (19,6,7) -> (19,7,7)
Connected (19,6,7) -> (19,5,7)
Connected (19,6,7) -> (19,6,8)
Connected (19,6,7) -> (19,6,6)
====================
19,6,8 (19,6,8)
Connected (19,6,8) -> (20,6,8)
Ignored (18,6,8) because a block exists there.
Connected (19,6,8) -> (19,7,8)
Connected (19,6,8) -> (19,5,8)
Connected (19,6,8) -> (19,6,9)
Connected (19,6,8) -> (19,6,7)
====================
19,6,9 (19,6,9)
Connected (19,6,9) -> (20,6,9)
Connected (19,6,9) -> (18,6,9)
Ignored (19,7,9) because a block exists there.
Connected (19,6,9) -> (19,5,9)
Connected (19,6,9) -> (19,6,10)
Connected (19,6,9) -> (19,6,8)
====================
19,6,10 (19,6,10)
Connected (19,6,10) -> (20,6,10)
Connected (19,6,10) -> (18,6,10)
Connected (19,6,10) -> (19,7,10)
Connected (19,6,10) -> (19,5,10)
Connected (19,6,10) -> (19,6,11)
Connected (19,6,10) -> (19,6,9)
====================
19,6,11 (19,6,11)
Connected (19,6,11) -> (20,6,11)
Connected (19,6,11) -> (18,6,11)
Connected (19,6,11) -> (19,7,11)
Connected (19,6,11) -> (19,5,11)
Connected (19,6,11) -> (19,6,12)
Connected (19,6,11) -> (19,6,10)
====================
19,6,12 (19,6,12)
Connected (19,6,12) -> (20,6,12)
Connected (19,6,12) -> (18,6,12)
Connected (19,6,12) -> (19,7,12)
Connected (19,6,12) -> (19,5,12)
Connected (19,6,12) -> (19,6,13)
Connected (19,6,12) -> (19,6,11)
====================
19,6,13 (19,6,13)
Connected (19,6,13) -> (20,6,13)
Connected (19,6,13) -> (18,6,13)
Connected (19,6,13) -> (19,7,13)
Connected (19,6,13) -> (19,5,13)
Connected (19,6,13) -> (19,6,14)
Connected (19,6,13) -> (19,6,12)
====================
19,6,14 (19,6,14)
Connected (19,6,14) -> (20,6,14)
Connected (19,6,14) -> (18,6,14)
Connected (19,6,14) -> (19,7,14)
Connected (19,6,14) -> (19,5,14)
Connected (19,6,14) -> (19,6,15)
Connected (19,6,14) -> (19,6,13)
====================
19,6,15 (19,6,15)
Connected (19,6,15) -> (20,6,15)
Connected (19,6,15) -> (18,6,15)
Connected (19,6,15) -> (19,7,15)
Connected (19,6,15) -> (19,5,15)
Connected (19,6,15) -> (19,6,16)
Connected (19,6,15) -> (19,6,14)
====================
19,6,16 (19,6,16)
Connected (19,6,16) -> (20,6,16)
Connected (19,6,16) -> (18,6,16)
Connected (19,6,16) -> (19,7,16)
Connected (19,6,16) -> (19,5,16)
Connected (19,6,16) -> (19,6,17)
Connected (19,6,16) -> (19,6,15)
====================
19,6,17 (19,6,17)
Connected (19,6,17) -> (20,6,17)
Connected (19,6,17) -> (18,6,17)
Connected (19,6,17) -> (19,7,17)
Connected (19,6,17) -> (19,5,17)
Connected (19,6,17) -> (19,6,18)
Connected (19,6,17) -> (19,6,16)
====================
19,6,18 (19,6,18)
Connected (19,6,18) -> (20,6,18)
Connected (19,6,18) -> (18,6,18)
Connected (19,6,18) -> (19,7,18)
Connected (19,6,18) -> (19,5,18)
Connected (19,6,18) -> (19,6,19)
Connected (19,6,18) -> (19,6,17)
====================
19,6,19 (19,6,19)
Connected (19,6,19) -> (20,6,19)
Connected (19,6,19) -> (18,6,19)
Connected (19,6,19) -> (19,7,19)
Connected (19,6,19) -> (19,5,19)
Connected (19,6,19) -> (19,6,20)
Connected (19,6,19) -> (19,6,18)
====================
19,6,20 (19,6,20)
Connected (19,6,20) -> (20,6,20)
Connected (19,6,20) -> (18,6,20)
Connected (19,6,20) -> (19,7,20)
Connected (19,6,20) -> (19,5,20)
Ignored (19,6,21) because it's out of bounds.
Connected (19,6,20) -> (19,6,19)
====================
19,7,-1 (19,7,-1)
Connected (19,7,-1) -> (20,7,-1)
Connected (19,7,-1) -> (18,7,-1)
Connected (19,7,-1) -> (19,8,-1)
Connected (19,7,-1) -> (19,6,-1)
Connected (19,7,-1) -> (19,7,0)
Ignored (19,7,-2) because it's out of bounds.
====================
19,7,0 (19,7,0)
Connected (19,7,0) -> (20,7,0)
Connected (19,7,0) -> (18,7,0)
Connected (19,7,0) -> (19,8,0)
Connected (19,7,0) -> (19,6,0)
Connected (19,7,0) -> (19,7,1)
Connected (19,7,0) -> (19,7,-1)
====================
19,7,1 (19,7,1)
Connected (19,7,1) -> (20,7,1)
Connected (19,7,1) -> (18,7,1)
Connected (19,7,1) -> (19,8,1)
Connected (19,7,1) -> (19,6,1)
Connected (19,7,1) -> (19,7,2)
Connected (19,7,1) -> (19,7,0)
====================
19,7,2 (19,7,2)
Connected (19,7,2) -> (20,7,2)
Connected (19,7,2) -> (18,7,2)
Connected (19,7,2) -> (19,8,2)
Connected (19,7,2) -> (19,6,2)
Connected (19,7,2) -> (19,7,3)
Connected (19,7,2) -> (19,7,1)
====================
19,7,3 (19,7,3)
Connected (19,7,3) -> (20,7,3)
Connected (19,7,3) -> (18,7,3)
Connected (19,7,3) -> (19,8,3)
Connected (19,7,3) -> (19,6,3)
Connected (19,7,3) -> (19,7,4)
Connected (19,7,3) -> (19,7,2)
====================
19,7,4 (19,7,4)
Connected (19,7,4) -> (20,7,4)
Connected (19,7,4) -> (18,7,4)
Connected (19,7,4) -> (19,8,4)
Connected (19,7,4) -> (19,6,4)
Connected (19,7,4) -> (19,7,5)
Connected (19,7,4) -> (19,7,3)
====================
19,7,5 (19,7,5)
Connected (19,7,5) -> (20,7,5)
Connected (19,7,5) -> (18,7,5)
Connected (19,7,5) -> (19,8,5)
Connected (19,7,5) -> (19,6,5)
Connected (19,7,5) -> (19,7,6)
Connected (19,7,5) -> (19,7,4)
====================
19,7,6 (19,7,6)
Connected (19,7,6) -> (20,7,6)
Connected (19,7,6) -> (18,7,6)
Connected (19,7,6) -> (19,8,6)
Connected (19,7,6) -> (19,6,6)
Connected (19,7,6) -> (19,7,7)
Connected (19,7,6) -> (19,7,5)
====================
19,7,7 (19,7,7)
Connected (19,7,7) -> (20,7,7)
Connected (19,7,7) -> (18,7,7)
Connected (19,7,7) -> (19,8,7)
Connected (19,7,7) -> (19,6,7)
Connected (19,7,7) -> (19,7,8)
Connected (19,7,7) -> (19,7,6)
====================
19,7,8 (19,7,8)
Connected (19,7,8) -> (20,7,8)
Ignored (18,7,8) because a block exists there.
Ignored (19,8,8) because a block exists there.
Connected (19,7,8) -> (19,6,8)
Ignored (19,7,9) because a block exists there.
Connected (19,7,8) -> (19,7,7)
====================
19,7,10 (19,7,10)
Connected (19,7,10) -> (20,7,10)
Ignored (18,7,10) because a block exists there.
Connected (19,7,10) -> (19,8,10)
Connected (19,7,10) -> (19,6,10)
Connected (19,7,10) -> (19,7,11)
Ignored (19,7,9) because a block exists there.
====================
19,7,11 (19,7,11)
Connected (19,7,11) -> (20,7,11)
Ignored (18,7,11) because a block exists there.
Connected (19,7,11) -> (19,8,11)
Connected (19,7,11) -> (19,6,11)
Connected (19,7,11) -> (19,7,12)
Connected (19,7,11) -> (19,7,10)
====================
19,7,12 (19,7,12)
Connected (19,7,12) -> (20,7,12)
Ignored (18,7,12) because a block exists there.
Connected (19,7,12) -> (19,8,12)
Connected (19,7,12) -> (19,6,12)
Connected (19,7,12) -> (19,7,13)
Connected (19,7,12) -> (19,7,11)
====================
19,7,13 (19,7,13)
Connected (19,7,13) -> (20,7,13)
Connected (19,7,13) -> (18,7,13)
Connected (19,7,13) -> (19,8,13)
Connected (19,7,13) -> (19,6,13)
Connected (19,7,13) -> (19,7,14)
Connected (19,7,13) -> (19,7,12)
====================
19,7,14 (19,7,14)
Connected (19,7,14) -> (20,7,14)
Connected (19,7,14) -> (18,7,14)
Connected (19,7,14) -> (19,8,14)
Connected (19,7,14) -> (19,6,14)
Connected (19,7,14) -> (19,7,15)
Connected (19,7,14) -> (19,7,13)
====================
19,7,15 (19,7,15)
Connected (19,7,15) -> (20,7,15)
Connected (19,7,15) -> (18,7,15)
Connected (19,7,15) -> (19,8,15)
Connected (19,7,15) -> (19,6,15)
Connected (19,7,15) -> (19,7,16)
Connected (19,7,15) -> (19,7,14)
====================
19,7,16 (19,7,16)
Connected (19,7,16) -> (20,7,16)
Connected (19,7,16) -> (18,7,16)
Connected (19,7,16) -> (19,8,16)
Connected (19,7,16) -> (19,6,16)
Connected (19,7,16) -> (19,7,17)
Connected (19,7,16) -> (19,7,15)
====================
19,7,17 (19,7,17)
Connected (19,7,17) -> (20,7,17)
Connected (19,7,17) -> (18,7,17)
Connected (19,7,17) -> (19,8,17)
Connected (19,7,17) -> (19,6,17)
Connected (19,7,17) -> (19,7,18)
Connected (19,7,17) -> (19,7,16)
====================
19,7,18 (19,7,18)
Connected (19,7,18) -> (20,7,18)
Connected (19,7,18) -> (18,7,18)
Connected (19,7,18) -> (19,8,18)
Connected (19,7,18) -> (19,6,18)
Connected (19,7,18) -> (19,7,19)
Connected (19,7,18) -> (19,7,17)
====================
19,7,19 (19,7,19)
Connected (19,7,19) -> (20,7,19)
Connected (19,7,19) -> (18,7,19)
Connected (19,7,19) -> (19,8,19)
Connected (19,7,19) -> (19,6,19)
Connected (19,7,19) -> (19,7,20)
Connected (19,7,19) -> (19,7,18)
====================
19,7,20 (19,7,20)
Connected (19,7,20) -> (20,7,20)
Connected (19,7,20) -> (18,7,20)
Connected (19,7,20) -> (19,8,20)
Connected (19,7,20) -> (19,6,20)
Ignored (19,7,21) because it's out of bounds.
Connected (19,7,20) -> (19,7,19)
====================
19,8,-1 (19,8,-1)
Connected (19,8,-1) -> (20,8,-1)
Connected (19,8,-1) -> (18,8,-1)
Connected (19,8,-1) -> (19,9,-1)
Connected (19,8,-1) -> (19,7,-1)
Connected (19,8,-1) -> (19,8,0)
Ignored (19,8,-2) because it's out of bounds.
====================
19,8,0 (19,8,0)
Connected (19,8,0) -> (20,8,0)
Connected (19,8,0) -> (18,8,0)
Connected (19,8,0) -> (19,9,0)
Connected (19,8,0) -> (19,7,0)
Connected (19,8,0) -> (19,8,1)
Connected (19,8,0) -> (19,8,-1)
====================
19,8,1 (19,8,1)
Connected (19,8,1) -> (20,8,1)
Connected (19,8,1) -> (18,8,1)
Connected (19,8,1) -> (19,9,1)
Connected (19,8,1) -> (19,7,1)
Connected (19,8,1) -> (19,8,2)
Connected (19,8,1) -> (19,8,0)
====================
19,8,2 (19,8,2)
Connected (19,8,2) -> (20,8,2)
Connected (19,8,2) -> (18,8,2)
Connected (19,8,2) -> (19,9,2)
Connected (19,8,2) -> (19,7,2)
Connected (19,8,2) -> (19,8,3)
Connected (19,8,2) -> (19,8,1)
====================
19,8,3 (19,8,3)
Connected (19,8,3) -> (20,8,3)
Connected (19,8,3) -> (18,8,3)
Connected (19,8,3) -> (19,9,3)
Connected (19,8,3) -> (19,7,3)
Connected (19,8,3) -> (19,8,4)
Connected (19,8,3) -> (19,8,2)
====================
19,8,4 (19,8,4)
Connected (19,8,4) -> (20,8,4)
Connected (19,8,4) -> (18,8,4)
Connected (19,8,4) -> (19,9,4)
Connected (19,8,4) -> (19,7,4)
Connected (19,8,4) -> (19,8,5)
Connected (19,8,4) -> (19,8,3)
====================
19,8,5 (19,8,5)
Connected (19,8,5) -> (20,8,5)
Connected (19,8,5) -> (18,8,5)
Connected (19,8,5) -> (19,9,5)
Connected (19,8,5) -> (19,7,5)
Connected (19,8,5) -> (19,8,6)
Connected (19,8,5) -> (19,8,4)
====================
19,8,6 (19,8,6)
Connected (19,8,6) -> (20,8,6)
Connected (19,8,6) -> (18,8,6)
Connected (19,8,6) -> (19,9,6)
Connected (19,8,6) -> (19,7,6)
Connected (19,8,6) -> (19,8,7)
Connected (19,8,6) -> (19,8,5)
====================
19,8,7 (19,8,7)
Connected (19,8,7) -> (20,8,7)
Connected (19,8,7) -> (18,8,7)
Connected (19,8,7) -> (19,9,7)
Connected (19,8,7) -> (19,7,7)
Ignored (19,8,8) because a block exists there.
Connected (19,8,7) -> (19,8,6)
====================
19,8,9 (19,8,9)
Connected (19,8,9) -> (20,8,9)
Ignored (18,8,9) because a block exists there.
Connected (19,8,9) -> (19,9,9)
Ignored (19,7,9) because a block exists there.
Connected (19,8,9) -> (19,8,10)
Ignored (19,8,8) because a block exists there.
====================
19,8,10 (19,8,10)
Connected (19,8,10) -> (20,8,10)
Ignored (18,8,10) because a block exists there.
Connected (19,8,10) -> (19,9,10)
Connected (19,8,10) -> (19,7,10)
Connected (19,8,10) -> (19,8,11)
Connected (19,8,10) -> (19,8,9)
====================
19,8,11 (19,8,11)
Connected (19,8,11) -> (20,8,11)
Connected (19,8,11) -> (18,8,11)
Connected (19,8,11) -> (19,9,11)
Connected (19,8,11) -> (19,7,11)
Connected (19,8,11) -> (19,8,12)
Connected (19,8,11) -> (19,8,10)
====================
19,8,12 (19,8,12)
Connected (19,8,12) -> (20,8,12)
Connected (19,8,12) -> (18,8,12)
Connected (19,8,12) -> (19,9,12)
Connected (19,8,12) -> (19,7,12)
Connected (19,8,12) -> (19,8,13)
Connected (19,8,12) -> (19,8,11)
====================
19,8,13 (19,8,13)
Connected (19,8,13) -> (20,8,13)
Ignored (18,8,13) because a block exists there.
Connected (19,8,13) -> (19,9,13)
Connected (19,8,13) -> (19,7,13)
Connected (19,8,13) -> (19,8,14)
Connected (19,8,13) -> (19,8,12)
====================
19,8,14 (19,8,14)
Connected (19,8,14) -> (20,8,14)
Connected (19,8,14) -> (18,8,14)
Connected (19,8,14) -> (19,9,14)
Connected (19,8,14) -> (19,7,14)
Connected (19,8,14) -> (19,8,15)
Connected (19,8,14) -> (19,8,13)
====================
19,8,15 (19,8,15)
Connected (19,8,15) -> (20,8,15)
Connected (19,8,15) -> (18,8,15)
Connected (19,8,15) -> (19,9,15)
Connected (19,8,15) -> (19,7,15)
Connected (19,8,15) -> (19,8,16)
Connected (19,8,15) -> (19,8,14)
====================
19,8,16 (19,8,16)
Connected (19,8,16) -> (20,8,16)
Connected (19,8,16) -> (18,8,16)
Connected (19,8,16) -> (19,9,16)
Connected (19,8,16) -> (19,7,16)
Connected (19,8,16) -> (19,8,17)
Connected (19,8,16) -> (19,8,15)
====================
19,8,17 (19,8,17)
Connected (19,8,17) -> (20,8,17)
Connected (19,8,17) -> (18,8,17)
Connected (19,8,17) -> (19,9,17)
Connected (19,8,17) -> (19,7,17)
Connected (19,8,17) -> (19,8,18)
Connected (19,8,17) -> (19,8,16)
====================
19,8,18 (19,8,18)
Connected (19,8,18) -> (20,8,18)
Connected (19,8,18) -> (18,8,18)
Connected (19,8,18) -> (19,9,18)
Connected (19,8,18) -> (19,7,18)
Connected (19,8,18) -> (19,8,19)
Connected (19,8,18) -> (19,8,17)
====================
19,8,19 (19,8,19)
Connected (19,8,19) -> (20,8,19)
Connected (19,8,19) -> (18,8,19)
Connected (19,8,19) -> (19,9,19)
Connected (19,8,19) -> (19,7,19)
Connected (19,8,19) -> (19,8,20)
Connected (19,8,19) -> (19,8,18)
====================
19,8,20 (19,8,20)
Connected (19,8,20) -> (20,8,20)
Connected (19,8,20) -> (18,8,20)
Connected (19,8,20) -> (19,9,20)
Connected (19,8,20) -> (19,7,20)
Ignored (19,8,21) because it's out of bounds.
Connected (19,8,20) -> (19,8,19)
====================
19,9,-1 (19,9,-1)
Connected (19,9,-1) -> (20,9,-1)
Connected (19,9,-1) -> (18,9,-1)
Connected (19,9,-1) -> (19,10,-1)
Connected (19,9,-1) -> (19,8,-1)
Connected (19,9,-1) -> (19,9,0)
Ignored (19,9,-2) because it's out of bounds.
====================
19,9,0 (19,9,0)
Connected (19,9,0) -> (20,9,0)
Connected (19,9,0) -> (18,9,0)
Connected (19,9,0) -> (19,10,0)
Connected (19,9,0) -> (19,8,0)
Connected (19,9,0) -> (19,9,1)
Connected (19,9,0) -> (19,9,-1)
====================
19,9,1 (19,9,1)
Connected (19,9,1) -> (20,9,1)
Connected (19,9,1) -> (18,9,1)
Connected (19,9,1) -> (19,10,1)
Connected (19,9,1) -> (19,8,1)
Connected (19,9,1) -> (19,9,2)
Connected (19,9,1) -> (19,9,0)
====================
19,9,2 (19,9,2)
Connected (19,9,2) -> (20,9,2)
Connected (19,9,2) -> (18,9,2)
Connected (19,9,2) -> (19,10,2)
Connected (19,9,2) -> (19,8,2)
Connected (19,9,2) -> (19,9,3)
Connected (19,9,2) -> (19,9,1)
====================
19,9,3 (19,9,3)
Connected (19,9,3) -> (20,9,3)
Connected (19,9,3) -> (18,9,3)
Connected (19,9,3) -> (19,10,3)
Connected (19,9,3) -> (19,8,3)
Connected (19,9,3) -> (19,9,4)
Connected (19,9,3) -> (19,9,2)
====================
19,9,4 (19,9,4)
Connected (19,9,4) -> (20,9,4)
Connected (19,9,4) -> (18,9,4)
Connected (19,9,4) -> (19,10,4)
Connected (19,9,4) -> (19,8,4)
Connected (19,9,4) -> (19,9,5)
Connected (19,9,4) -> (19,9,3)
====================
19,9,5 (19,9,5)
Connected (19,9,5) -> (20,9,5)
Connected (19,9,5) -> (18,9,5)
Connected (19,9,5) -> (19,10,5)
Connected (19,9,5) -> (19,8,5)
Connected (19,9,5) -> (19,9,6)
Connected (19,9,5) -> (19,9,4)
====================
19,9,6 (19,9,6)
Connected (19,9,6) -> (20,9,6)
Connected (19,9,6) -> (18,9,6)
Connected (19,9,6) -> (19,10,6)
Connected (19,9,6) -> (19,8,6)
Connected (19,9,6) -> (19,9,7)
Connected (19,9,6) -> (19,9,5)
====================
19,9,7 (19,9,7)
Connected (19,9,7) -> (20,9,7)
Ignored (18,9,7) because a block exists there.
Connected (19,9,7) -> (19,10,7)
Connected (19,9,7) -> (19,8,7)
Connected (19,9,7) -> (19,9,8)
Connected (19,9,7) -> (19,9,6)
====================
19,9,8 (19,9,8)
Connected (19,9,8) -> (20,9,8)
Ignored (18,9,8) because a block exists there.
Connected (19,9,8) -> (19,10,8)
Ignored (19,8,8) because a block exists there.
Connected (19,9,8) -> (19,9,9)
Connected (19,9,8) -> (19,9,7)
====================
19,9,9 (19,9,9)
Connected (19,9,9) -> (20,9,9)
Ignored (18,9,9) because a block exists there.
Connected (19,9,9) -> (19,10,9)
Connected (19,9,9) -> (19,8,9)
Connected (19,9,9) -> (19,9,10)
Connected (19,9,9) -> (19,9,8)
====================
19,9,10 (19,9,10)
Connected (19,9,10) -> (20,9,10)
Ignored (18,9,10) because a block exists there.
Connected (19,9,10) -> (19,10,10)
Connected (19,9,10) -> (19,8,10)
Connected (19,9,10) -> (19,9,11)
Connected (19,9,10) -> (19,9,9)
====================
19,9,11 (19,9,11)
Connected (19,9,11) -> (20,9,11)
Ignored (18,9,11) because a block exists there.
Connected (19,9,11) -> (19,10,11)
Connected (19,9,11) -> (19,8,11)
Connected (19,9,11) -> (19,9,12)
Connected (19,9,11) -> (19,9,10)
====================
19,9,12 (19,9,12)
Connected (19,9,12) -> (20,9,12)
Ignored (18,9,12) because a block exists there.
Connected (19,9,12) -> (19,10,12)
Connected (19,9,12) -> (19,8,12)
Connected (19,9,12) -> (19,9,13)
Connected (19,9,12) -> (19,9,11)
====================
19,9,13 (19,9,13)
Connected (19,9,13) -> (20,9,13)
Ignored (18,9,13) because a block exists there.
Connected (19,9,13) -> (19,10,13)
Connected (19,9,13) -> (19,8,13)
Connected (19,9,13) -> (19,9,14)
Connected (19,9,13) -> (19,9,12)
====================
19,9,14 (19,9,14)
Connected (19,9,14) -> (20,9,14)
Connected (19,9,14) -> (18,9,14)
Connected (19,9,14) -> (19,10,14)
Connected (19,9,14) -> (19,8,14)
Connected (19,9,14) -> (19,9,15)
Connected (19,9,14) -> (19,9,13)
====================
19,9,15 (19,9,15)
Connected (19,9,15) -> (20,9,15)
Connected (19,9,15) -> (18,9,15)
Connected (19,9,15) -> (19,10,15)
Connected (19,9,15) -> (19,8,15)
Connected (19,9,15) -> (19,9,16)
Connected (19,9,15) -> (19,9,14)
====================
19,9,16 (19,9,16)
Connected (19,9,16) -> (20,9,16)
Connected (19,9,16) -> (18,9,16)
Connected (19,9,16) -> (19,10,16)
Connected (19,9,16) -> (19,8,16)
Connected (19,9,16) -> (19,9,17)
Connected (19,9,16) -> (19,9,15)
====================
19,9,17 (19,9,17)
Connected (19,9,17) -> (20,9,17)
Connected (19,9,17) -> (18,9,17)
Connected (19,9,17) -> (19,10,17)
Connected (19,9,17) -> (19,8,17)
Connected (19,9,17) -> (19,9,18)
Connected (19,9,17) -> (19,9,16)
====================
19,9,18 (19,9,18)
Connected (19,9,18) -> (20,9,18)
Connected (19,9,18) -> (18,9,18)
Connected (19,9,18) -> (19,10,18)
Connected (19,9,18) -> (19,8,18)
Connected (19,9,18) -> (19,9,19)
Connected (19,9,18) -> (19,9,17)
====================
19,9,19 (19,9,19)
Connected (19,9,19) -> (20,9,19)
Connected (19,9,19) -> (18,9,19)
Connected (19,9,19) -> (19,10,19)
Connected (19,9,19) -> (19,8,19)
Connected (19,9,19) -> (19,9,20)
Connected (19,9,19) -> (19,9,18)
====================
19,9,20 (19,9,20)
Connected (19,9,20) -> (20,9,20)
Connected (19,9,20) -> (18,9,20)
Connected (19,9,20) -> (19,10,20)
Connected (19,9,20) -> (19,8,20)
Ignored (19,9,21) because it's out of bounds.
Connected (19,9,20) -> (19,9,19)
====================
19,10,-1 (19,10,-1)
Connected (19,10,-1) -> (20,10,-1)
Connected (19,10,-1) -> (18,10,-1)
Connected (19,10,-1) -> (19,11,-1)
Connected (19,10,-1) -> (19,9,-1)
Connected (19,10,-1) -> (19,10,0)
Ignored (19,10,-2) because it's out of bounds.
====================
19,10,0 (19,10,0)
Connected (19,10,0) -> (20,10,0)
Connected (19,10,0) -> (18,10,0)
Connected (19,10,0) -> (19,11,0)
Connected (19,10,0) -> (19,9,0)
Connected (19,10,0) -> (19,10,1)
Connected (19,10,0) -> (19,10,-1)
====================
19,10,1 (19,10,1)
Connected (19,10,1) -> (20,10,1)
Connected (19,10,1) -> (18,10,1)
Connected (19,10,1) -> (19,11,1)
Connected (19,10,1) -> (19,9,1)
Connected (19,10,1) -> (19,10,2)
Connected (19,10,1) -> (19,10,0)
====================
19,10,2 (19,10,2)
Connected (19,10,2) -> (20,10,2)
Connected (19,10,2) -> (18,10,2)
Connected (19,10,2) -> (19,11,2)
Connected (19,10,2) -> (19,9,2)
Connected (19,10,2) -> (19,10,3)
Connected (19,10,2) -> (19,10,1)
====================
19,10,3 (19,10,3)
Connected (19,10,3) -> (20,10,3)
Connected (19,10,3) -> (18,10,3)
Connected (19,10,3) -> (19,11,3)
Connected (19,10,3) -> (19,9,3)
Connected (19,10,3) -> (19,10,4)
Connected (19,10,3) -> (19,10,2)
====================
19,10,4 (19,10,4)
Connected (19,10,4) -> (20,10,4)
Connected (19,10,4) -> (18,10,4)
Connected (19,10,4) -> (19,11,4)
Connected (19,10,4) -> (19,9,4)
Connected (19,10,4) -> (19,10,5)
Connected (19,10,4) -> (19,10,3)
====================
19,10,5 (19,10,5)
Connected (19,10,5) -> (20,10,5)
Connected (19,10,5) -> (18,10,5)
Connected (19,10,5) -> (19,11,5)
Connected (19,10,5) -> (19,9,5)
Connected (19,10,5) -> (19,10,6)
Connected (19,10,5) -> (19,10,4)
====================
19,10,6 (19,10,6)
Connected (19,10,6) -> (20,10,6)
Ignored (18,10,6) because a block exists there.
Connected (19,10,6) -> (19,11,6)
Connected (19,10,6) -> (19,9,6)
Connected (19,10,6) -> (19,10,7)
Connected (19,10,6) -> (19,10,5)
====================
19,10,7 (19,10,7)
Connected (19,10,7) -> (20,10,7)
Ignored (18,10,7) because a block exists there.
Connected (19,10,7) -> (19,11,7)
Connected (19,10,7) -> (19,9,7)
Connected (19,10,7) -> (19,10,8)
Connected (19,10,7) -> (19,10,6)
====================
19,10,8 (19,10,8)
Connected (19,10,8) -> (20,10,8)
Ignored (18,10,8) because a block exists there.
Connected (19,10,8) -> (19,11,8)
Connected (19,10,8) -> (19,9,8)
Connected (19,10,8) -> (19,10,9)
Connected (19,10,8) -> (19,10,7)
====================
19,10,9 (19,10,9)
Connected (19,10,9) -> (20,10,9)
Ignored (18,10,9) because a block exists there.
Connected (19,10,9) -> (19,11,9)
Connected (19,10,9) -> (19,9,9)
Connected (19,10,9) -> (19,10,10)
Connected (19,10,9) -> (19,10,8)
====================
19,10,10 (19,10,10)
Connected (19,10,10) -> (20,10,10)
Ignored (18,10,10) because a block exists there.
Connected (19,10,10) -> (19,11,10)
Connected (19,10,10) -> (19,9,10)
Connected (19,10,10) -> (19,10,11)
Connected (19,10,10) -> (19,10,9)
====================
19,10,11 (19,10,11)
Connected (19,10,11) -> (20,10,11)
Ignored (18,10,11) because a block exists there.
Connected (19,10,11) -> (19,11,11)
Connected (19,10,11) -> (19,9,11)
Connected (19,10,11) -> (19,10,12)
Connected (19,10,11) -> (19,10,10)
====================
19,10,12 (19,10,12)
Connected (19,10,12) -> (20,10,12)
Connected (19,10,12) -> (18,10,12)
Connected (19,10,12) -> (19,11,12)
Connected (19,10,12) -> (19,9,12)
Connected (19,10,12) -> (19,10,13)
Connected (19,10,12) -> (19,10,11)
====================
19,10,13 (19,10,13)
Connected (19,10,13) -> (20,10,13)
Connected (19,10,13) -> (18,10,13)
Connected (19,10,13) -> (19,11,13)
Connected (19,10,13) -> (19,9,13)
Connected (19,10,13) -> (19,10,14)
Connected (19,10,13) -> (19,10,12)
====================
19,10,14 (19,10,14)
Connected (19,10,14) -> (20,10,14)
Connected (19,10,14) -> (18,10,14)
Connected (19,10,14) -> (19,11,14)
Connected (19,10,14) -> (19,9,14)
Connected (19,10,14) -> (19,10,15)
Connected (19,10,14) -> (19,10,13)
====================
19,10,15 (19,10,15)
Connected (19,10,15) -> (20,10,15)
Connected (19,10,15) -> (18,10,15)
Connected (19,10,15) -> (19,11,15)
Connected (19,10,15) -> (19,9,15)
Connected (19,10,15) -> (19,10,16)
Connected (19,10,15) -> (19,10,14)
====================
19,10,16 (19,10,16)
Connected (19,10,16) -> (20,10,16)
Connected (19,10,16) -> (18,10,16)
Connected (19,10,16) -> (19,11,16)
Connected (19,10,16) -> (19,9,16)
Connected (19,10,16) -> (19,10,17)
Connected (19,10,16) -> (19,10,15)
====================
19,10,17 (19,10,17)
Connected (19,10,17) -> (20,10,17)
Connected (19,10,17) -> (18,10,17)
Connected (19,10,17) -> (19,11,17)
Connected (19,10,17) -> (19,9,17)
Connected (19,10,17) -> (19,10,18)
Connected (19,10,17) -> (19,10,16)
====================
19,10,18 (19,10,18)
Connected (19,10,18) -> (20,10,18)
Connected (19,10,18) -> (18,10,18)
Connected (19,10,18) -> (19,11,18)
Connected (19,10,18) -> (19,9,18)
Connected (19,10,18) -> (19,10,19)
Connected (19,10,18) -> (19,10,17)
====================
19,10,19 (19,10,19)
Connected (19,10,19) -> (20,10,19)
Connected (19,10,19) -> (18,10,19)
Connected (19,10,19) -> (19,11,19)
Connected (19,10,19) -> (19,9,19)
Connected (19,10,19) -> (19,10,20)
Connected (19,10,19) -> (19,10,18)
====================
19,10,20 (19,10,20)
Connected (19,10,20) -> (20,10,20)
Connected (19,10,20) -> (18,10,20)
Connected (19,10,20) -> (19,11,20)
Connected (19,10,20) -> (19,9,20)
Ignored (19,10,21) because it's out of bounds.
Connected (19,10,20) -> (19,10,19)
====================
19,11,-1 (19,11,-1)
Connected (19,11,-1) -> (20,11,-1)
Connected (19,11,-1) -> (18,11,-1)
Connected (19,11,-1) -> (19,12,-1)
Connected (19,11,-1) -> (19,10,-1)
Connected (19,11,-1) -> (19,11,0)
Ignored (19,11,-2) because it's out of bounds.
====================
19,11,0 (19,11,0)
Connected (19,11,0) -> (20,11,0)
Connected (19,11,0) -> (18,11,0)
Connected (19,11,0) -> (19,12,0)
Connected (19,11,0) -> (19,10,0)
Connected (19,11,0) -> (19,11,1)
Connected (19,11,0) -> (19,11,-1)
====================
19,11,1 (19,11,1)
Connected (19,11,1) -> (20,11,1)
Connected (19,11,1) -> (18,11,1)
Connected (19,11,1) -> (19,12,1)
Connected (19,11,1) -> (19,10,1)
Connected (19,11,1) -> (19,11,2)
Connected (19,11,1) -> (19,11,0)
====================
19,11,2 (19,11,2)
Connected (19,11,2) -> (20,11,2)
Connected (19,11,2) -> (18,11,2)
Connected (19,11,2) -> (19,12,2)
Connected (19,11,2) -> (19,10,2)
Connected (19,11,2) -> (19,11,3)
Connected (19,11,2) -> (19,11,1)
====================
19,11,3 (19,11,3)
Connected (19,11,3) -> (20,11,3)
Connected (19,11,3) -> (18,11,3)
Connected (19,11,3) -> (19,12,3)
Connected (19,11,3) -> (19,10,3)
Connected (19,11,3) -> (19,11,4)
Connected (19,11,3) -> (19,11,2)
====================
19,11,4 (19,11,4)
Connected (19,11,4) -> (20,11,4)
Connected (19,11,4) -> (18,11,4)
Connected (19,11,4) -> (19,12,4)
Connected (19,11,4) -> (19,10,4)
Connected (19,11,4) -> (19,11,5)
Connected (19,11,4) -> (19,11,3)
====================
19,11,5 (19,11,5)
Connected (19,11,5) -> (20,11,5)
Connected (19,11,5) -> (18,11,5)
Connected (19,11,5) -> (19,12,5)
Connected (19,11,5) -> (19,10,5)
Connected (19,11,5) -> (19,11,6)
Connected (19,11,5) -> (19,11,4)
====================
19,11,6 (19,11,6)
Connected (19,11,6) -> (20,11,6)
Connected (19,11,6) -> (18,11,6)
Connected (19,11,6) -> (19,12,6)
Connected (19,11,6) -> (19,10,6)
Connected (19,11,6) -> (19,11,7)
Connected (19,11,6) -> (19,11,5)
====================
19,11,7 (19,11,7)
Connected (19,11,7) -> (20,11,7)
Connected (19,11,7) -> (18,11,7)
Connected (19,11,7) -> (19,12,7)
Connected (19,11,7) -> (19,10,7)
Connected (19,11,7) -> (19,11,8)
Connected (19,11,7) -> (19,11,6)
====================
19,11,8 (19,11,8)
Connected (19,11,8) -> (20,11,8)
Ignored (18,11,8) because a block exists there.
Connected (19,11,8) -> (19,12,8)
Connected (19,11,8) -> (19,10,8)
Connected (19,11,8) -> (19,11,9)
Connected (19,11,8) -> (19,11,7)
====================
19,11,9 (19,11,9)
Connected (19,11,9) -> (20,11,9)
Ignored (18,11,9) because a block exists there.
Connected (19,11,9) -> (19,12,9)
Connected (19,11,9) -> (19,10,9)
Connected (19,11,9) -> (19,11,10)
Connected (19,11,9) -> (19,11,8)
====================
19,11,10 (19,11,10)
Connected (19,11,10) -> (20,11,10)
Ignored (18,11,10) because a block exists there.
Connected (19,11,10) -> (19,12,10)
Connected (19,11,10) -> (19,10,10)
Connected (19,11,10) -> (19,11,11)
Connected (19,11,10) -> (19,11,9)
====================
19,11,11 (19,11,11)
Connected (19,11,11) -> (20,11,11)
Ignored (18,11,11) because a block exists there.
Connected (19,11,11) -> (19,12,11)
Connected (19,11,11) -> (19,10,11)
Connected (19,11,11) -> (19,11,12)
Connected (19,11,11) -> (19,11,10)
====================
19,11,12 (19,11,12)
Connected (19,11,12) -> (20,11,12)
Connected (19,11,12) -> (18,11,12)
Connected (19,11,12) -> (19,12,12)
Connected (19,11,12) -> (19,10,12)
Connected (19,11,12) -> (19,11,13)
Connected (19,11,12) -> (19,11,11)
====================
19,11,13 (19,11,13)
Connected (19,11,13) -> (20,11,13)
Connected (19,11,13) -> (18,11,13)
Connected (19,11,13) -> (19,12,13)
Connected (19,11,13) -> (19,10,13)
Connected (19,11,13) -> (19,11,14)
Connected (19,11,13) -> (19,11,12)
====================
19,11,14 (19,11,14)
Connected (19,11,14) -> (20,11,14)
Connected (19,11,14) -> (18,11,14)
Connected (19,11,14) -> (19,12,14)
Connected (19,11,14) -> (19,10,14)
Connected (19,11,14) -> (19,11,15)
Connected (19,11,14) -> (19,11,13)
====================
19,11,15 (19,11,15)
Connected (19,11,15) -> (20,11,15)
Connected (19,11,15) -> (18,11,15)
Connected (19,11,15) -> (19,12,15)
Connected (19,11,15) -> (19,10,15)
Connected (19,11,15) -> (19,11,16)
Connected (19,11,15) -> (19,11,14)
====================
19,11,16 (19,11,16)
Connected (19,11,16) -> (20,11,16)
Connected (19,11,16) -> (18,11,16)
Connected (19,11,16) -> (19,12,16)
Connected (19,11,16) -> (19,10,16)
Connected (19,11,16) -> (19,11,17)
Connected (19,11,16) -> (19,11,15)
====================
19,11,17 (19,11,17)
Connected (19,11,17) -> (20,11,17)
Connected (19,11,17) -> (18,11,17)
Connected (19,11,17) -> (19,12,17)
Connected (19,11,17) -> (19,10,17)
Connected (19,11,17) -> (19,11,18)
Connected (19,11,17) -> (19,11,16)
====================
19,11,18 (19,11,18)
Connected (19,11,18) -> (20,11,18)
Connected (19,11,18) -> (18,11,18)
Connected (19,11,18) -> (19,12,18)
Connected (19,11,18) -> (19,10,18)
Connected (19,11,18) -> (19,11,19)
Connected (19,11,18) -> (19,11,17)
====================
19,11,19 (19,11,19)
Connected (19,11,19) -> (20,11,19)
Connected (19,11,19) -> (18,11,19)
Connected (19,11,19) -> (19,12,19)
Connected (19,11,19) -> (19,10,19)
Connected (19,11,19) -> (19,11,20)
Connected (19,11,19) -> (19,11,18)
====================
19,11,20 (19,11,20)
Connected (19,11,20) -> (20,11,20)
Connected (19,11,20) -> (18,11,20)
Connected (19,11,20) -> (19,12,20)
Connected (19,11,20) -> (19,10,20)
Ignored (19,11,21) because it's out of bounds.
Connected (19,11,20) -> (19,11,19)
====================
19,12,-1 (19,12,-1)
Connected (19,12,-1) -> (20,12,-1)
Connected (19,12,-1) -> (18,12,-1)
Connected (19,12,-1) -> (19,13,-1)
Connected (19,12,-1) -> (19,11,-1)
Connected (19,12,-1) -> (19,12,0)
Ignored (19,12,-2) because it's out of bounds.
====================
19,12,0 (19,12,0)
Connected (19,12,0) -> (20,12,0)
Connected (19,12,0) -> (18,12,0)
Connected (19,12,0) -> (19,13,0)
Connected (19,12,0) -> (19,11,0)
Connected (19,12,0) -> (19,12,1)
Connected (19,12,0) -> (19,12,-1)
====================
19,12,1 (19,12,1)
Connected (19,12,1) -> (20,12,1)
Connected (19,12,1) -> (18,12,1)
Connected (19,12,1) -> (19,13,1)
Connected (19,12,1) -> (19,11,1)
Connected (19,12,1) -> (19,12,2)
Connected (19,12,1) -> (19,12,0)
====================
19,12,2 (19,12,2)
Connected (19,12,2) -> (20,12,2)
Connected (19,12,2) -> (18,12,2)
Connected (19,12,2) -> (19,13,2)
Connected (19,12,2) -> (19,11,2)
Connected (19,12,2) -> (19,12,3)
Connected (19,12,2) -> (19,12,1)
====================
19,12,3 (19,12,3)
Connected (19,12,3) -> (20,12,3)
Connected (19,12,3) -> (18,12,3)
Connected (19,12,3) -> (19,13,3)
Connected (19,12,3) -> (19,11,3)
Connected (19,12,3) -> (19,12,4)
Connected (19,12,3) -> (19,12,2)
====================
19,12,4 (19,12,4)
Connected (19,12,4) -> (20,12,4)
Connected (19,12,4) -> (18,12,4)
Connected (19,12,4) -> (19,13,4)
Connected (19,12,4) -> (19,11,4)
Connected (19,12,4) -> (19,12,5)
Connected (19,12,4) -> (19,12,3)
====================
19,12,5 (19,12,5)
Connected (19,12,5) -> (20,12,5)
Connected (19,12,5) -> (18,12,5)
Connected (19,12,5) -> (19,13,5)
Connected (19,12,5) -> (19,11,5)
Connected (19,12,5) -> (19,12,6)
Connected (19,12,5) -> (19,12,4)
====================
19,12,6 (19,12,6)
Connected (19,12,6) -> (20,12,6)
Connected (19,12,6) -> (18,12,6)
Connected (19,12,6) -> (19,13,6)
Connected (19,12,6) -> (19,11,6)
Connected (19,12,6) -> (19,12,7)
Connected (19,12,6) -> (19,12,5)
====================
19,12,7 (19,12,7)
Connected (19,12,7) -> (20,12,7)
Connected (19,12,7) -> (18,12,7)
Connected (19,12,7) -> (19,13,7)
Connected (19,12,7) -> (19,11,7)
Connected (19,12,7) -> (19,12,8)
Connected (19,12,7) -> (19,12,6)
====================
19,12,8 (19,12,8)
Connected (19,12,8) -> (20,12,8)
Ignored (18,12,8) because a block exists there.
Connected (19,12,8) -> (19,13,8)
Connected (19,12,8) -> (19,11,8)
Connected (19,12,8) -> (19,12,9)
Connected (19,12,8) -> (19,12,7)
====================
19,12,9 (19,12,9)
Connected (19,12,9) -> (20,12,9)
Ignored (18,12,9) because a block exists there.
Connected (19,12,9) -> (19,13,9)
Connected (19,12,9) -> (19,11,9)
Connected (19,12,9) -> (19,12,10)
Connected (19,12,9) -> (19,12,8)
====================
19,12,10 (19,12,10)
Connected (19,12,10) -> (20,12,10)
Ignored (18,12,10) because a block exists there.
Connected (19,12,10) -> (19,13,10)
Connected (19,12,10) -> (19,11,10)
Connected (19,12,10) -> (19,12,11)
Connected (19,12,10) -> (19,12,9)
====================
19,12,11 (19,12,11)
Connected (19,12,11) -> (20,12,11)
Ignored (18,12,11) because a block exists there.
Connected (19,12,11) -> (19,13,11)
Connected (19,12,11) -> (19,11,11)
Connected (19,12,11) -> (19,12,12)
Connected (19,12,11) -> (19,12,10)
====================
19,12,12 (19,12,12)
Connected (19,12,12) -> (20,12,12)
Connected (19,12,12) -> (18,12,12)
Connected (19,12,12) -> (19,13,12)
Connected (19,12,12) -> (19,11,12)
Connected (19,12,12) -> (19,12,13)
Connected (19,12,12) -> (19,12,11)
====================
19,12,13 (19,12,13)
Connected (19,12,13) -> (20,12,13)
Connected (19,12,13) -> (18,12,13)
Connected (19,12,13) -> (19,13,13)
Connected (19,12,13) -> (19,11,13)
Connected (19,12,13) -> (19,12,14)
Connected (19,12,13) -> (19,12,12)
====================
19,12,14 (19,12,14)
Connected (19,12,14) -> (20,12,14)
Connected (19,12,14) -> (18,12,14)
Connected (19,12,14) -> (19,13,14)
Connected (19,12,14) -> (19,11,14)
Connected (19,12,14) -> (19,12,15)
Connected (19,12,14) -> (19,12,13)
====================
19,12,15 (19,12,15)
Connected (19,12,15) -> (20,12,15)
Connected (19,12,15) -> (18,12,15)
Connected (19,12,15) -> (19,13,15)
Connected (19,12,15) -> (19,11,15)
Connected (19,12,15) -> (19,12,16)
Connected (19,12,15) -> (19,12,14)
====================
19,12,16 (19,12,16)
Connected (19,12,16) -> (20,12,16)
Connected (19,12,16) -> (18,12,16)
Connected (19,12,16) -> (19,13,16)
Connected (19,12,16) -> (19,11,16)
Connected (19,12,16) -> (19,12,17)
Connected (19,12,16) -> (19,12,15)
====================
19,12,17 (19,12,17)
Connected (19,12,17) -> (20,12,17)
Connected (19,12,17) -> (18,12,17)
Connected (19,12,17) -> (19,13,17)
Connected (19,12,17) -> (19,11,17)
Connected (19,12,17) -> (19,12,18)
Connected (19,12,17) -> (19,12,16)
====================
19,12,18 (19,12,18)
Connected (19,12,18) -> (20,12,18)
Connected (19,12,18) -> (18,12,18)
Connected (19,12,18) -> (19,13,18)
Connected (19,12,18) -> (19,11,18)
Connected (19,12,18) -> (19,12,19)
Connected (19,12,18) -> (19,12,17)
====================
19,12,19 (19,12,19)
Connected (19,12,19) -> (20,12,19)
Connected (19,12,19) -> (18,12,19)
Connected (19,12,19) -> (19,13,19)
Connected (19,12,19) -> (19,11,19)
Connected (19,12,19) -> (19,12,20)
Connected (19,12,19) -> (19,12,18)
====================
19,12,20 (19,12,20)
Connected (19,12,20) -> (20,12,20)
Connected (19,12,20) -> (18,12,20)
Connected (19,12,20) -> (19,13,20)
Connected (19,12,20) -> (19,11,20)
Ignored (19,12,21) because it's out of bounds.
Connected (19,12,20) -> (19,12,19)
====================
19,13,-1 (19,13,-1)
Connected (19,13,-1) -> (20,13,-1)
Connected (19,13,-1) -> (18,13,-1)
Connected (19,13,-1) -> (19,14,-1)
Connected (19,13,-1) -> (19,12,-1)
Connected (19,13,-1) -> (19,13,0)
Ignored (19,13,-2) because it's out of bounds.
====================
19,13,0 (19,13,0)
Connected (19,13,0) -> (20,13,0)
Connected (19,13,0) -> (18,13,0)
Connected (19,13,0) -> (19,14,0)
Connected (19,13,0) -> (19,12,0)
Connected (19,13,0) -> (19,13,1)
Connected (19,13,0) -> (19,13,-1)
====================
19,13,1 (19,13,1)
Connected (19,13,1) -> (20,13,1)
Connected (19,13,1) -> (18,13,1)
Connected (19,13,1) -> (19,14,1)
Connected (19,13,1) -> (19,12,1)
Connected (19,13,1) -> (19,13,2)
Connected (19,13,1) -> (19,13,0)
====================
19,13,2 (19,13,2)
Connected (19,13,2) -> (20,13,2)
Connected (19,13,2) -> (18,13,2)
Connected (19,13,2) -> (19,14,2)
Connected (19,13,2) -> (19,12,2)
Connected (19,13,2) -> (19,13,3)
Connected (19,13,2) -> (19,13,1)
====================
19,13,3 (19,13,3)
Connected (19,13,3) -> (20,13,3)
Connected (19,13,3) -> (18,13,3)
Connected (19,13,3) -> (19,14,3)
Connected (19,13,3) -> (19,12,3)
Connected (19,13,3) -> (19,13,4)
Connected (19,13,3) -> (19,13,2)
====================
19,13,4 (19,13,4)
Connected (19,13,4) -> (20,13,4)
Connected (19,13,4) -> (18,13,4)
Connected (19,13,4) -> (19,14,4)
Connected (19,13,4) -> (19,12,4)
Connected (19,13,4) -> (19,13,5)
Connected (19,13,4) -> (19,13,3)
====================
19,13,5 (19,13,5)
Connected (19,13,5) -> (20,13,5)
Connected (19,13,5) -> (18,13,5)
Connected (19,13,5) -> (19,14,5)
Connected (19,13,5) -> (19,12,5)
Connected (19,13,5) -> (19,13,6)
Connected (19,13,5) -> (19,13,4)
====================
19,13,6 (19,13,6)
Connected (19,13,6) -> (20,13,6)
Connected (19,13,6) -> (18,13,6)
Connected (19,13,6) -> (19,14,6)
Connected (19,13,6) -> (19,12,6)
Connected (19,13,6) -> (19,13,7)
Connected (19,13,6) -> (19,13,5)
====================
19,13,7 (19,13,7)
Connected (19,13,7) -> (20,13,7)
Ignored (18,13,7) because a block exists there.
Connected (19,13,7) -> (19,14,7)
Connected (19,13,7) -> (19,12,7)
Connected (19,13,7) -> (19,13,8)
Connected (19,13,7) -> (19,13,6)
====================
19,13,8 (19,13,8)
Connected (19,13,8) -> (20,13,8)
Ignored (18,13,8) because a block exists there.
Connected (19,13,8) -> (19,14,8)
Connected (19,13,8) -> (19,12,8)
Connected (19,13,8) -> (19,13,9)
Connected (19,13,8) -> (19,13,7)
====================
19,13,9 (19,13,9)
Connected (19,13,9) -> (20,13,9)
Connected (19,13,9) -> (18,13,9)
Connected (19,13,9) -> (19,14,9)
Connected (19,13,9) -> (19,12,9)
Connected (19,13,9) -> (19,13,10)
Connected (19,13,9) -> (19,13,8)
====================
19,13,10 (19,13,10)
Connected (19,13,10) -> (20,13,10)
Ignored (18,13,10) because a block exists there.
Connected (19,13,10) -> (19,14,10)
Connected (19,13,10) -> (19,12,10)
Connected (19,13,10) -> (19,13,11)
Connected (19,13,10) -> (19,13,9)
====================
19,13,11 (19,13,11)
Connected (19,13,11) -> (20,13,11)
Connected (19,13,11) -> (18,13,11)
Connected (19,13,11) -> (19,14,11)
Connected (19,13,11) -> (19,12,11)
Connected (19,13,11) -> (19,13,12)
Connected (19,13,11) -> (19,13,10)
====================
19,13,12 (19,13,12)
Connected (19,13,12) -> (20,13,12)
Connected (19,13,12) -> (18,13,12)
Connected (19,13,12) -> (19,14,12)
Connected (19,13,12) -> (19,12,12)
Connected (19,13,12) -> (19,13,13)
Connected (19,13,12) -> (19,13,11)
====================
19,13,13 (19,13,13)
Connected (19,13,13) -> (20,13,13)
Connected (19,13,13) -> (18,13,13)
Connected (19,13,13) -> (19,14,13)
Connected (19,13,13) -> (19,12,13)
Connected (19,13,13) -> (19,13,14)
Connected (19,13,13) -> (19,13,12)
====================
19,13,14 (19,13,14)
Connected (19,13,14) -> (20,13,14)
Connected (19,13,14) -> (18,13,14)
Connected (19,13,14) -> (19,14,14)
Connected (19,13,14) -> (19,12,14)
Connected (19,13,14) -> (19,13,15)
Connected (19,13,14) -> (19,13,13)
====================
19,13,15 (19,13,15)
Connected (19,13,15) -> (20,13,15)
Connected (19,13,15) -> (18,13,15)
Connected (19,13,15) -> (19,14,15)
Connected (19,13,15) -> (19,12,15)
Connected (19,13,15) -> (19,13,16)
Connected (19,13,15) -> (19,13,14)
====================
19,13,16 (19,13,16)
Connected (19,13,16) -> (20,13,16)
Connected (19,13,16) -> (18,13,16)
Connected (19,13,16) -> (19,14,16)
Connected (19,13,16) -> (19,12,16)
Connected (19,13,16) -> (19,13,17)
Connected (19,13,16) -> (19,13,15)
====================
19,13,17 (19,13,17)
Connected (19,13,17) -> (20,13,17)
Connected (19,13,17) -> (18,13,17)
Connected (19,13,17) -> (19,14,17)
Connected (19,13,17) -> (19,12,17)
Connected (19,13,17) -> (19,13,18)
Connected (19,13,17) -> (19,13,16)
====================
19,13,18 (19,13,18)
Connected (19,13,18) -> (20,13,18)
Connected (19,13,18) -> (18,13,18)
Connected (19,13,18) -> (19,14,18)
Connected (19,13,18) -> (19,12,18)
Connected (19,13,18) -> (19,13,19)
Connected (19,13,18) -> (19,13,17)
====================
19,13,19 (19,13,19)
Connected (19,13,19) -> (20,13,19)
Connected (19,13,19) -> (18,13,19)
Connected (19,13,19) -> (19,14,19)
Connected (19,13,19) -> (19,12,19)
Connected (19,13,19) -> (19,13,20)
Connected (19,13,19) -> (19,13,18)
====================
19,13,20 (19,13,20)
Connected (19,13,20) -> (20,13,20)
Connected (19,13,20) -> (18,13,20)
Connected (19,13,20) -> (19,14,20)
Connected (19,13,20) -> (19,12,20)
Ignored (19,13,21) because it's out of bounds.
Connected (19,13,20) -> (19,13,19)
====================
19,14,-1 (19,14,-1)
Connected (19,14,-1) -> (20,14,-1)
Connected (19,14,-1) -> (18,14,-1)
Connected (19,14,-1) -> (19,15,-1)
Connected (19,14,-1) -> (19,13,-1)
Connected (19,14,-1) -> (19,14,0)
Ignored (19,14,-2) because it's out of bounds.
====================
19,14,0 (19,14,0)
Connected (19,14,0) -> (20,14,0)
Connected (19,14,0) -> (18,14,0)
Connected (19,14,0) -> (19,15,0)
Connected (19,14,0) -> (19,13,0)
Connected (19,14,0) -> (19,14,1)
Connected (19,14,0) -> (19,14,-1)
====================
19,14,1 (19,14,1)
Connected (19,14,1) -> (20,14,1)
Connected (19,14,1) -> (18,14,1)
Connected (19,14,1) -> (19,15,1)
Connected (19,14,1) -> (19,13,1)
Connected (19,14,1) -> (19,14,2)
Connected (19,14,1) -> (19,14,0)
====================
19,14,2 (19,14,2)
Connected (19,14,2) -> (20,14,2)
Connected (19,14,2) -> (18,14,2)
Connected (19,14,2) -> (19,15,2)
Connected (19,14,2) -> (19,13,2)
Connected (19,14,2) -> (19,14,3)
Connected (19,14,2) -> (19,14,1)
====================
19,14,3 (19,14,3)
Connected (19,14,3) -> (20,14,3)
Connected (19,14,3) -> (18,14,3)
Connected (19,14,3) -> (19,15,3)
Connected (19,14,3) -> (19,13,3)
Connected (19,14,3) -> (19,14,4)
Connected (19,14,3) -> (19,14,2)
====================
19,14,4 (19,14,4)
Connected (19,14,4) -> (20,14,4)
Connected (19,14,4) -> (18,14,4)
Connected (19,14,4) -> (19,15,4)
Connected (19,14,4) -> (19,13,4)
Connected (19,14,4) -> (19,14,5)
Connected (19,14,4) -> (19,14,3)
====================
19,14,5 (19,14,5)
Connected (19,14,5) -> (20,14,5)
Connected (19,14,5) -> (18,14,5)
Connected (19,14,5) -> (19,15,5)
Connected (19,14,5) -> (19,13,5)
Connected (19,14,5) -> (19,14,6)
Connected (19,14,5) -> (19,14,4)
====================
19,14,6 (19,14,6)
Connected (19,14,6) -> (20,14,6)
Connected (19,14,6) -> (18,14,6)
Connected (19,14,6) -> (19,15,6)
Connected (19,14,6) -> (19,13,6)
Connected (19,14,6) -> (19,14,7)
Connected (19,14,6) -> (19,14,5)
====================
19,14,7 (19,14,7)
Connected (19,14,7) -> (20,14,7)
Connected (19,14,7) -> (18,14,7)
Connected (19,14,7) -> (19,15,7)
Connected (19,14,7) -> (19,13,7)
Connected (19,14,7) -> (19,14,8)
Connected (19,14,7) -> (19,14,6)
====================
19,14,8 (19,14,8)
Connected (19,14,8) -> (20,14,8)
Connected (19,14,8) -> (18,14,8)
Connected (19,14,8) -> (19,15,8)
Connected (19,14,8) -> (19,13,8)
Connected (19,14,8) -> (19,14,9)
Connected (19,14,8) -> (19,14,7)
====================
19,14,9 (19,14,9)
Connected (19,14,9) -> (20,14,9)
Connected (19,14,9) -> (18,14,9)
Connected (19,14,9) -> (19,15,9)
Connected (19,14,9) -> (19,13,9)
Connected (19,14,9) -> (19,14,10)
Connected (19,14,9) -> (19,14,8)
====================
19,14,10 (19,14,10)
Connected (19,14,10) -> (20,14,10)
Connected (19,14,10) -> (18,14,10)
Connected (19,14,10) -> (19,15,10)
Connected (19,14,10) -> (19,13,10)
Connected (19,14,10) -> (19,14,11)
Connected (19,14,10) -> (19,14,9)
====================
19,14,11 (19,14,11)
Connected (19,14,11) -> (20,14,11)
Connected (19,14,11) -> (18,14,11)
Connected (19,14,11) -> (19,15,11)
Connected (19,14,11) -> (19,13,11)
Connected (19,14,11) -> (19,14,12)
Connected (19,14,11) -> (19,14,10)
====================
19,14,12 (19,14,12)
Connected (19,14,12) -> (20,14,12)
Connected (19,14,12) -> (18,14,12)
Connected (19,14,12) -> (19,15,12)
Connected (19,14,12) -> (19,13,12)
Connected (19,14,12) -> (19,14,13)
Connected (19,14,12) -> (19,14,11)
====================
19,14,13 (19,14,13)
Connected (19,14,13) -> (20,14,13)
Connected (19,14,13) -> (18,14,13)
Connected (19,14,13) -> (19,15,13)
Connected (19,14,13) -> (19,13,13)
Connected (19,14,13) -> (19,14,14)
Connected (19,14,13) -> (19,14,12)
====================
19,14,14 (19,14,14)
Connected (19,14,14) -> (20,14,14)
Connected (19,14,14) -> (18,14,14)
Connected (19,14,14) -> (19,15,14)
Connected (19,14,14) -> (19,13,14)
Connected (19,14,14) -> (19,14,15)
Connected (19,14,14) -> (19,14,13)
====================
19,14,15 (19,14,15)
Connected (19,14,15) -> (20,14,15)
Connected (19,14,15) -> (18,14,15)
Connected (19,14,15) -> (19,15,15)
Connected (19,14,15) -> (19,13,15)
Connected (19,14,15) -> (19,14,16)
Connected (19,14,15) -> (19,14,14)
====================
19,14,16 (19,14,16)
Connected (19,14,16) -> (20,14,16)
Connected (19,14,16) -> (18,14,16)
Connected (19,14,16) -> (19,15,16)
Connected (19,14,16) -> (19,13,16)
Connected (19,14,16) -> (19,14,17)
Connected (19,14,16) -> (19,14,15)
====================
19,14,17 (19,14,17)
Connected (19,14,17) -> (20,14,17)
Connected (19,14,17) -> (18,14,17)
Connected (19,14,17) -> (19,15,17)
Connected (19,14,17) -> (19,13,17)
Connected (19,14,17) -> (19,14,18)
Connected (19,14,17) -> (19,14,16)
====================
19,14,18 (19,14,18)
Connected (19,14,18) -> (20,14,18)
Connected (19,14,18) -> (18,14,18)
Connected (19,14,18) -> (19,15,18)
Connected (19,14,18) -> (19,13,18)
Connected (19,14,18) -> (19,14,19)
Connected (19,14,18) -> (19,14,17)
====================
19,14,19 (19,14,19)
Connected (19,14,19) -> (20,14,19)
Connected (19,14,19) -> (18,14,19)
Connected (19,14,19) -> (19,15,19)
Connected (19,14,19) -> (19,13,19)
Connected (19,14,19) -> (19,14,20)
Connected (19,14,19) -> (19,14,18)
====================
19,14,20 (19,14,20)
Connected (19,14,20) -> (20,14,20)
Connected (19,14,20) -> (18,14,20)
Connected (19,14,20) -> (19,15,20)
Connected (19,14,20) -> (19,13,20)
Ignored (19,14,21) because it's out of bounds.
Connected (19,14,20) -> (19,14,19)
====================
19,15,-1 (19,15,-1)
Connected (19,15,-1) -> (20,15,-1)
Connected (19,15,-1) -> (18,15,-1)
Connected (19,15,-1) -> (19,16,-1)
Connected (19,15,-1) -> (19,14,-1)
Connected (19,15,-1) -> (19,15,0)
Ignored (19,15,-2) because it's out of bounds.
====================
19,15,0 (19,15,0)
Connected (19,15,0) -> (20,15,0)
Connected (19,15,0) -> (18,15,0)
Connected (19,15,0) -> (19,16,0)
Connected (19,15,0) -> (19,14,0)
Connected (19,15,0) -> (19,15,1)
Connected (19,15,0) -> (19,15,-1)
====================
19,15,1 (19,15,1)
Connected (19,15,1) -> (20,15,1)
Connected (19,15,1) -> (18,15,1)
Connected (19,15,1) -> (19,16,1)
Connected (19,15,1) -> (19,14,1)
Connected (19,15,1) -> (19,15,2)
Connected (19,15,1) -> (19,15,0)
====================
19,15,2 (19,15,2)
Connected (19,15,2) -> (20,15,2)
Connected (19,15,2) -> (18,15,2)
Connected (19,15,2) -> (19,16,2)
Connected (19,15,2) -> (19,14,2)
Connected (19,15,2) -> (19,15,3)
Connected (19,15,2) -> (19,15,1)
====================
19,15,3 (19,15,3)
Connected (19,15,3) -> (20,15,3)
Connected (19,15,3) -> (18,15,3)
Connected (19,15,3) -> (19,16,3)
Connected (19,15,3) -> (19,14,3)
Connected (19,15,3) -> (19,15,4)
Connected (19,15,3) -> (19,15,2)
====================
19,15,4 (19,15,4)
Connected (19,15,4) -> (20,15,4)
Connected (19,15,4) -> (18,15,4)
Connected (19,15,4) -> (19,16,4)
Connected (19,15,4) -> (19,14,4)
Connected (19,15,4) -> (19,15,5)
Connected (19,15,4) -> (19,15,3)
====================
19,15,5 (19,15,5)
Connected (19,15,5) -> (20,15,5)
Connected (19,15,5) -> (18,15,5)
Connected (19,15,5) -> (19,16,5)
Connected (19,15,5) -> (19,14,5)
Connected (19,15,5) -> (19,15,6)
Connected (19,15,5) -> (19,15,4)
====================
19,15,6 (19,15,6)
Connected (19,15,6) -> (20,15,6)
Connected (19,15,6) -> (18,15,6)
Connected (19,15,6) -> (19,16,6)
Connected (19,15,6) -> (19,14,6)
Connected (19,15,6) -> (19,15,7)
Connected (19,15,6) -> (19,15,5)
====================
19,15,7 (19,15,7)
Connected (19,15,7) -> (20,15,7)
Connected (19,15,7) -> (18,15,7)
Connected (19,15,7) -> (19,16,7)
Connected (19,15,7) -> (19,14,7)
Connected (19,15,7) -> (19,15,8)
Connected (19,15,7) -> (19,15,6)
====================
19,15,8 (19,15,8)
Connected (19,15,8) -> (20,15,8)
Connected (19,15,8) -> (18,15,8)
Connected (19,15,8) -> (19,16,8)
Connected (19,15,8) -> (19,14,8)
Connected (19,15,8) -> (19,15,9)
Connected (19,15,8) -> (19,15,7)
====================
19,15,9 (19,15,9)
Connected (19,15,9) -> (20,15,9)
Connected (19,15,9) -> (18,15,9)
Connected (19,15,9) -> (19,16,9)
Connected (19,15,9) -> (19,14,9)
Connected (19,15,9) -> (19,15,10)
Connected (19,15,9) -> (19,15,8)
====================
19,15,10 (19,15,10)
Connected (19,15,10) -> (20,15,10)
Connected (19,15,10) -> (18,15,10)
Connected (19,15,10) -> (19,16,10)
Connected (19,15,10) -> (19,14,10)
Connected (19,15,10) -> (19,15,11)
Connected (19,15,10) -> (19,15,9)
====================
19,15,11 (19,15,11)
Connected (19,15,11) -> (20,15,11)
Connected (19,15,11) -> (18,15,11)
Connected (19,15,11) -> (19,16,11)
Connected (19,15,11) -> (19,14,11)
Connected (19,15,11) -> (19,15,12)
Connected (19,15,11) -> (19,15,10)
====================
19,15,12 (19,15,12)
Connected (19,15,12) -> (20,15,12)
Connected (19,15,12) -> (18,15,12)
Connected (19,15,12) -> (19,16,12)
Connected (19,15,12) -> (19,14,12)
Connected (19,15,12) -> (19,15,13)
Connected (19,15,12) -> (19,15,11)
====================
19,15,13 (19,15,13)
Connected (19,15,13) -> (20,15,13)
Connected (19,15,13) -> (18,15,13)
Connected (19,15,13) -> (19,16,13)
Connected (19,15,13) -> (19,14,13)
Connected (19,15,13) -> (19,15,14)
Connected (19,15,13) -> (19,15,12)
====================
19,15,14 (19,15,14)
Connected (19,15,14) -> (20,15,14)
Connected (19,15,14) -> (18,15,14)
Connected (19,15,14) -> (19,16,14)
Connected (19,15,14) -> (19,14,14)
Connected (19,15,14) -> (19,15,15)
Connected (19,15,14) -> (19,15,13)
====================
19,15,15 (19,15,15)
Connected (19,15,15) -> (20,15,15)
Connected (19,15,15) -> (18,15,15)
Connected (19,15,15) -> (19,16,15)
Connected (19,15,15) -> (19,14,15)
Connected (19,15,15) -> (19,15,16)
Connected (19,15,15) -> (19,15,14)
====================
19,15,16 (19,15,16)
Connected (19,15,16) -> (20,15,16)
Connected (19,15,16) -> (18,15,16)
Connected (19,15,16) -> (19,16,16)
Connected (19,15,16) -> (19,14,16)
Connected (19,15,16) -> (19,15,17)
Connected (19,15,16) -> (19,15,15)
====================
19,15,17 (19,15,17)
Connected (19,15,17) -> (20,15,17)
Connected (19,15,17) -> (18,15,17)
Connected (19,15,17) -> (19,16,17)
Connected (19,15,17) -> (19,14,17)
Connected (19,15,17) -> (19,15,18)
Connected (19,15,17) -> (19,15,16)
====================
19,15,18 (19,15,18)
Connected (19,15,18) -> (20,15,18)
Connected (19,15,18) -> (18,15,18)
Connected (19,15,18) -> (19,16,18)
Connected (19,15,18) -> (19,14,18)
Connected (19,15,18) -> (19,15,19)
Connected (19,15,18) -> (19,15,17)
====================
19,15,19 (19,15,19)
Connected (19,15,19) -> (20,15,19)
Connected (19,15,19) -> (18,15,19)
Connected (19,15,19) -> (19,16,19)
Connected (19,15,19) -> (19,14,19)
Connected (19,15,19) -> (19,15,20)
Connected (19,15,19) -> (19,15,18)
====================
19,15,20 (19,15,20)
Connected (19,15,20) -> (20,15,20)
Connected (19,15,20) -> (18,15,20)
Connected (19,15,20) -> (19,16,20)
Connected (19,15,20) -> (19,14,20)
Ignored (19,15,21) because it's out of bounds.
Connected (19,15,20) -> (19,15,19)
====================
19,16,-1 (19,16,-1)
Connected (19,16,-1) -> (20,16,-1)
Connected (19,16,-1) -> (18,16,-1)
Connected (19,16,-1) -> (19,17,-1)
Connected (19,16,-1) -> (19,15,-1)
Connected (19,16,-1) -> (19,16,0)
Ignored (19,16,-2) because it's out of bounds.
====================
19,16,0 (19,16,0)
Connected (19,16,0) -> (20,16,0)
Connected (19,16,0) -> (18,16,0)
Connected (19,16,0) -> (19,17,0)
Connected (19,16,0) -> (19,15,0)
Connected (19,16,0) -> (19,16,1)
Connected (19,16,0) -> (19,16,-1)
====================
19,16,1 (19,16,1)
Connected (19,16,1) -> (20,16,1)
Connected (19,16,1) -> (18,16,1)
Connected (19,16,1) -> (19,17,1)
Connected (19,16,1) -> (19,15,1)
Connected (19,16,1) -> (19,16,2)
Connected (19,16,1) -> (19,16,0)
====================
19,16,2 (19,16,2)
Connected (19,16,2) -> (20,16,2)
Connected (19,16,2) -> (18,16,2)
Connected (19,16,2) -> (19,17,2)
Connected (19,16,2) -> (19,15,2)
Connected (19,16,2) -> (19,16,3)
Connected (19,16,2) -> (19,16,1)
====================
19,16,3 (19,16,3)
Connected (19,16,3) -> (20,16,3)
Connected (19,16,3) -> (18,16,3)
Connected (19,16,3) -> (19,17,3)
Connected (19,16,3) -> (19,15,3)
Connected (19,16,3) -> (19,16,4)
Connected (19,16,3) -> (19,16,2)
====================
19,16,4 (19,16,4)
Connected (19,16,4) -> (20,16,4)
Connected (19,16,4) -> (18,16,4)
Connected (19,16,4) -> (19,17,4)
Connected (19,16,4) -> (19,15,4)
Connected (19,16,4) -> (19,16,5)
Connected (19,16,4) -> (19,16,3)
====================
19,16,5 (19,16,5)
Connected (19,16,5) -> (20,16,5)
Connected (19,16,5) -> (18,16,5)
Connected (19,16,5) -> (19,17,5)
Connected (19,16,5) -> (19,15,5)
Connected (19,16,5) -> (19,16,6)
Connected (19,16,5) -> (19,16,4)
====================
19,16,6 (19,16,6)
Connected (19,16,6) -> (20,16,6)
Connected (19,16,6) -> (18,16,6)
Connected (19,16,6) -> (19,17,6)
Connected (19,16,6) -> (19,15,6)
Connected (19,16,6) -> (19,16,7)
Connected (19,16,6) -> (19,16,5)
====================
19,16,7 (19,16,7)
Connected (19,16,7) -> (20,16,7)
Connected (19,16,7) -> (18,16,7)
Connected (19,16,7) -> (19,17,7)
Connected (19,16,7) -> (19,15,7)
Connected (19,16,7) -> (19,16,8)
Connected (19,16,7) -> (19,16,6)
====================
19,16,8 (19,16,8)
Connected (19,16,8) -> (20,16,8)
Connected (19,16,8) -> (18,16,8)
Connected (19,16,8) -> (19,17,8)
Connected (19,16,8) -> (19,15,8)
Connected (19,16,8) -> (19,16,9)
Connected (19,16,8) -> (19,16,7)
====================
19,16,9 (19,16,9)
Connected (19,16,9) -> (20,16,9)
Connected (19,16,9) -> (18,16,9)
Connected (19,16,9) -> (19,17,9)
Connected (19,16,9) -> (19,15,9)
Connected (19,16,9) -> (19,16,10)
Connected (19,16,9) -> (19,16,8)
====================
19,16,10 (19,16,10)
Connected (19,16,10) -> (20,16,10)
Connected (19,16,10) -> (18,16,10)
Connected (19,16,10) -> (19,17,10)
Connected (19,16,10) -> (19,15,10)
Connected (19,16,10) -> (19,16,11)
Connected (19,16,10) -> (19,16,9)
====================
19,16,11 (19,16,11)
Connected (19,16,11) -> (20,16,11)
Connected (19,16,11) -> (18,16,11)
Connected (19,16,11) -> (19,17,11)
Connected (19,16,11) -> (19,15,11)
Connected (19,16,11) -> (19,16,12)
Connected (19,16,11) -> (19,16,10)
====================
19,16,12 (19,16,12)
Connected (19,16,12) -> (20,16,12)
Connected (19,16,12) -> (18,16,12)
Connected (19,16,12) -> (19,17,12)
Connected (19,16,12) -> (19,15,12)
Connected (19,16,12) -> (19,16,13)
Connected (19,16,12) -> (19,16,11)
====================
19,16,13 (19,16,13)
Connected (19,16,13) -> (20,16,13)
Connected (19,16,13) -> (18,16,13)
Connected (19,16,13) -> (19,17,13)
Connected (19,16,13) -> (19,15,13)
Connected (19,16,13) -> (19,16,14)
Connected (19,16,13) -> (19,16,12)
====================
19,16,14 (19,16,14)
Connected (19,16,14) -> (20,16,14)
Connected (19,16,14) -> (18,16,14)
Connected (19,16,14) -> (19,17,14)
Connected (19,16,14) -> (19,15,14)
Connected (19,16,14) -> (19,16,15)
Connected (19,16,14) -> (19,16,13)
====================
19,16,15 (19,16,15)
Connected (19,16,15) -> (20,16,15)
Connected (19,16,15) -> (18,16,15)
Connected (19,16,15) -> (19,17,15)
Connected (19,16,15) -> (19,15,15)
Connected (19,16,15) -> (19,16,16)
Connected (19,16,15) -> (19,16,14)
====================
19,16,16 (19,16,16)
Connected (19,16,16) -> (20,16,16)
Connected (19,16,16) -> (18,16,16)
Connected (19,16,16) -> (19,17,16)
Connected (19,16,16) -> (19,15,16)
Connected (19,16,16) -> (19,16,17)
Connected (19,16,16) -> (19,16,15)
====================
19,16,17 (19,16,17)
Connected (19,16,17) -> (20,16,17)
Connected (19,16,17) -> (18,16,17)
Connected (19,16,17) -> (19,17,17)
Connected (19,16,17) -> (19,15,17)
Connected (19,16,17) -> (19,16,18)
Connected (19,16,17) -> (19,16,16)
====================
19,16,18 (19,16,18)
Connected (19,16,18) -> (20,16,18)
Connected (19,16,18) -> (18,16,18)
Connected (19,16,18) -> (19,17,18)
Connected (19,16,18) -> (19,15,18)
Connected (19,16,18) -> (19,16,19)
Connected (19,16,18) -> (19,16,17)
====================
19,16,19 (19,16,19)
Connected (19,16,19) -> (20,16,19)
Connected (19,16,19) -> (18,16,19)
Connected (19,16,19) -> (19,17,19)
Connected (19,16,19) -> (19,15,19)
Connected (19,16,19) -> (19,16,20)
Connected (19,16,19) -> (19,16,18)
====================
19,16,20 (19,16,20)
Connected (19,16,20) -> (20,16,20)
Connected (19,16,20) -> (18,16,20)
Connected (19,16,20) -> (19,17,20)
Connected (19,16,20) -> (19,15,20)
Ignored (19,16,21) because it's out of bounds.
Connected (19,16,20) -> (19,16,19)
====================
19,17,-1 (19,17,-1)
Connected (19,17,-1) -> (20,17,-1)
Connected (19,17,-1) -> (18,17,-1)
Connected (19,17,-1) -> (19,18,-1)
Connected (19,17,-1) -> (19,16,-1)
Connected (19,17,-1) -> (19,17,0)
Ignored (19,17,-2) because it's out of bounds.
====================
19,17,0 (19,17,0)
Connected (19,17,0) -> (20,17,0)
Connected (19,17,0) -> (18,17,0)
Connected (19,17,0) -> (19,18,0)
Connected (19,17,0) -> (19,16,0)
Connected (19,17,0) -> (19,17,1)
Connected (19,17,0) -> (19,17,-1)
====================
19,17,1 (19,17,1)
Connected (19,17,1) -> (20,17,1)
Connected (19,17,1) -> (18,17,1)
Connected (19,17,1) -> (19,18,1)
Connected (19,17,1) -> (19,16,1)
Connected (19,17,1) -> (19,17,2)
Connected (19,17,1) -> (19,17,0)
====================
19,17,2 (19,17,2)
Connected (19,17,2) -> (20,17,2)
Connected (19,17,2) -> (18,17,2)
Connected (19,17,2) -> (19,18,2)
Connected (19,17,2) -> (19,16,2)
Connected (19,17,2) -> (19,17,3)
Connected (19,17,2) -> (19,17,1)
====================
19,17,3 (19,17,3)
Connected (19,17,3) -> (20,17,3)
Connected (19,17,3) -> (18,17,3)
Connected (19,17,3) -> (19,18,3)
Connected (19,17,3) -> (19,16,3)
Connected (19,17,3) -> (19,17,4)
Connected (19,17,3) -> (19,17,2)
====================
19,17,4 (19,17,4)
Connected (19,17,4) -> (20,17,4)
Connected (19,17,4) -> (18,17,4)
Connected (19,17,4) -> (19,18,4)
Connected (19,17,4) -> (19,16,4)
Connected (19,17,4) -> (19,17,5)
Connected (19,17,4) -> (19,17,3)
====================
19,17,5 (19,17,5)
Connected (19,17,5) -> (20,17,5)
Connected (19,17,5) -> (18,17,5)
Connected (19,17,5) -> (19,18,5)
Connected (19,17,5) -> (19,16,5)
Connected (19,17,5) -> (19,17,6)
Connected (19,17,5) -> (19,17,4)
====================
19,17,6 (19,17,6)
Connected (19,17,6) -> (20,17,6)
Connected (19,17,6) -> (18,17,6)
Connected (19,17,6) -> (19,18,6)
Connected (19,17,6) -> (19,16,6)
Connected (19,17,6) -> (19,17,7)
Connected (19,17,6) -> (19,17,5)
====================
19,17,7 (19,17,7)
Connected (19,17,7) -> (20,17,7)
Connected (19,17,7) -> (18,17,7)
Connected (19,17,7) -> (19,18,7)
Connected (19,17,7) -> (19,16,7)
Connected (19,17,7) -> (19,17,8)
Connected (19,17,7) -> (19,17,6)
====================
19,17,8 (19,17,8)
Connected (19,17,8) -> (20,17,8)
Connected (19,17,8) -> (18,17,8)
Connected (19,17,8) -> (19,18,8)
Connected (19,17,8) -> (19,16,8)
Connected (19,17,8) -> (19,17,9)
Connected (19,17,8) -> (19,17,7)
====================
19,17,9 (19,17,9)
Connected (19,17,9) -> (20,17,9)
Connected (19,17,9) -> (18,17,9)
Connected (19,17,9) -> (19,18,9)
Connected (19,17,9) -> (19,16,9)
Connected (19,17,9) -> (19,17,10)
Connected (19,17,9) -> (19,17,8)
====================
19,17,10 (19,17,10)
Connected (19,17,10) -> (20,17,10)
Connected (19,17,10) -> (18,17,10)
Connected (19,17,10) -> (19,18,10)
Connected (19,17,10) -> (19,16,10)
Connected (19,17,10) -> (19,17,11)
Connected (19,17,10) -> (19,17,9)
====================
19,17,11 (19,17,11)
Connected (19,17,11) -> (20,17,11)
Connected (19,17,11) -> (18,17,11)
Connected (19,17,11) -> (19,18,11)
Connected (19,17,11) -> (19,16,11)
Connected (19,17,11) -> (19,17,12)
Connected (19,17,11) -> (19,17,10)
====================
19,17,12 (19,17,12)
Connected (19,17,12) -> (20,17,12)
Connected (19,17,12) -> (18,17,12)
Connected (19,17,12) -> (19,18,12)
Connected (19,17,12) -> (19,16,12)
Connected (19,17,12) -> (19,17,13)
Connected (19,17,12) -> (19,17,11)
====================
19,17,13 (19,17,13)
Connected (19,17,13) -> (20,17,13)
Connected (19,17,13) -> (18,17,13)
Connected (19,17,13) -> (19,18,13)
Connected (19,17,13) -> (19,16,13)
Connected (19,17,13) -> (19,17,14)
Connected (19,17,13) -> (19,17,12)
====================
19,17,14 (19,17,14)
Connected (19,17,14) -> (20,17,14)
Connected (19,17,14) -> (18,17,14)
Connected (19,17,14) -> (19,18,14)
Connected (19,17,14) -> (19,16,14)
Connected (19,17,14) -> (19,17,15)
Connected (19,17,14) -> (19,17,13)
====================
19,17,15 (19,17,15)
Connected (19,17,15) -> (20,17,15)
Connected (19,17,15) -> (18,17,15)
Connected (19,17,15) -> (19,18,15)
Connected (19,17,15) -> (19,16,15)
Connected (19,17,15) -> (19,17,16)
Connected (19,17,15) -> (19,17,14)
====================
19,17,16 (19,17,16)
Connected (19,17,16) -> (20,17,16)
Connected (19,17,16) -> (18,17,16)
Connected (19,17,16) -> (19,18,16)
Connected (19,17,16) -> (19,16,16)
Connected (19,17,16) -> (19,17,17)
Connected (19,17,16) -> (19,17,15)
====================
19,17,17 (19,17,17)
Connected (19,17,17) -> (20,17,17)
Connected (19,17,17) -> (18,17,17)
Connected (19,17,17) -> (19,18,17)
Connected (19,17,17) -> (19,16,17)
Connected (19,17,17) -> (19,17,18)
Connected (19,17,17) -> (19,17,16)
====================
19,17,18 (19,17,18)
Connected (19,17,18) -> (20,17,18)
Connected (19,17,18) -> (18,17,18)
Connected (19,17,18) -> (19,18,18)
Connected (19,17,18) -> (19,16,18)
Connected (19,17,18) -> (19,17,19)
Connected (19,17,18) -> (19,17,17)
====================
19,17,19 (19,17,19)
Connected (19,17,19) -> (20,17,19)
Connected (19,17,19) -> (18,17,19)
Connected (19,17,19) -> (19,18,19)
Connected (19,17,19) -> (19,16,19)
Connected (19,17,19) -> (19,17,20)
Connected (19,17,19) -> (19,17,18)
====================
19,17,20 (19,17,20)
Connected (19,17,20) -> (20,17,20)
Connected (19,17,20) -> (18,17,20)
Connected (19,17,20) -> (19,18,20)
Connected (19,17,20) -> (19,16,20)
Ignored (19,17,21) because it's out of bounds.
Connected (19,17,20) -> (19,17,19)
====================
19,18,-1 (19,18,-1)
Connected (19,18,-1) -> (20,18,-1)
Connected (19,18,-1) -> (18,18,-1)
Connected (19,18,-1) -> (19,19,-1)
Connected (19,18,-1) -> (19,17,-1)
Connected (19,18,-1) -> (19,18,0)
Ignored (19,18,-2) because it's out of bounds.
====================
19,18,0 (19,18,0)
Connected (19,18,0) -> (20,18,0)
Connected (19,18,0) -> (18,18,0)
Connected (19,18,0) -> (19,19,0)
Connected (19,18,0) -> (19,17,0)
Connected (19,18,0) -> (19,18,1)
Connected (19,18,0) -> (19,18,-1)
====================
19,18,1 (19,18,1)
Connected (19,18,1) -> (20,18,1)
Connected (19,18,1) -> (18,18,1)
Connected (19,18,1) -> (19,19,1)
Connected (19,18,1) -> (19,17,1)
Connected (19,18,1) -> (19,18,2)
Connected (19,18,1) -> (19,18,0)
====================
19,18,2 (19,18,2)
Connected (19,18,2) -> (20,18,2)
Connected (19,18,2) -> (18,18,2)
Connected (19,18,2) -> (19,19,2)
Connected (19,18,2) -> (19,17,2)
Connected (19,18,2) -> (19,18,3)
Connected (19,18,2) -> (19,18,1)
====================
19,18,3 (19,18,3)
Connected (19,18,3) -> (20,18,3)
Connected (19,18,3) -> (18,18,3)
Connected (19,18,3) -> (19,19,3)
Connected (19,18,3) -> (19,17,3)
Connected (19,18,3) -> (19,18,4)
Connected (19,18,3) -> (19,18,2)
====================
19,18,4 (19,18,4)
Connected (19,18,4) -> (20,18,4)
Connected (19,18,4) -> (18,18,4)
Connected (19,18,4) -> (19,19,4)
Connected (19,18,4) -> (19,17,4)
Connected (19,18,4) -> (19,18,5)
Connected (19,18,4) -> (19,18,3)
====================
19,18,5 (19,18,5)
Connected (19,18,5) -> (20,18,5)
Connected (19,18,5) -> (18,18,5)
Connected (19,18,5) -> (19,19,5)
Connected (19,18,5) -> (19,17,5)
Connected (19,18,5) -> (19,18,6)
Connected (19,18,5) -> (19,18,4)
====================
19,18,6 (19,18,6)
Connected (19,18,6) -> (20,18,6)
Connected (19,18,6) -> (18,18,6)
Connected (19,18,6) -> (19,19,6)
Connected (19,18,6) -> (19,17,6)
Connected (19,18,6) -> (19,18,7)
Connected (19,18,6) -> (19,18,5)
====================
19,18,7 (19,18,7)
Connected (19,18,7) -> (20,18,7)
Connected (19,18,7) -> (18,18,7)
Connected (19,18,7) -> (19,19,7)
Connected (19,18,7) -> (19,17,7)
Connected (19,18,7) -> (19,18,8)
Connected (19,18,7) -> (19,18,6)
====================
19,18,8 (19,18,8)
Connected (19,18,8) -> (20,18,8)
Connected (19,18,8) -> (18,18,8)
Connected (19,18,8) -> (19,19,8)
Connected (19,18,8) -> (19,17,8)
Connected (19,18,8) -> (19,18,9)
Connected (19,18,8) -> (19,18,7)
====================
19,18,9 (19,18,9)
Connected (19,18,9) -> (20,18,9)
Connected (19,18,9) -> (18,18,9)
Connected (19,18,9) -> (19,19,9)
Connected (19,18,9) -> (19,17,9)
Connected (19,18,9) -> (19,18,10)
Connected (19,18,9) -> (19,18,8)
====================
19,18,10 (19,18,10)
Connected (19,18,10) -> (20,18,10)
Connected (19,18,10) -> (18,18,10)
Connected (19,18,10) -> (19,19,10)
Connected (19,18,10) -> (19,17,10)
Connected (19,18,10) -> (19,18,11)
Connected (19,18,10) -> (19,18,9)
====================
19,18,11 (19,18,11)
Connected (19,18,11) -> (20,18,11)
Connected (19,18,11) -> (18,18,11)
Connected (19,18,11) -> (19,19,11)
Connected (19,18,11) -> (19,17,11)
Connected (19,18,11) -> (19,18,12)
Connected (19,18,11) -> (19,18,10)
====================
19,18,12 (19,18,12)
Connected (19,18,12) -> (20,18,12)
Connected (19,18,12) -> (18,18,12)
Connected (19,18,12) -> (19,19,12)
Connected (19,18,12) -> (19,17,12)
Connected (19,18,12) -> (19,18,13)
Connected (19,18,12) -> (19,18,11)
====================
19,18,13 (19,18,13)
Connected (19,18,13) -> (20,18,13)
Connected (19,18,13) -> (18,18,13)
Connected (19,18,13) -> (19,19,13)
Connected (19,18,13) -> (19,17,13)
Connected (19,18,13) -> (19,18,14)
Connected (19,18,13) -> (19,18,12)
====================
19,18,14 (19,18,14)
Connected (19,18,14) -> (20,18,14)
Connected (19,18,14) -> (18,18,14)
Connected (19,18,14) -> (19,19,14)
Connected (19,18,14) -> (19,17,14)
Connected (19,18,14) -> (19,18,15)
Connected (19,18,14) -> (19,18,13)
====================
19,18,15 (19,18,15)
Connected (19,18,15) -> (20,18,15)
Connected (19,18,15) -> (18,18,15)
Connected (19,18,15) -> (19,19,15)
Connected (19,18,15) -> (19,17,15)
Connected (19,18,15) -> (19,18,16)
Connected (19,18,15) -> (19,18,14)
====================
19,18,16 (19,18,16)
Connected (19,18,16) -> (20,18,16)
Connected (19,18,16) -> (18,18,16)
Connected (19,18,16) -> (19,19,16)
Connected (19,18,16) -> (19,17,16)
Connected (19,18,16) -> (19,18,17)
Connected (19,18,16) -> (19,18,15)
====================
19,18,17 (19,18,17)
Connected (19,18,17) -> (20,18,17)
Connected (19,18,17) -> (18,18,17)
Connected (19,18,17) -> (19,19,17)
Connected (19,18,17) -> (19,17,17)
Connected (19,18,17) -> (19,18,18)
Connected (19,18,17) -> (19,18,16)
====================
19,18,18 (19,18,18)
Connected (19,18,18) -> (20,18,18)
Connected (19,18,18) -> (18,18,18)
Connected (19,18,18) -> (19,19,18)
Connected (19,18,18) -> (19,17,18)
Connected (19,18,18) -> (19,18,19)
Connected (19,18,18) -> (19,18,17)
====================
19,18,19 (19,18,19)
Connected (19,18,19) -> (20,18,19)
Connected (19,18,19) -> (18,18,19)
Connected (19,18,19) -> (19,19,19)
Connected (19,18,19) -> (19,17,19)
Connected (19,18,19) -> (19,18,20)
Connected (19,18,19) -> (19,18,18)
====================
19,18,20 (19,18,20)
Connected (19,18,20) -> (20,18,20)
Connected (19,18,20) -> (18,18,20)
Connected (19,18,20) -> (19,19,20)
Connected (19,18,20) -> (19,17,20)
Ignored (19,18,21) because it's out of bounds.
Connected (19,18,20) -> (19,18,19)
====================
19,19,-1 (19,19,-1)
Connected (19,19,-1) -> (20,19,-1)
Connected (19,19,-1) -> (18,19,-1)
Ignored (19,20,-1) because it's out of bounds.
Connected (19,19,-1) -> (19,18,-1)
Connected (19,19,-1) -> (19,19,0)
Ignored (19,19,-2) because it's out of bounds.
====================
19,19,0 (19,19,0)
Connected (19,19,0) -> (20,19,0)
Connected (19,19,0) -> (18,19,0)
Ignored (19,20,0) because it's out of bounds.
Connected (19,19,0) -> (19,18,0)
Connected (19,19,0) -> (19,19,1)
Connected (19,19,0) -> (19,19,-1)
====================
19,19,1 (19,19,1)
Connected (19,19,1) -> (20,19,1)
Connected (19,19,1) -> (18,19,1)
Ignored (19,20,1) because it's out of bounds.
Connected (19,19,1) -> (19,18,1)
Connected (19,19,1) -> (19,19,2)
Connected (19,19,1) -> (19,19,0)
====================
19,19,2 (19,19,2)
Connected (19,19,2) -> (20,19,2)
Connected (19,19,2) -> (18,19,2)
Ignored (19,20,2) because it's out of bounds.
Connected (19,19,2) -> (19,18,2)
Connected (19,19,2) -> (19,19,3)
Connected (19,19,2) -> (19,19,1)
====================
19,19,3 (19,19,3)
Connected (19,19,3) -> (20,19,3)
Connected (19,19,3) -> (18,19,3)
Ignored (19,20,3) because it's out of bounds.
Connected (19,19,3) -> (19,18,3)
Connected (19,19,3) -> (19,19,4)
Connected (19,19,3) -> (19,19,2)
====================
19,19,4 (19,19,4)
Connected (19,19,4) -> (20,19,4)
Connected (19,19,4) -> (18,19,4)
Ignored (19,20,4) because it's out of bounds.
Connected (19,19,4) -> (19,18,4)
Connected (19,19,4) -> (19,19,5)
Connected (19,19,4) -> (19,19,3)
====================
19,19,5 (19,19,5)
Connected (19,19,5) -> (20,19,5)
Connected (19,19,5) -> (18,19,5)
Ignored (19,20,5) because it's out of bounds.
Connected (19,19,5) -> (19,18,5)
Connected (19,19,5) -> (19,19,6)
Connected (19,19,5) -> (19,19,4)
====================
19,19,6 (19,19,6)
Connected (19,19,6) -> (20,19,6)
Connected (19,19,6) -> (18,19,6)
Ignored (19,20,6) because it's out of bounds.
Connected (19,19,6) -> (19,18,6)
Connected (19,19,6) -> (19,19,7)
Connected (19,19,6) -> (19,19,5)
====================
19,19,7 (19,19,7)
Connected (19,19,7) -> (20,19,7)
Connected (19,19,7) -> (18,19,7)
Ignored (19,20,7) because it's out of bounds.
Connected (19,19,7) -> (19,18,7)
Connected (19,19,7) -> (19,19,8)
Connected (19,19,7) -> (19,19,6)
====================
19,19,8 (19,19,8)
Connected (19,19,8) -> (20,19,8)
Connected (19,19,8) -> (18,19,8)
Ignored (19,20,8) because it's out of bounds.
Connected (19,19,8) -> (19,18,8)
Connected (19,19,8) -> (19,19,9)
Connected (19,19,8) -> (19,19,7)
====================
19,19,9 (19,19,9)
Connected (19,19,9) -> (20,19,9)
Connected (19,19,9) -> (18,19,9)
Ignored (19,20,9) because it's out of bounds.
Connected (19,19,9) -> (19,18,9)
Connected (19,19,9) -> (19,19,10)
Connected (19,19,9) -> (19,19,8)
====================
19,19,10 (19,19,10)
Connected (19,19,10) -> (20,19,10)
Connected (19,19,10) -> (18,19,10)
Ignored (19,20,10) because it's out of bounds.
Connected (19,19,10) -> (19,18,10)
Connected (19,19,10) -> (19,19,11)
Connected (19,19,10) -> (19,19,9)
====================
19,19,11 (19,19,11)
Connected (19,19,11) -> (20,19,11)
Connected (19,19,11) -> (18,19,11)
Ignored (19,20,11) because it's out of bounds.
Connected (19,19,11) -> (19,18,11)
Connected (19,19,11) -> (19,19,12)
Connected (19,19,11) -> (19,19,10)
====================
19,19,12 (19,19,12)
Connected (19,19,12) -> (20,19,12)
Connected (19,19,12) -> (18,19,12)
Ignored (19,20,12) because it's out of bounds.
Connected (19,19,12) -> (19,18,12)
Connected (19,19,12) -> (19,19,13)
Connected (19,19,12) -> (19,19,11)
====================
19,19,13 (19,19,13)
Connected (19,19,13) -> (20,19,13)
Connected (19,19,13) -> (18,19,13)
Ignored (19,20,13) because it's out of bounds.
Connected (19,19,13) -> (19,18,13)
Connected (19,19,13) -> (19,19,14)
Connected (19,19,13) -> (19,19,12)
====================
19,19,14 (19,19,14)
Connected (19,19,14) -> (20,19,14)
Connected (19,19,14) -> (18,19,14)
Ignored (19,20,14) because it's out of bounds.
Connected (19,19,14) -> (19,18,14)
Connected (19,19,14) -> (19,19,15)
Connected (19,19,14) -> (19,19,13)
====================
19,19,15 (19,19,15)
Connected (19,19,15) -> (20,19,15)
Connected (19,19,15) -> (18,19,15)
Ignored (19,20,15) because it's out of bounds.
Connected (19,19,15) -> (19,18,15)
Connected (19,19,15) -> (19,19,16)
Connected (19,19,15) -> (19,19,14)
====================
19,19,16 (19,19,16)
Connected (19,19,16) -> (20,19,16)
Connected (19,19,16) -> (18,19,16)
Ignored (19,20,16) because it's out of bounds.
Connected (19,19,16) -> (19,18,16)
Connected (19,19,16) -> (19,19,17)
Connected (19,19,16) -> (19,19,15)
====================
19,19,17 (19,19,17)
Connected (19,19,17) -> (20,19,17)
Connected (19,19,17) -> (18,19,17)
Ignored (19,20,17) because it's out of bounds.
Connected (19,19,17) -> (19,18,17)
Connected (19,19,17) -> (19,19,18)
Connected (19,19,17) -> (19,19,16)
====================
19,19,18 (19,19,18)
Connected (19,19,18) -> (20,19,18)
Connected (19,19,18) -> (18,19,18)
Ignored (19,20,18) because it's out of bounds.
Connected (19,19,18) -> (19,18,18)
Connected (19,19,18) -> (19,19,19)
Connected (19,19,18) -> (19,19,17)
====================
19,19,19 (19,19,19)
Connected (19,19,19) -> (20,19,19)
Connected (19,19,19) -> (18,19,19)
Ignored (19,20,19) because it's out of bounds.
Connected (19,19,19) -> (19,18,19)
Connected (19,19,19) -> (19,19,20)
Connected (19,19,19) -> (19,19,18)
====================
19,19,20 (19,19,20)
Connected (19,19,20) -> (20,19,20)
Connected (19,19,20) -> (18,19,20)
Ignored (19,20,20) because it's out of bounds.
Connected (19,19,20) -> (19,18,20)
Ignored (19,19,21) because it's out of bounds.
Connected (19,19,20) -> (19,19,19)
====================
20,-1,-1 (20,-1,-1)
Ignored (21,-1,-1) because it's out of bounds.
Connected (20,-1,-1) -> (19,-1,-1)
Connected (20,-1,-1) -> (20,0,-1)
Ignored (20,-2,-1) because it's out of bounds.
Connected (20,-1,-1) -> (20,-1,0)
Ignored (20,-1,-2) because it's out of bounds.
====================
20,-1,0 (20,-1,0)
Ignored (21,-1,0) because it's out of bounds.
Connected (20,-1,0) -> (19,-1,0)
Connected (20,-1,0) -> (20,0,0)
Ignored (20,-2,0) because it's out of bounds.
Connected (20,-1,0) -> (20,-1,1)
Connected (20,-1,0) -> (20,-1,-1)
====================
20,-1,1 (20,-1,1)
Ignored (21,-1,1) because it's out of bounds.
Connected (20,-1,1) -> (19,-1,1)
Connected (20,-1,1) -> (20,0,1)
Ignored (20,-2,1) because it's out of bounds.
Connected (20,-1,1) -> (20,-1,2)
Connected (20,-1,1) -> (20,-1,0)
====================
20,-1,2 (20,-1,2)
Ignored (21,-1,2) because it's out of bounds.
Connected (20,-1,2) -> (19,-1,2)
Connected (20,-1,2) -> (20,0,2)
Ignored (20,-2,2) because it's out of bounds.
Connected (20,-1,2) -> (20,-1,3)
Connected (20,-1,2) -> (20,-1,1)
====================
20,-1,3 (20,-1,3)
Ignored (21,-1,3) because it's out of bounds.
Connected (20,-1,3) -> (19,-1,3)
Connected (20,-1,3) -> (20,0,3)
Ignored (20,-2,3) because it's out of bounds.
Connected (20,-1,3) -> (20,-1,4)
Connected (20,-1,3) -> (20,-1,2)
====================
20,-1,4 (20,-1,4)
Ignored (21,-1,4) because it's out of bounds.
Connected (20,-1,4) -> (19,-1,4)
Connected (20,-1,4) -> (20,0,4)
Ignored (20,-2,4) because it's out of bounds.
Connected (20,-1,4) -> (20,-1,5)
Connected (20,-1,4) -> (20,-1,3)
====================
20,-1,5 (20,-1,5)
Ignored (21,-1,5) because it's out of bounds.
Connected (20,-1,5) -> (19,-1,5)
Connected (20,-1,5) -> (20,0,5)
Ignored (20,-2,5) because it's out of bounds.
Connected (20,-1,5) -> (20,-1,6)
Connected (20,-1,5) -> (20,-1,4)
====================
20,-1,6 (20,-1,6)
Ignored (21,-1,6) because it's out of bounds.
Connected (20,-1,6) -> (19,-1,6)
Connected (20,-1,6) -> (20,0,6)
Ignored (20,-2,6) because it's out of bounds.
Connected (20,-1,6) -> (20,-1,7)
Connected (20,-1,6) -> (20,-1,5)
====================
20,-1,7 (20,-1,7)
Ignored (21,-1,7) because it's out of bounds.
Connected (20,-1,7) -> (19,-1,7)
Connected (20,-1,7) -> (20,0,7)
Ignored (20,-2,7) because it's out of bounds.
Connected (20,-1,7) -> (20,-1,8)
Connected (20,-1,7) -> (20,-1,6)
====================
20,-1,8 (20,-1,8)
Ignored (21,-1,8) because it's out of bounds.
Connected (20,-1,8) -> (19,-1,8)
Connected (20,-1,8) -> (20,0,8)
Ignored (20,-2,8) because it's out of bounds.
Connected (20,-1,8) -> (20,-1,9)
Connected (20,-1,8) -> (20,-1,7)
====================
20,-1,9 (20,-1,9)
Ignored (21,-1,9) because it's out of bounds.
Connected (20,-1,9) -> (19,-1,9)
Connected (20,-1,9) -> (20,0,9)
Ignored (20,-2,9) because it's out of bounds.
Connected (20,-1,9) -> (20,-1,10)
Connected (20,-1,9) -> (20,-1,8)
====================
20,-1,10 (20,-1,10)
Ignored (21,-1,10) because it's out of bounds.
Connected (20,-1,10) -> (19,-1,10)
Connected (20,-1,10) -> (20,0,10)
Ignored (20,-2,10) because it's out of bounds.
Connected (20,-1,10) -> (20,-1,11)
Connected (20,-1,10) -> (20,-1,9)
====================
20,-1,11 (20,-1,11)
Ignored (21,-1,11) because it's out of bounds.
Connected (20,-1,11) -> (19,-1,11)
Connected (20,-1,11) -> (20,0,11)
Ignored (20,-2,11) because it's out of bounds.
Connected (20,-1,11) -> (20,-1,12)
Connected (20,-1,11) -> (20,-1,10)
====================
20,-1,12 (20,-1,12)
Ignored (21,-1,12) because it's out of bounds.
Connected (20,-1,12) -> (19,-1,12)
Connected (20,-1,12) -> (20,0,12)
Ignored (20,-2,12) because it's out of bounds.
Connected (20,-1,12) -> (20,-1,13)
Connected (20,-1,12) -> (20,-1,11)
====================
20,-1,13 (20,-1,13)
Ignored (21,-1,13) because it's out of bounds.
Connected (20,-1,13) -> (19,-1,13)
Connected (20,-1,13) -> (20,0,13)
Ignored (20,-2,13) because it's out of bounds.
Connected (20,-1,13) -> (20,-1,14)
Connected (20,-1,13) -> (20,-1,12)
====================
20,-1,14 (20,-1,14)
Ignored (21,-1,14) because it's out of bounds.
Connected (20,-1,14) -> (19,-1,14)
Connected (20,-1,14) -> (20,0,14)
Ignored (20,-2,14) because it's out of bounds.
Connected (20,-1,14) -> (20,-1,15)
Connected (20,-1,14) -> (20,-1,13)
====================
20,-1,15 (20,-1,15)
Ignored (21,-1,15) because it's out of bounds.
Connected (20,-1,15) -> (19,-1,15)
Connected (20,-1,15) -> (20,0,15)
Ignored (20,-2,15) because it's out of bounds.
Connected (20,-1,15) -> (20,-1,16)
Connected (20,-1,15) -> (20,-1,14)
====================
20,-1,16 (20,-1,16)
Ignored (21,-1,16) because it's out of bounds.
Connected (20,-1,16) -> (19,-1,16)
Connected (20,-1,16) -> (20,0,16)
Ignored (20,-2,16) because it's out of bounds.
Connected (20,-1,16) -> (20,-1,17)
Connected (20,-1,16) -> (20,-1,15)
====================
20,-1,17 (20,-1,17)
Ignored (21,-1,17) because it's out of bounds.
Connected (20,-1,17) -> (19,-1,17)
Connected (20,-1,17) -> (20,0,17)
Ignored (20,-2,17) because it's out of bounds.
Connected (20,-1,17) -> (20,-1,18)
Connected (20,-1,17) -> (20,-1,16)
====================
20,-1,18 (20,-1,18)
Ignored (21,-1,18) because it's out of bounds.
Connected (20,-1,18) -> (19,-1,18)
Connected (20,-1,18) -> (20,0,18)
Ignored (20,-2,18) because it's out of bounds.
Connected (20,-1,18) -> (20,-1,19)
Connected (20,-1,18) -> (20,-1,17)
====================
20,-1,19 (20,-1,19)
Ignored (21,-1,19) because it's out of bounds.
Connected (20,-1,19) -> (19,-1,19)
Connected (20,-1,19) -> (20,0,19)
Ignored (20,-2,19) because it's out of bounds.
Connected (20,-1,19) -> (20,-1,20)
Connected (20,-1,19) -> (20,-1,18)
====================
20,-1,20 (20,-1,20)
Ignored (21,-1,20) because it's out of bounds.
Connected (20,-1,20) -> (19,-1,20)
Connected (20,-1,20) -> (20,0,20)
Ignored (20,-2,20) because it's out of bounds.
Ignored (20,-1,21) because it's out of bounds.
Connected (20,-1,20) -> (20,-1,19)
====================
20,0,-1 (20,0,-1)
Ignored (21,0,-1) because it's out of bounds.
Connected (20,0,-1) -> (19,0,-1)
Connected (20,0,-1) -> (20,1,-1)
Connected (20,0,-1) -> (20,-1,-1)
Connected (20,0,-1) -> (20,0,0)
Ignored (20,0,-2) because it's out of bounds.
====================
20,0,0 (20,0,0)
Ignored (21,0,0) because it's out of bounds.
Connected (20,0,0) -> (19,0,0)
Connected (20,0,0) -> (20,1,0)
Connected (20,0,0) -> (20,-1,0)
Connected (20,0,0) -> (20,0,1)
Connected (20,0,0) -> (20,0,-1)
====================
20,0,1 (20,0,1)
Ignored (21,0,1) because it's out of bounds.
Connected (20,0,1) -> (19,0,1)
Connected (20,0,1) -> (20,1,1)
Connected (20,0,1) -> (20,-1,1)
Connected (20,0,1) -> (20,0,2)
Connected (20,0,1) -> (20,0,0)
====================
20,0,2 (20,0,2)
Ignored (21,0,2) because it's out of bounds.
Connected (20,0,2) -> (19,0,2)
Connected (20,0,2) -> (20,1,2)
Connected (20,0,2) -> (20,-1,2)
Connected (20,0,2) -> (20,0,3)
Connected (20,0,2) -> (20,0,1)
====================
20,0,3 (20,0,3)
Ignored (21,0,3) because it's out of bounds.
Connected (20,0,3) -> (19,0,3)
Connected (20,0,3) -> (20,1,3)
Connected (20,0,3) -> (20,-1,3)
Connected (20,0,3) -> (20,0,4)
Connected (20,0,3) -> (20,0,2)
====================
20,0,4 (20,0,4)
Ignored (21,0,4) because it's out of bounds.
Connected (20,0,4) -> (19,0,4)
Connected (20,0,4) -> (20,1,4)
Connected (20,0,4) -> (20,-1,4)
Connected (20,0,4) -> (20,0,5)
Connected (20,0,4) -> (20,0,3)
====================
20,0,5 (20,0,5)
Ignored (21,0,5) because it's out of bounds.
Connected (20,0,5) -> (19,0,5)
Connected (20,0,5) -> (20,1,5)
Connected (20,0,5) -> (20,-1,5)
Connected (20,0,5) -> (20,0,6)
Connected (20,0,5) -> (20,0,4)
====================
20,0,6 (20,0,6)
Ignored (21,0,6) because it's out of bounds.
Connected (20,0,6) -> (19,0,6)
Connected (20,0,6) -> (20,1,6)
Connected (20,0,6) -> (20,-1,6)
Connected (20,0,6) -> (20,0,7)
Connected (20,0,6) -> (20,0,5)
====================
20,0,7 (20,0,7)
Ignored (21,0,7) because it's out of bounds.
Connected (20,0,7) -> (19,0,7)
Connected (20,0,7) -> (20,1,7)
Connected (20,0,7) -> (20,-1,7)
Connected (20,0,7) -> (20,0,8)
Connected (20,0,7) -> (20,0,6)
====================
20,0,8 (20,0,8)
Ignored (21,0,8) because it's out of bounds.
Connected (20,0,8) -> (19,0,8)
Connected (20,0,8) -> (20,1,8)
Connected (20,0,8) -> (20,-1,8)
Connected (20,0,8) -> (20,0,9)
Connected (20,0,8) -> (20,0,7)
====================
20,0,9 (20,0,9)
Ignored (21,0,9) because it's out of bounds.
Connected (20,0,9) -> (19,0,9)
Connected (20,0,9) -> (20,1,9)
Connected (20,0,9) -> (20,-1,9)
Connected (20,0,9) -> (20,0,10)
Connected (20,0,9) -> (20,0,8)
====================
20,0,10 (20,0,10)
Ignored (21,0,10) because it's out of bounds.
Connected (20,0,10) -> (19,0,10)
Connected (20,0,10) -> (20,1,10)
Connected (20,0,10) -> (20,-1,10)
Connected (20,0,10) -> (20,0,11)
Connected (20,0,10) -> (20,0,9)
====================
20,0,11 (20,0,11)
Ignored (21,0,11) because it's out of bounds.
Connected (20,0,11) -> (19,0,11)
Connected (20,0,11) -> (20,1,11)
Connected (20,0,11) -> (20,-1,11)
Connected (20,0,11) -> (20,0,12)
Connected (20,0,11) -> (20,0,10)
====================
20,0,12 (20,0,12)
Ignored (21,0,12) because it's out of bounds.
Connected (20,0,12) -> (19,0,12)
Connected (20,0,12) -> (20,1,12)
Connected (20,0,12) -> (20,-1,12)
Connected (20,0,12) -> (20,0,13)
Connected (20,0,12) -> (20,0,11)
====================
20,0,13 (20,0,13)
Ignored (21,0,13) because it's out of bounds.
Connected (20,0,13) -> (19,0,13)
Connected (20,0,13) -> (20,1,13)
Connected (20,0,13) -> (20,-1,13)
Connected (20,0,13) -> (20,0,14)
Connected (20,0,13) -> (20,0,12)
====================
20,0,14 (20,0,14)
Ignored (21,0,14) because it's out of bounds.
Connected (20,0,14) -> (19,0,14)
Connected (20,0,14) -> (20,1,14)
Connected (20,0,14) -> (20,-1,14)
Connected (20,0,14) -> (20,0,15)
Connected (20,0,14) -> (20,0,13)
====================
20,0,15 (20,0,15)
Ignored (21,0,15) because it's out of bounds.
Connected (20,0,15) -> (19,0,15)
Connected (20,0,15) -> (20,1,15)
Connected (20,0,15) -> (20,-1,15)
Connected (20,0,15) -> (20,0,16)
Connected (20,0,15) -> (20,0,14)
====================
20,0,16 (20,0,16)
Ignored (21,0,16) because it's out of bounds.
Connected (20,0,16) -> (19,0,16)
Connected (20,0,16) -> (20,1,16)
Connected (20,0,16) -> (20,-1,16)
Connected (20,0,16) -> (20,0,17)
Connected (20,0,16) -> (20,0,15)
====================
20,0,17 (20,0,17)
Ignored (21,0,17) because it's out of bounds.
Connected (20,0,17) -> (19,0,17)
Connected (20,0,17) -> (20,1,17)
Connected (20,0,17) -> (20,-1,17)
Connected (20,0,17) -> (20,0,18)
Connected (20,0,17) -> (20,0,16)
====================
20,0,18 (20,0,18)
Ignored (21,0,18) because it's out of bounds.
Connected (20,0,18) -> (19,0,18)
Connected (20,0,18) -> (20,1,18)
Connected (20,0,18) -> (20,-1,18)
Connected (20,0,18) -> (20,0,19)
Connected (20,0,18) -> (20,0,17)
====================
20,0,19 (20,0,19)
Ignored (21,0,19) because it's out of bounds.
Connected (20,0,19) -> (19,0,19)
Connected (20,0,19) -> (20,1,19)
Connected (20,0,19) -> (20,-1,19)
Connected (20,0,19) -> (20,0,20)
Connected (20,0,19) -> (20,0,18)
====================
20,0,20 (20,0,20)
Ignored (21,0,20) because it's out of bounds.
Connected (20,0,20) -> (19,0,20)
Connected (20,0,20) -> (20,1,20)
Connected (20,0,20) -> (20,-1,20)
Ignored (20,0,21) because it's out of bounds.
Connected (20,0,20) -> (20,0,19)
====================
20,1,-1 (20,1,-1)
Ignored (21,1,-1) because it's out of bounds.
Connected (20,1,-1) -> (19,1,-1)
Connected (20,1,-1) -> (20,2,-1)
Connected (20,1,-1) -> (20,0,-1)
Connected (20,1,-1) -> (20,1,0)
Ignored (20,1,-2) because it's out of bounds.
====================
20,1,0 (20,1,0)
Ignored (21,1,0) because it's out of bounds.
Connected (20,1,0) -> (19,1,0)
Connected (20,1,0) -> (20,2,0)
Connected (20,1,0) -> (20,0,0)
Connected (20,1,0) -> (20,1,1)
Connected (20,1,0) -> (20,1,-1)
====================
20,1,1 (20,1,1)
Ignored (21,1,1) because it's out of bounds.
Connected (20,1,1) -> (19,1,1)
Connected (20,1,1) -> (20,2,1)
Connected (20,1,1) -> (20,0,1)
Connected (20,1,1) -> (20,1,2)
Connected (20,1,1) -> (20,1,0)
====================
20,1,2 (20,1,2)
Ignored (21,1,2) because it's out of bounds.
Connected (20,1,2) -> (19,1,2)
Connected (20,1,2) -> (20,2,2)
Connected (20,1,2) -> (20,0,2)
Connected (20,1,2) -> (20,1,3)
Connected (20,1,2) -> (20,1,1)
====================
20,1,3 (20,1,3)
Ignored (21,1,3) because it's out of bounds.
Connected (20,1,3) -> (19,1,3)
Connected (20,1,3) -> (20,2,3)
Connected (20,1,3) -> (20,0,3)
Connected (20,1,3) -> (20,1,4)
Connected (20,1,3) -> (20,1,2)
====================
20,1,4 (20,1,4)
Ignored (21,1,4) because it's out of bounds.
Connected (20,1,4) -> (19,1,4)
Connected (20,1,4) -> (20,2,4)
Connected (20,1,4) -> (20,0,4)
Connected (20,1,4) -> (20,1,5)
Connected (20,1,4) -> (20,1,3)
====================
20,1,5 (20,1,5)
Ignored (21,1,5) because it's out of bounds.
Connected (20,1,5) -> (19,1,5)
Connected (20,1,5) -> (20,2,5)
Connected (20,1,5) -> (20,0,5)
Connected (20,1,5) -> (20,1,6)
Connected (20,1,5) -> (20,1,4)
====================
20,1,6 (20,1,6)
Ignored (21,1,6) because it's out of bounds.
Connected (20,1,6) -> (19,1,6)
Connected (20,1,6) -> (20,2,6)
Connected (20,1,6) -> (20,0,6)
Connected (20,1,6) -> (20,1,7)
Connected (20,1,6) -> (20,1,5)
====================
20,1,7 (20,1,7)
Ignored (21,1,7) because it's out of bounds.
Connected (20,1,7) -> (19,1,7)
Connected (20,1,7) -> (20,2,7)
Connected (20,1,7) -> (20,0,7)
Connected (20,1,7) -> (20,1,8)
Connected (20,1,7) -> (20,1,6)
====================
20,1,8 (20,1,8)
Ignored (21,1,8) because it's out of bounds.
Connected (20,1,8) -> (19,1,8)
Connected (20,1,8) -> (20,2,8)
Connected (20,1,8) -> (20,0,8)
Connected (20,1,8) -> (20,1,9)
Connected (20,1,8) -> (20,1,7)
====================
20,1,9 (20,1,9)
Ignored (21,1,9) because it's out of bounds.
Connected (20,1,9) -> (19,1,9)
Connected (20,1,9) -> (20,2,9)
Connected (20,1,9) -> (20,0,9)
Connected (20,1,9) -> (20,1,10)
Connected (20,1,9) -> (20,1,8)
====================
20,1,10 (20,1,10)
Ignored (21,1,10) because it's out of bounds.
Connected (20,1,10) -> (19,1,10)
Connected (20,1,10) -> (20,2,10)
Connected (20,1,10) -> (20,0,10)
Connected (20,1,10) -> (20,1,11)
Connected (20,1,10) -> (20,1,9)
====================
20,1,11 (20,1,11)
Ignored (21,1,11) because it's out of bounds.
Connected (20,1,11) -> (19,1,11)
Connected (20,1,11) -> (20,2,11)
Connected (20,1,11) -> (20,0,11)
Connected (20,1,11) -> (20,1,12)
Connected (20,1,11) -> (20,1,10)
====================
20,1,12 (20,1,12)
Ignored (21,1,12) because it's out of bounds.
Connected (20,1,12) -> (19,1,12)
Connected (20,1,12) -> (20,2,12)
Connected (20,1,12) -> (20,0,12)
Connected (20,1,12) -> (20,1,13)
Connected (20,1,12) -> (20,1,11)
====================
20,1,13 (20,1,13)
Ignored (21,1,13) because it's out of bounds.
Connected (20,1,13) -> (19,1,13)
Connected (20,1,13) -> (20,2,13)
Connected (20,1,13) -> (20,0,13)
Connected (20,1,13) -> (20,1,14)
Connected (20,1,13) -> (20,1,12)
====================
20,1,14 (20,1,14)
Ignored (21,1,14) because it's out of bounds.
Connected (20,1,14) -> (19,1,14)
Connected (20,1,14) -> (20,2,14)
Connected (20,1,14) -> (20,0,14)
Connected (20,1,14) -> (20,1,15)
Connected (20,1,14) -> (20,1,13)
====================
20,1,15 (20,1,15)
Ignored (21,1,15) because it's out of bounds.
Connected (20,1,15) -> (19,1,15)
Connected (20,1,15) -> (20,2,15)
Connected (20,1,15) -> (20,0,15)
Connected (20,1,15) -> (20,1,16)
Connected (20,1,15) -> (20,1,14)
====================
20,1,16 (20,1,16)
Ignored (21,1,16) because it's out of bounds.
Connected (20,1,16) -> (19,1,16)
Connected (20,1,16) -> (20,2,16)
Connected (20,1,16) -> (20,0,16)
Connected (20,1,16) -> (20,1,17)
Connected (20,1,16) -> (20,1,15)
====================
20,1,17 (20,1,17)
Ignored (21,1,17) because it's out of bounds.
Connected (20,1,17) -> (19,1,17)
Connected (20,1,17) -> (20,2,17)
Connected (20,1,17) -> (20,0,17)
Connected (20,1,17) -> (20,1,18)
Connected (20,1,17) -> (20,1,16)
====================
20,1,18 (20,1,18)
Ignored (21,1,18) because it's out of bounds.
Connected (20,1,18) -> (19,1,18)
Connected (20,1,18) -> (20,2,18)
Connected (20,1,18) -> (20,0,18)
Connected (20,1,18) -> (20,1,19)
Connected (20,1,18) -> (20,1,17)
====================
20,1,19 (20,1,19)
Ignored (21,1,19) because it's out of bounds.
Connected (20,1,19) -> (19,1,19)
Connected (20,1,19) -> (20,2,19)
Connected (20,1,19) -> (20,0,19)
Connected (20,1,19) -> (20,1,20)
Connected (20,1,19) -> (20,1,18)
====================
20,1,20 (20,1,20)
Ignored (21,1,20) because it's out of bounds.
Connected (20,1,20) -> (19,1,20)
Connected (20,1,20) -> (20,2,20)
Connected (20,1,20) -> (20,0,20)
Ignored (20,1,21) because it's out of bounds.
Connected (20,1,20) -> (20,1,19)
====================
20,2,-1 (20,2,-1)
Ignored (21,2,-1) because it's out of bounds.
Connected (20,2,-1) -> (19,2,-1)
Connected (20,2,-1) -> (20,3,-1)
Connected (20,2,-1) -> (20,1,-1)
Connected (20,2,-1) -> (20,2,0)
Ignored (20,2,-2) because it's out of bounds.
====================
20,2,0 (20,2,0)
Ignored (21,2,0) because it's out of bounds.
Connected (20,2,0) -> (19,2,0)
Connected (20,2,0) -> (20,3,0)
Connected (20,2,0) -> (20,1,0)
Connected (20,2,0) -> (20,2,1)
Connected (20,2,0) -> (20,2,-1)
====================
20,2,1 (20,2,1)
Ignored (21,2,1) because it's out of bounds.
Connected (20,2,1) -> (19,2,1)
Connected (20,2,1) -> (20,3,1)
Connected (20,2,1) -> (20,1,1)
Connected (20,2,1) -> (20,2,2)
Connected (20,2,1) -> (20,2,0)
====================
20,2,2 (20,2,2)
Ignored (21,2,2) because it's out of bounds.
Connected (20,2,2) -> (19,2,2)
Connected (20,2,2) -> (20,3,2)
Connected (20,2,2) -> (20,1,2)
Connected (20,2,2) -> (20,2,3)
Connected (20,2,2) -> (20,2,1)
====================
20,2,3 (20,2,3)
Ignored (21,2,3) because it's out of bounds.
Connected (20,2,3) -> (19,2,3)
Connected (20,2,3) -> (20,3,3)
Connected (20,2,3) -> (20,1,3)
Connected (20,2,3) -> (20,2,4)
Connected (20,2,3) -> (20,2,2)
====================
20,2,4 (20,2,4)
Ignored (21,2,4) because it's out of bounds.
Connected (20,2,4) -> (19,2,4)
Connected (20,2,4) -> (20,3,4)
Connected (20,2,4) -> (20,1,4)
Connected (20,2,4) -> (20,2,5)
Connected (20,2,4) -> (20,2,3)
====================
20,2,5 (20,2,5)
Ignored (21,2,5) because it's out of bounds.
Connected (20,2,5) -> (19,2,5)
Connected (20,2,5) -> (20,3,5)
Connected (20,2,5) -> (20,1,5)
Connected (20,2,5) -> (20,2,6)
Connected (20,2,5) -> (20,2,4)
====================
20,2,6 (20,2,6)
Ignored (21,2,6) because it's out of bounds.
Connected (20,2,6) -> (19,2,6)
Connected (20,2,6) -> (20,3,6)
Connected (20,2,6) -> (20,1,6)
Connected (20,2,6) -> (20,2,7)
Connected (20,2,6) -> (20,2,5)
====================
20,2,7 (20,2,7)
Ignored (21,2,7) because it's out of bounds.
Connected (20,2,7) -> (19,2,7)
Connected (20,2,7) -> (20,3,7)
Connected (20,2,7) -> (20,1,7)
Connected (20,2,7) -> (20,2,8)
Connected (20,2,7) -> (20,2,6)
====================
20,2,8 (20,2,8)
Ignored (21,2,8) because it's out of bounds.
Connected (20,2,8) -> (19,2,8)
Connected (20,2,8) -> (20,3,8)
Connected (20,2,8) -> (20,1,8)
Connected (20,2,8) -> (20,2,9)
Connected (20,2,8) -> (20,2,7)
====================
20,2,9 (20,2,9)
Ignored (21,2,9) because it's out of bounds.
Connected (20,2,9) -> (19,2,9)
Connected (20,2,9) -> (20,3,9)
Connected (20,2,9) -> (20,1,9)
Connected (20,2,9) -> (20,2,10)
Connected (20,2,9) -> (20,2,8)
====================
20,2,10 (20,2,10)
Ignored (21,2,10) because it's out of bounds.
Connected (20,2,10) -> (19,2,10)
Connected (20,2,10) -> (20,3,10)
Connected (20,2,10) -> (20,1,10)
Connected (20,2,10) -> (20,2,11)
Connected (20,2,10) -> (20,2,9)
====================
20,2,11 (20,2,11)
Ignored (21,2,11) because it's out of bounds.
Connected (20,2,11) -> (19,2,11)
Connected (20,2,11) -> (20,3,11)
Connected (20,2,11) -> (20,1,11)
Connected (20,2,11) -> (20,2,12)
Connected (20,2,11) -> (20,2,10)
====================
20,2,12 (20,2,12)
Ignored (21,2,12) because it's out of bounds.
Connected (20,2,12) -> (19,2,12)
Connected (20,2,12) -> (20,3,12)
Connected (20,2,12) -> (20,1,12)
Connected (20,2,12) -> (20,2,13)
Connected (20,2,12) -> (20,2,11)
====================
20,2,13 (20,2,13)
Ignored (21,2,13) because it's out of bounds.
Connected (20,2,13) -> (19,2,13)
Connected (20,2,13) -> (20,3,13)
Connected (20,2,13) -> (20,1,13)
Connected (20,2,13) -> (20,2,14)
Connected (20,2,13) -> (20,2,12)
====================
20,2,14 (20,2,14)
Ignored (21,2,14) because it's out of bounds.
Connected (20,2,14) -> (19,2,14)
Connected (20,2,14) -> (20,3,14)
Connected (20,2,14) -> (20,1,14)
Connected (20,2,14) -> (20,2,15)
Connected (20,2,14) -> (20,2,13)
====================
20,2,15 (20,2,15)
Ignored (21,2,15) because it's out of bounds.
Connected (20,2,15) -> (19,2,15)
Connected (20,2,15) -> (20,3,15)
Connected (20,2,15) -> (20,1,15)
Connected (20,2,15) -> (20,2,16)
Connected (20,2,15) -> (20,2,14)
====================
20,2,16 (20,2,16)
Ignored (21,2,16) because it's out of bounds.
Connected (20,2,16) -> (19,2,16)
Connected (20,2,16) -> (20,3,16)
Connected (20,2,16) -> (20,1,16)
Connected (20,2,16) -> (20,2,17)
Connected (20,2,16) -> (20,2,15)
====================
20,2,17 (20,2,17)
Ignored (21,2,17) because it's out of bounds.
Connected (20,2,17) -> (19,2,17)
Connected (20,2,17) -> (20,3,17)
Connected (20,2,17) -> (20,1,17)
Connected (20,2,17) -> (20,2,18)
Connected (20,2,17) -> (20,2,16)
====================
20,2,18 (20,2,18)
Ignored (21,2,18) because it's out of bounds.
Connected (20,2,18) -> (19,2,18)
Connected (20,2,18) -> (20,3,18)
Connected (20,2,18) -> (20,1,18)
Connected (20,2,18) -> (20,2,19)
Connected (20,2,18) -> (20,2,17)
====================
20,2,19 (20,2,19)
Ignored (21,2,19) because it's out of bounds.
Connected (20,2,19) -> (19,2,19)
Connected (20,2,19) -> (20,3,19)
Connected (20,2,19) -> (20,1,19)
Connected (20,2,19) -> (20,2,20)
Connected (20,2,19) -> (20,2,18)
====================
20,2,20 (20,2,20)
Ignored (21,2,20) because it's out of bounds.
Connected (20,2,20) -> (19,2,20)
Connected (20,2,20) -> (20,3,20)
Connected (20,2,20) -> (20,1,20)
Ignored (20,2,21) because it's out of bounds.
Connected (20,2,20) -> (20,2,19)
====================
20,3,-1 (20,3,-1)
Ignored (21,3,-1) because it's out of bounds.
Connected (20,3,-1) -> (19,3,-1)
Connected (20,3,-1) -> (20,4,-1)
Connected (20,3,-1) -> (20,2,-1)
Connected (20,3,-1) -> (20,3,0)
Ignored (20,3,-2) because it's out of bounds.
====================
20,3,0 (20,3,0)
Ignored (21,3,0) because it's out of bounds.
Connected (20,3,0) -> (19,3,0)
Connected (20,3,0) -> (20,4,0)
Connected (20,3,0) -> (20,2,0)
Connected (20,3,0) -> (20,3,1)
Connected (20,3,0) -> (20,3,-1)
====================
20,3,1 (20,3,1)
Ignored (21,3,1) because it's out of bounds.
Connected (20,3,1) -> (19,3,1)
Connected (20,3,1) -> (20,4,1)
Connected (20,3,1) -> (20,2,1)
Connected (20,3,1) -> (20,3,2)
Connected (20,3,1) -> (20,3,0)
====================
20,3,2 (20,3,2)
Ignored (21,3,2) because it's out of bounds.
Connected (20,3,2) -> (19,3,2)
Connected (20,3,2) -> (20,4,2)
Connected (20,3,2) -> (20,2,2)
Connected (20,3,2) -> (20,3,3)
Connected (20,3,2) -> (20,3,1)
====================
20,3,3 (20,3,3)
Ignored (21,3,3) because it's out of bounds.
Connected (20,3,3) -> (19,3,3)
Connected (20,3,3) -> (20,4,3)
Connected (20,3,3) -> (20,2,3)
Connected (20,3,3) -> (20,3,4)
Connected (20,3,3) -> (20,3,2)
====================
20,3,4 (20,3,4)
Ignored (21,3,4) because it's out of bounds.
Connected (20,3,4) -> (19,3,4)
Connected (20,3,4) -> (20,4,4)
Connected (20,3,4) -> (20,2,4)
Connected (20,3,4) -> (20,3,5)
Connected (20,3,4) -> (20,3,3)
====================
20,3,5 (20,3,5)
Ignored (21,3,5) because it's out of bounds.
Connected (20,3,5) -> (19,3,5)
Connected (20,3,5) -> (20,4,5)
Connected (20,3,5) -> (20,2,5)
Connected (20,3,5) -> (20,3,6)
Connected (20,3,5) -> (20,3,4)
====================
20,3,6 (20,3,6)
Ignored (21,3,6) because it's out of bounds.
Connected (20,3,6) -> (19,3,6)
Connected (20,3,6) -> (20,4,6)
Connected (20,3,6) -> (20,2,6)
Connected (20,3,6) -> (20,3,7)
Connected (20,3,6) -> (20,3,5)
====================
20,3,7 (20,3,7)
Ignored (21,3,7) because it's out of bounds.
Connected (20,3,7) -> (19,3,7)
Connected (20,3,7) -> (20,4,7)
Connected (20,3,7) -> (20,2,7)
Connected (20,3,7) -> (20,3,8)
Connected (20,3,7) -> (20,3,6)
====================
20,3,8 (20,3,8)
Ignored (21,3,8) because it's out of bounds.
Connected (20,3,8) -> (19,3,8)
Connected (20,3,8) -> (20,4,8)
Connected (20,3,8) -> (20,2,8)
Connected (20,3,8) -> (20,3,9)
Connected (20,3,8) -> (20,3,7)
====================
20,3,9 (20,3,9)
Ignored (21,3,9) because it's out of bounds.
Connected (20,3,9) -> (19,3,9)
Connected (20,3,9) -> (20,4,9)
Connected (20,3,9) -> (20,2,9)
Connected (20,3,9) -> (20,3,10)
Connected (20,3,9) -> (20,3,8)
====================
20,3,10 (20,3,10)
Ignored (21,3,10) because it's out of bounds.
Connected (20,3,10) -> (19,3,10)
Connected (20,3,10) -> (20,4,10)
Connected (20,3,10) -> (20,2,10)
Connected (20,3,10) -> (20,3,11)
Connected (20,3,10) -> (20,3,9)
====================
20,3,11 (20,3,11)
Ignored (21,3,11) because it's out of bounds.
Connected (20,3,11) -> (19,3,11)
Connected (20,3,11) -> (20,4,11)
Connected (20,3,11) -> (20,2,11)
Connected (20,3,11) -> (20,3,12)
Connected (20,3,11) -> (20,3,10)
====================
20,3,12 (20,3,12)
Ignored (21,3,12) because it's out of bounds.
Connected (20,3,12) -> (19,3,12)
Connected (20,3,12) -> (20,4,12)
Connected (20,3,12) -> (20,2,12)
Connected (20,3,12) -> (20,3,13)
Connected (20,3,12) -> (20,3,11)
====================
20,3,13 (20,3,13)
Ignored (21,3,13) because it's out of bounds.
Connected (20,3,13) -> (19,3,13)
Connected (20,3,13) -> (20,4,13)
Connected (20,3,13) -> (20,2,13)
Connected (20,3,13) -> (20,3,14)
Connected (20,3,13) -> (20,3,12)
====================
20,3,14 (20,3,14)
Ignored (21,3,14) because it's out of bounds.
Connected (20,3,14) -> (19,3,14)
Connected (20,3,14) -> (20,4,14)
Connected (20,3,14) -> (20,2,14)
Connected (20,3,14) -> (20,3,15)
Connected (20,3,14) -> (20,3,13)
====================
20,3,15 (20,3,15)
Ignored (21,3,15) because it's out of bounds.
Connected (20,3,15) -> (19,3,15)
Connected (20,3,15) -> (20,4,15)
Connected (20,3,15) -> (20,2,15)
Connected (20,3,15) -> (20,3,16)
Connected (20,3,15) -> (20,3,14)
====================
20,3,16 (20,3,16)
Ignored (21,3,16) because it's out of bounds.
Connected (20,3,16) -> (19,3,16)
Connected (20,3,16) -> (20,4,16)
Connected (20,3,16) -> (20,2,16)
Connected (20,3,16) -> (20,3,17)
Connected (20,3,16) -> (20,3,15)
====================
20,3,17 (20,3,17)
Ignored (21,3,17) because it's out of bounds.
Connected (20,3,17) -> (19,3,17)
Connected (20,3,17) -> (20,4,17)
Connected (20,3,17) -> (20,2,17)
Connected (20,3,17) -> (20,3,18)
Connected (20,3,17) -> (20,3,16)
====================
20,3,18 (20,3,18)
Ignored (21,3,18) because it's out of bounds.
Connected (20,3,18) -> (19,3,18)
Connected (20,3,18) -> (20,4,18)
Connected (20,3,18) -> (20,2,18)
Connected (20,3,18) -> (20,3,19)
Connected (20,3,18) -> (20,3,17)
====================
20,3,19 (20,3,19)
Ignored (21,3,19) because it's out of bounds.
Connected (20,3,19) -> (19,3,19)
Connected (20,3,19) -> (20,4,19)
Connected (20,3,19) -> (20,2,19)
Connected (20,3,19) -> (20,3,20)
Connected (20,3,19) -> (20,3,18)
====================
20,3,20 (20,3,20)
Ignored (21,3,20) because it's out of bounds.
Connected (20,3,20) -> (19,3,20)
Connected (20,3,20) -> (20,4,20)
Connected (20,3,20) -> (20,2,20)
Ignored (20,3,21) because it's out of bounds.
Connected (20,3,20) -> (20,3,19)
====================
20,4,-1 (20,4,-1)
Ignored (21,4,-1) because it's out of bounds.
Connected (20,4,-1) -> (19,4,-1)
Connected (20,4,-1) -> (20,5,-1)
Connected (20,4,-1) -> (20,3,-1)
Connected (20,4,-1) -> (20,4,0)
Ignored (20,4,-2) because it's out of bounds.
====================
20,4,0 (20,4,0)
Ignored (21,4,0) because it's out of bounds.
Connected (20,4,0) -> (19,4,0)
Connected (20,4,0) -> (20,5,0)
Connected (20,4,0) -> (20,3,0)
Connected (20,4,0) -> (20,4,1)
Connected (20,4,0) -> (20,4,-1)
====================
20,4,1 (20,4,1)
Ignored (21,4,1) because it's out of bounds.
Connected (20,4,1) -> (19,4,1)
Connected (20,4,1) -> (20,5,1)
Connected (20,4,1) -> (20,3,1)
Connected (20,4,1) -> (20,4,2)
Connected (20,4,1) -> (20,4,0)
====================
20,4,2 (20,4,2)
Ignored (21,4,2) because it's out of bounds.
Connected (20,4,2) -> (19,4,2)
Connected (20,4,2) -> (20,5,2)
Connected (20,4,2) -> (20,3,2)
Connected (20,4,2) -> (20,4,3)
Connected (20,4,2) -> (20,4,1)
====================
20,4,3 (20,4,3)
Ignored (21,4,3) because it's out of bounds.
Connected (20,4,3) -> (19,4,3)
Connected (20,4,3) -> (20,5,3)
Connected (20,4,3) -> (20,3,3)
Connected (20,4,3) -> (20,4,4)
Connected (20,4,3) -> (20,4,2)
====================
20,4,4 (20,4,4)
Ignored (21,4,4) because it's out of bounds.
Connected (20,4,4) -> (19,4,4)
Connected (20,4,4) -> (20,5,4)
Connected (20,4,4) -> (20,3,4)
Connected (20,4,4) -> (20,4,5)
Connected (20,4,4) -> (20,4,3)
====================
20,4,5 (20,4,5)
Ignored (21,4,5) because it's out of bounds.
Connected (20,4,5) -> (19,4,5)
Connected (20,4,5) -> (20,5,5)
Connected (20,4,5) -> (20,3,5)
Connected (20,4,5) -> (20,4,6)
Connected (20,4,5) -> (20,4,4)
====================
20,4,6 (20,4,6)
Ignored (21,4,6) because it's out of bounds.
Connected (20,4,6) -> (19,4,6)
Connected (20,4,6) -> (20,5,6)
Connected (20,4,6) -> (20,3,6)
Connected (20,4,6) -> (20,4,7)
Connected (20,4,6) -> (20,4,5)
====================
20,4,7 (20,4,7)
Ignored (21,4,7) because it's out of bounds.
Connected (20,4,7) -> (19,4,7)
Connected (20,4,7) -> (20,5,7)
Connected (20,4,7) -> (20,3,7)
Connected (20,4,7) -> (20,4,8)
Connected (20,4,7) -> (20,4,6)
====================
20,4,8 (20,4,8)
Ignored (21,4,8) because it's out of bounds.
Connected (20,4,8) -> (19,4,8)
Connected (20,4,8) -> (20,5,8)
Connected (20,4,8) -> (20,3,8)
Connected (20,4,8) -> (20,4,9)
Connected (20,4,8) -> (20,4,7)
====================
20,4,9 (20,4,9)
Ignored (21,4,9) because it's out of bounds.
Connected (20,4,9) -> (19,4,9)
Connected (20,4,9) -> (20,5,9)
Connected (20,4,9) -> (20,3,9)
Connected (20,4,9) -> (20,4,10)
Connected (20,4,9) -> (20,4,8)
====================
20,4,10 (20,4,10)
Ignored (21,4,10) because it's out of bounds.
Connected (20,4,10) -> (19,4,10)
Connected (20,4,10) -> (20,5,10)
Connected (20,4,10) -> (20,3,10)
Connected (20,4,10) -> (20,4,11)
Connected (20,4,10) -> (20,4,9)
====================
20,4,11 (20,4,11)
Ignored (21,4,11) because it's out of bounds.
Connected (20,4,11) -> (19,4,11)
Connected (20,4,11) -> (20,5,11)
Connected (20,4,11) -> (20,3,11)
Connected (20,4,11) -> (20,4,12)
Connected (20,4,11) -> (20,4,10)
====================
20,4,12 (20,4,12)
Ignored (21,4,12) because it's out of bounds.
Connected (20,4,12) -> (19,4,12)
Connected (20,4,12) -> (20,5,12)
Connected (20,4,12) -> (20,3,12)
Connected (20,4,12) -> (20,4,13)
Connected (20,4,12) -> (20,4,11)
====================
20,4,13 (20,4,13)
Ignored (21,4,13) because it's out of bounds.
Connected (20,4,13) -> (19,4,13)
Connected (20,4,13) -> (20,5,13)
Connected (20,4,13) -> (20,3,13)
Connected (20,4,13) -> (20,4,14)
Connected (20,4,13) -> (20,4,12)
====================
20,4,14 (20,4,14)
Ignored (21,4,14) because it's out of bounds.
Connected (20,4,14) -> (19,4,14)
Connected (20,4,14) -> (20,5,14)
Connected (20,4,14) -> (20,3,14)
Connected (20,4,14) -> (20,4,15)
Connected (20,4,14) -> (20,4,13)
====================
20,4,15 (20,4,15)
Ignored (21,4,15) because it's out of bounds.
Connected (20,4,15) -> (19,4,15)
Connected (20,4,15) -> (20,5,15)
Connected (20,4,15) -> (20,3,15)
Connected (20,4,15) -> (20,4,16)
Connected (20,4,15) -> (20,4,14)
====================
20,4,16 (20,4,16)
Ignored (21,4,16) because it's out of bounds.
Connected (20,4,16) -> (19,4,16)
Connected (20,4,16) -> (20,5,16)
Connected (20,4,16) -> (20,3,16)
Connected (20,4,16) -> (20,4,17)
Connected (20,4,16) -> (20,4,15)
====================
20,4,17 (20,4,17)
Ignored (21,4,17) because it's out of bounds.
Connected (20,4,17) -> (19,4,17)
Connected (20,4,17) -> (20,5,17)
Connected (20,4,17) -> (20,3,17)
Connected (20,4,17) -> (20,4,18)
Connected (20,4,17) -> (20,4,16)
====================
20,4,18 (20,4,18)
Ignored (21,4,18) because it's out of bounds.
Connected (20,4,18) -> (19,4,18)
Connected (20,4,18) -> (20,5,18)
Connected (20,4,18) -> (20,3,18)
Connected (20,4,18) -> (20,4,19)
Connected (20,4,18) -> (20,4,17)
====================
20,4,19 (20,4,19)
Ignored (21,4,19) because it's out of bounds.
Connected (20,4,19) -> (19,4,19)
Connected (20,4,19) -> (20,5,19)
Connected (20,4,19) -> (20,3,19)
Connected (20,4,19) -> (20,4,20)
Connected (20,4,19) -> (20,4,18)
====================
20,4,20 (20,4,20)
Ignored (21,4,20) because it's out of bounds.
Connected (20,4,20) -> (19,4,20)
Connected (20,4,20) -> (20,5,20)
Connected (20,4,20) -> (20,3,20)
Ignored (20,4,21) because it's out of bounds.
Connected (20,4,20) -> (20,4,19)
====================
20,5,-1 (20,5,-1)
Ignored (21,5,-1) because it's out of bounds.
Connected (20,5,-1) -> (19,5,-1)
Connected (20,5,-1) -> (20,6,-1)
Connected (20,5,-1) -> (20,4,-1)
Connected (20,5,-1) -> (20,5,0)
Ignored (20,5,-2) because it's out of bounds.
====================
20,5,0 (20,5,0)
Ignored (21,5,0) because it's out of bounds.
Connected (20,5,0) -> (19,5,0)
Connected (20,5,0) -> (20,6,0)
Connected (20,5,0) -> (20,4,0)
Connected (20,5,0) -> (20,5,1)
Connected (20,5,0) -> (20,5,-1)
====================
20,5,1 (20,5,1)
Ignored (21,5,1) because it's out of bounds.
Connected (20,5,1) -> (19,5,1)
Connected (20,5,1) -> (20,6,1)
Connected (20,5,1) -> (20,4,1)
Connected (20,5,1) -> (20,5,2)
Connected (20,5,1) -> (20,5,0)
====================
20,5,2 (20,5,2)
Ignored (21,5,2) because it's out of bounds.
Connected (20,5,2) -> (19,5,2)
Connected (20,5,2) -> (20,6,2)
Connected (20,5,2) -> (20,4,2)
Connected (20,5,2) -> (20,5,3)
Connected (20,5,2) -> (20,5,1)
====================
20,5,3 (20,5,3)
Ignored (21,5,3) because it's out of bounds.
Connected (20,5,3) -> (19,5,3)
Connected (20,5,3) -> (20,6,3)
Connected (20,5,3) -> (20,4,3)
Connected (20,5,3) -> (20,5,4)
Connected (20,5,3) -> (20,5,2)
====================
20,5,4 (20,5,4)
Ignored (21,5,4) because it's out of bounds.
Connected (20,5,4) -> (19,5,4)
Connected (20,5,4) -> (20,6,4)
Connected (20,5,4) -> (20,4,4)
Connected (20,5,4) -> (20,5,5)
Connected (20,5,4) -> (20,5,3)
====================
20,5,5 (20,5,5)
Ignored (21,5,5) because it's out of bounds.
Connected (20,5,5) -> (19,5,5)
Connected (20,5,5) -> (20,6,5)
Connected (20,5,5) -> (20,4,5)
Connected (20,5,5) -> (20,5,6)
Connected (20,5,5) -> (20,5,4)
====================
20,5,6 (20,5,6)
Ignored (21,5,6) because it's out of bounds.
Connected (20,5,6) -> (19,5,6)
Connected (20,5,6) -> (20,6,6)
Connected (20,5,6) -> (20,4,6)
Connected (20,5,6) -> (20,5,7)
Connected (20,5,6) -> (20,5,5)
====================
20,5,7 (20,5,7)
Ignored (21,5,7) because it's out of bounds.
Connected (20,5,7) -> (19,5,7)
Connected (20,5,7) -> (20,6,7)
Connected (20,5,7) -> (20,4,7)
Connected (20,5,7) -> (20,5,8)
Connected (20,5,7) -> (20,5,6)
====================
20,5,8 (20,5,8)
Ignored (21,5,8) because it's out of bounds.
Connected (20,5,8) -> (19,5,8)
Connected (20,5,8) -> (20,6,8)
Connected (20,5,8) -> (20,4,8)
Connected (20,5,8) -> (20,5,9)
Connected (20,5,8) -> (20,5,7)
====================
20,5,9 (20,5,9)
Ignored (21,5,9) because it's out of bounds.
Connected (20,5,9) -> (19,5,9)
Connected (20,5,9) -> (20,6,9)
Connected (20,5,9) -> (20,4,9)
Connected (20,5,9) -> (20,5,10)
Connected (20,5,9) -> (20,5,8)
====================
20,5,10 (20,5,10)
Ignored (21,5,10) because it's out of bounds.
Connected (20,5,10) -> (19,5,10)
Connected (20,5,10) -> (20,6,10)
Connected (20,5,10) -> (20,4,10)
Connected (20,5,10) -> (20,5,11)
Connected (20,5,10) -> (20,5,9)
====================
20,5,11 (20,5,11)
Ignored (21,5,11) because it's out of bounds.
Connected (20,5,11) -> (19,5,11)
Connected (20,5,11) -> (20,6,11)
Connected (20,5,11) -> (20,4,11)
Connected (20,5,11) -> (20,5,12)
Connected (20,5,11) -> (20,5,10)
====================
20,5,12 (20,5,12)
Ignored (21,5,12) because it's out of bounds.
Connected (20,5,12) -> (19,5,12)
Connected (20,5,12) -> (20,6,12)
Connected (20,5,12) -> (20,4,12)
Connected (20,5,12) -> (20,5,13)
Connected (20,5,12) -> (20,5,11)
====================
20,5,13 (20,5,13)
Ignored (21,5,13) because it's out of bounds.
Connected (20,5,13) -> (19,5,13)
Connected (20,5,13) -> (20,6,13)
Connected (20,5,13) -> (20,4,13)
Connected (20,5,13) -> (20,5,14)
Connected (20,5,13) -> (20,5,12)
====================
20,5,14 (20,5,14)
Ignored (21,5,14) because it's out of bounds.
Connected (20,5,14) -> (19,5,14)
Connected (20,5,14) -> (20,6,14)
Connected (20,5,14) -> (20,4,14)
Connected (20,5,14) -> (20,5,15)
Connected (20,5,14) -> (20,5,13)
====================
20,5,15 (20,5,15)
Ignored (21,5,15) because it's out of bounds.
Connected (20,5,15) -> (19,5,15)
Connected (20,5,15) -> (20,6,15)
Connected (20,5,15) -> (20,4,15)
Connected (20,5,15) -> (20,5,16)
Connected (20,5,15) -> (20,5,14)
====================
20,5,16 (20,5,16)
Ignored (21,5,16) because it's out of bounds.
Connected (20,5,16) -> (19,5,16)
Connected (20,5,16) -> (20,6,16)
Connected (20,5,16) -> (20,4,16)
Connected (20,5,16) -> (20,5,17)
Connected (20,5,16) -> (20,5,15)
====================
20,5,17 (20,5,17)
Ignored (21,5,17) because it's out of bounds.
Connected (20,5,17) -> (19,5,17)
Connected (20,5,17) -> (20,6,17)
Connected (20,5,17) -> (20,4,17)
Connected (20,5,17) -> (20,5,18)
Connected (20,5,17) -> (20,5,16)
====================
20,5,18 (20,5,18)
Ignored (21,5,18) because it's out of bounds.
Connected (20,5,18) -> (19,5,18)
Connected (20,5,18) -> (20,6,18)
Connected (20,5,18) -> (20,4,18)
Connected (20,5,18) -> (20,5,19)
Connected (20,5,18) -> (20,5,17)
====================
20,5,19 (20,5,19)
Ignored (21,5,19) because it's out of bounds.
Connected (20,5,19) -> (19,5,19)
Connected (20,5,19) -> (20,6,19)
Connected (20,5,19) -> (20,4,19)
Connected (20,5,19) -> (20,5,20)
Connected (20,5,19) -> (20,5,18)
====================
20,5,20 (20,5,20)
Ignored (21,5,20) because it's out of bounds.
Connected (20,5,20) -> (19,5,20)
Connected (20,5,20) -> (20,6,20)
Connected (20,5,20) -> (20,4,20)
Ignored (20,5,21) because it's out of bounds.
Connected (20,5,20) -> (20,5,19)
====================
20,6,-1 (20,6,-1)
Ignored (21,6,-1) because it's out of bounds.
Connected (20,6,-1) -> (19,6,-1)
Connected (20,6,-1) -> (20,7,-1)
Connected (20,6,-1) -> (20,5,-1)
Connected (20,6,-1) -> (20,6,0)
Ignored (20,6,-2) because it's out of bounds.
====================
20,6,0 (20,6,0)
Ignored (21,6,0) because it's out of bounds.
Connected (20,6,0) -> (19,6,0)
Connected (20,6,0) -> (20,7,0)
Connected (20,6,0) -> (20,5,0)
Connected (20,6,0) -> (20,6,1)
Connected (20,6,0) -> (20,6,-1)
====================
20,6,1 (20,6,1)
Ignored (21,6,1) because it's out of bounds.
Connected (20,6,1) -> (19,6,1)
Connected (20,6,1) -> (20,7,1)
Connected (20,6,1) -> (20,5,1)
Connected (20,6,1) -> (20,6,2)
Connected (20,6,1) -> (20,6,0)
====================
20,6,2 (20,6,2)
Ignored (21,6,2) because it's out of bounds.
Connected (20,6,2) -> (19,6,2)
Connected (20,6,2) -> (20,7,2)
Connected (20,6,2) -> (20,5,2)
Connected (20,6,2) -> (20,6,3)
Connected (20,6,2) -> (20,6,1)
====================
20,6,3 (20,6,3)
Ignored (21,6,3) because it's out of bounds.
Connected (20,6,3) -> (19,6,3)
Connected (20,6,3) -> (20,7,3)
Connected (20,6,3) -> (20,5,3)
Connected (20,6,3) -> (20,6,4)
Connected (20,6,3) -> (20,6,2)
====================
20,6,4 (20,6,4)
Ignored (21,6,4) because it's out of bounds.
Connected (20,6,4) -> (19,6,4)
Connected (20,6,4) -> (20,7,4)
Connected (20,6,4) -> (20,5,4)
Connected (20,6,4) -> (20,6,5)
Connected (20,6,4) -> (20,6,3)
====================
20,6,5 (20,6,5)
Ignored (21,6,5) because it's out of bounds.
Connected (20,6,5) -> (19,6,5)
Connected (20,6,5) -> (20,7,5)
Connected (20,6,5) -> (20,5,5)
Connected (20,6,5) -> (20,6,6)
Connected (20,6,5) -> (20,6,4)
====================
20,6,6 (20,6,6)
Ignored (21,6,6) because it's out of bounds.
Connected (20,6,6) -> (19,6,6)
Connected (20,6,6) -> (20,7,6)
Connected (20,6,6) -> (20,5,6)
Connected (20,6,6) -> (20,6,7)
Connected (20,6,6) -> (20,6,5)
====================
20,6,7 (20,6,7)
Ignored (21,6,7) because it's out of bounds.
Connected (20,6,7) -> (19,6,7)
Connected (20,6,7) -> (20,7,7)
Connected (20,6,7) -> (20,5,7)
Connected (20,6,7) -> (20,6,8)
Connected (20,6,7) -> (20,6,6)
====================
20,6,8 (20,6,8)
Ignored (21,6,8) because it's out of bounds.
Connected (20,6,8) -> (19,6,8)
Connected (20,6,8) -> (20,7,8)
Connected (20,6,8) -> (20,5,8)
Connected (20,6,8) -> (20,6,9)
Connected (20,6,8) -> (20,6,7)
====================
20,6,9 (20,6,9)
Ignored (21,6,9) because it's out of bounds.
Connected (20,6,9) -> (19,6,9)
Connected (20,6,9) -> (20,7,9)
Connected (20,6,9) -> (20,5,9)
Connected (20,6,9) -> (20,6,10)
Connected (20,6,9) -> (20,6,8)
====================
20,6,10 (20,6,10)
Ignored (21,6,10) because it's out of bounds.
Connected (20,6,10) -> (19,6,10)
Connected (20,6,10) -> (20,7,10)
Connected (20,6,10) -> (20,5,10)
Connected (20,6,10) -> (20,6,11)
Connected (20,6,10) -> (20,6,9)
====================
20,6,11 (20,6,11)
Ignored (21,6,11) because it's out of bounds.
Connected (20,6,11) -> (19,6,11)
Connected (20,6,11) -> (20,7,11)
Connected (20,6,11) -> (20,5,11)
Connected (20,6,11) -> (20,6,12)
Connected (20,6,11) -> (20,6,10)
====================
20,6,12 (20,6,12)
Ignored (21,6,12) because it's out of bounds.
Connected (20,6,12) -> (19,6,12)
Connected (20,6,12) -> (20,7,12)
Connected (20,6,12) -> (20,5,12)
Connected (20,6,12) -> (20,6,13)
Connected (20,6,12) -> (20,6,11)
====================
20,6,13 (20,6,13)
Ignored (21,6,13) because it's out of bounds.
Connected (20,6,13) -> (19,6,13)
Connected (20,6,13) -> (20,7,13)
Connected (20,6,13) -> (20,5,13)
Connected (20,6,13) -> (20,6,14)
Connected (20,6,13) -> (20,6,12)
====================
20,6,14 (20,6,14)
Ignored (21,6,14) because it's out of bounds.
Connected (20,6,14) -> (19,6,14)
Connected (20,6,14) -> (20,7,14)
Connected (20,6,14) -> (20,5,14)
Connected (20,6,14) -> (20,6,15)
Connected (20,6,14) -> (20,6,13)
====================
20,6,15 (20,6,15)
Ignored (21,6,15) because it's out of bounds.
Connected (20,6,15) -> (19,6,15)
Connected (20,6,15) -> (20,7,15)
Connected (20,6,15) -> (20,5,15)
Connected (20,6,15) -> (20,6,16)
Connected (20,6,15) -> (20,6,14)
====================
20,6,16 (20,6,16)
Ignored (21,6,16) because it's out of bounds.
Connected (20,6,16) -> (19,6,16)
Connected (20,6,16) -> (20,7,16)
Connected (20,6,16) -> (20,5,16)
Connected (20,6,16) -> (20,6,17)
Connected (20,6,16) -> (20,6,15)
====================
20,6,17 (20,6,17)
Ignored (21,6,17) because it's out of bounds.
Connected (20,6,17) -> (19,6,17)
Connected (20,6,17) -> (20,7,17)
Connected (20,6,17) -> (20,5,17)
Connected (20,6,17) -> (20,6,18)
Connected (20,6,17) -> (20,6,16)
====================
20,6,18 (20,6,18)
Ignored (21,6,18) because it's out of bounds.
Connected (20,6,18) -> (19,6,18)
Connected (20,6,18) -> (20,7,18)
Connected (20,6,18) -> (20,5,18)
Connected (20,6,18) -> (20,6,19)
Connected (20,6,18) -> (20,6,17)
====================
20,6,19 (20,6,19)
Ignored (21,6,19) because it's out of bounds.
Connected (20,6,19) -> (19,6,19)
Connected (20,6,19) -> (20,7,19)
Connected (20,6,19) -> (20,5,19)
Connected (20,6,19) -> (20,6,20)
Connected (20,6,19) -> (20,6,18)
====================
20,6,20 (20,6,20)
Ignored (21,6,20) because it's out of bounds.
Connected (20,6,20) -> (19,6,20)
Connected (20,6,20) -> (20,7,20)
Connected (20,6,20) -> (20,5,20)
Ignored (20,6,21) because it's out of bounds.
Connected (20,6,20) -> (20,6,19)
====================
20,7,-1 (20,7,-1)
Ignored (21,7,-1) because it's out of bounds.
Connected (20,7,-1) -> (19,7,-1)
Connected (20,7,-1) -> (20,8,-1)
Connected (20,7,-1) -> (20,6,-1)
Connected (20,7,-1) -> (20,7,0)
Ignored (20,7,-2) because it's out of bounds.
====================
20,7,0 (20,7,0)
Ignored (21,7,0) because it's out of bounds.
Connected (20,7,0) -> (19,7,0)
Connected (20,7,0) -> (20,8,0)
Connected (20,7,0) -> (20,6,0)
Connected (20,7,0) -> (20,7,1)
Connected (20,7,0) -> (20,7,-1)
====================
20,7,1 (20,7,1)
Ignored (21,7,1) because it's out of bounds.
Connected (20,7,1) -> (19,7,1)
Connected (20,7,1) -> (20,8,1)
Connected (20,7,1) -> (20,6,1)
Connected (20,7,1) -> (20,7,2)
Connected (20,7,1) -> (20,7,0)
====================
20,7,2 (20,7,2)
Ignored (21,7,2) because it's out of bounds.
Connected (20,7,2) -> (19,7,2)
Connected (20,7,2) -> (20,8,2)
Connected (20,7,2) -> (20,6,2)
Connected (20,7,2) -> (20,7,3)
Connected (20,7,2) -> (20,7,1)
====================
20,7,3 (20,7,3)
Ignored (21,7,3) because it's out of bounds.
Connected (20,7,3) -> (19,7,3)
Connected (20,7,3) -> (20,8,3)
Connected (20,7,3) -> (20,6,3)
Connected (20,7,3) -> (20,7,4)
Connected (20,7,3) -> (20,7,2)
====================
20,7,4 (20,7,4)
Ignored (21,7,4) because it's out of bounds.
Connected (20,7,4) -> (19,7,4)
Connected (20,7,4) -> (20,8,4)
Connected (20,7,4) -> (20,6,4)
Connected (20,7,4) -> (20,7,5)
Connected (20,7,4) -> (20,7,3)
====================
20,7,5 (20,7,5)
Ignored (21,7,5) because it's out of bounds.
Connected (20,7,5) -> (19,7,5)
Connected (20,7,5) -> (20,8,5)
Connected (20,7,5) -> (20,6,5)
Connected (20,7,5) -> (20,7,6)
Connected (20,7,5) -> (20,7,4)
====================
20,7,6 (20,7,6)
Ignored (21,7,6) because it's out of bounds.
Connected (20,7,6) -> (19,7,6)
Connected (20,7,6) -> (20,8,6)
Connected (20,7,6) -> (20,6,6)
Connected (20,7,6) -> (20,7,7)
Connected (20,7,6) -> (20,7,5)
====================
20,7,7 (20,7,7)
Ignored (21,7,7) because it's out of bounds.
Connected (20,7,7) -> (19,7,7)
Connected (20,7,7) -> (20,8,7)
Connected (20,7,7) -> (20,6,7)
Connected (20,7,7) -> (20,7,8)
Connected (20,7,7) -> (20,7,6)
====================
20,7,8 (20,7,8)
Ignored (21,7,8) because it's out of bounds.
Connected (20,7,8) -> (19,7,8)
Connected (20,7,8) -> (20,8,8)
Connected (20,7,8) -> (20,6,8)
Connected (20,7,8) -> (20,7,9)
Connected (20,7,8) -> (20,7,7)
====================
20,7,9 (20,7,9)
Ignored (21,7,9) because it's out of bounds.
Ignored (19,7,9) because a block exists there.
Connected (20,7,9) -> (20,8,9)
Connected (20,7,9) -> (20,6,9)
Connected (20,7,9) -> (20,7,10)
Connected (20,7,9) -> (20,7,8)
====================
20,7,10 (20,7,10)
Ignored (21,7,10) because it's out of bounds.
Connected (20,7,10) -> (19,7,10)
Connected (20,7,10) -> (20,8,10)
Connected (20,7,10) -> (20,6,10)
Connected (20,7,10) -> (20,7,11)
Connected (20,7,10) -> (20,7,9)
====================
20,7,11 (20,7,11)
Ignored (21,7,11) because it's out of bounds.
Connected (20,7,11) -> (19,7,11)
Connected (20,7,11) -> (20,8,11)
Connected (20,7,11) -> (20,6,11)
Connected (20,7,11) -> (20,7,12)
Connected (20,7,11) -> (20,7,10)
====================
20,7,12 (20,7,12)
Ignored (21,7,12) because it's out of bounds.
Connected (20,7,12) -> (19,7,12)
Connected (20,7,12) -> (20,8,12)
Connected (20,7,12) -> (20,6,12)
Connected (20,7,12) -> (20,7,13)
Connected (20,7,12) -> (20,7,11)
====================
20,7,13 (20,7,13)
Ignored (21,7,13) because it's out of bounds.
Connected (20,7,13) -> (19,7,13)
Connected (20,7,13) -> (20,8,13)
Connected (20,7,13) -> (20,6,13)
Connected (20,7,13) -> (20,7,14)
Connected (20,7,13) -> (20,7,12)
====================
20,7,14 (20,7,14)
Ignored (21,7,14) because it's out of bounds.
Connected (20,7,14) -> (19,7,14)
Connected (20,7,14) -> (20,8,14)
Connected (20,7,14) -> (20,6,14)
Connected (20,7,14) -> (20,7,15)
Connected (20,7,14) -> (20,7,13)
====================
20,7,15 (20,7,15)
Ignored (21,7,15) because it's out of bounds.
Connected (20,7,15) -> (19,7,15)
Connected (20,7,15) -> (20,8,15)
Connected (20,7,15) -> (20,6,15)
Connected (20,7,15) -> (20,7,16)
Connected (20,7,15) -> (20,7,14)
====================
20,7,16 (20,7,16)
Ignored (21,7,16) because it's out of bounds.
Connected (20,7,16) -> (19,7,16)
Connected (20,7,16) -> (20,8,16)
Connected (20,7,16) -> (20,6,16)
Connected (20,7,16) -> (20,7,17)
Connected (20,7,16) -> (20,7,15)
====================
20,7,17 (20,7,17)
Ignored (21,7,17) because it's out of bounds.
Connected (20,7,17) -> (19,7,17)
Connected (20,7,17) -> (20,8,17)
Connected (20,7,17) -> (20,6,17)
Connected (20,7,17) -> (20,7,18)
Connected (20,7,17) -> (20,7,16)
====================
20,7,18 (20,7,18)
Ignored (21,7,18) because it's out of bounds.
Connected (20,7,18) -> (19,7,18)
Connected (20,7,18) -> (20,8,18)
Connected (20,7,18) -> (20,6,18)
Connected (20,7,18) -> (20,7,19)
Connected (20,7,18) -> (20,7,17)
====================
20,7,19 (20,7,19)
Ignored (21,7,19) because it's out of bounds.
Connected (20,7,19) -> (19,7,19)
Connected (20,7,19) -> (20,8,19)
Connected (20,7,19) -> (20,6,19)
Connected (20,7,19) -> (20,7,20)
Connected (20,7,19) -> (20,7,18)
====================
20,7,20 (20,7,20)
Ignored (21,7,20) because it's out of bounds.
Connected (20,7,20) -> (19,7,20)
Connected (20,7,20) -> (20,8,20)
Connected (20,7,20) -> (20,6,20)
Ignored (20,7,21) because it's out of bounds.
Connected (20,7,20) -> (20,7,19)
====================
20,8,-1 (20,8,-1)
Ignored (21,8,-1) because it's out of bounds.
Connected (20,8,-1) -> (19,8,-1)
Connected (20,8,-1) -> (20,9,-1)
Connected (20,8,-1) -> (20,7,-1)
Connected (20,8,-1) -> (20,8,0)
Ignored (20,8,-2) because it's out of bounds.
====================
20,8,0 (20,8,0)
Ignored (21,8,0) because it's out of bounds.
Connected (20,8,0) -> (19,8,0)
Connected (20,8,0) -> (20,9,0)
Connected (20,8,0) -> (20,7,0)
Connected (20,8,0) -> (20,8,1)
Connected (20,8,0) -> (20,8,-1)
====================
20,8,1 (20,8,1)
Ignored (21,8,1) because it's out of bounds.
Connected (20,8,1) -> (19,8,1)
Connected (20,8,1) -> (20,9,1)
Connected (20,8,1) -> (20,7,1)
Connected (20,8,1) -> (20,8,2)
Connected (20,8,1) -> (20,8,0)
====================
20,8,2 (20,8,2)
Ignored (21,8,2) because it's out of bounds.
Connected (20,8,2) -> (19,8,2)
Connected (20,8,2) -> (20,9,2)
Connected (20,8,2) -> (20,7,2)
Connected (20,8,2) -> (20,8,3)
Connected (20,8,2) -> (20,8,1)
====================
20,8,3 (20,8,3)
Ignored (21,8,3) because it's out of bounds.
Connected (20,8,3) -> (19,8,3)
Connected (20,8,3) -> (20,9,3)
Connected (20,8,3) -> (20,7,3)
Connected (20,8,3) -> (20,8,4)
Connected (20,8,3) -> (20,8,2)
====================
20,8,4 (20,8,4)
Ignored (21,8,4) because it's out of bounds.
Connected (20,8,4) -> (19,8,4)
Connected (20,8,4) -> (20,9,4)
Connected (20,8,4) -> (20,7,4)
Connected (20,8,4) -> (20,8,5)
Connected (20,8,4) -> (20,8,3)
====================
20,8,5 (20,8,5)
Ignored (21,8,5) because it's out of bounds.
Connected (20,8,5) -> (19,8,5)
Connected (20,8,5) -> (20,9,5)
Connected (20,8,5) -> (20,7,5)
Connected (20,8,5) -> (20,8,6)
Connected (20,8,5) -> (20,8,4)
====================
20,8,6 (20,8,6)
Ignored (21,8,6) because it's out of bounds.
Connected (20,8,6) -> (19,8,6)
Connected (20,8,6) -> (20,9,6)
Connected (20,8,6) -> (20,7,6)
Connected (20,8,6) -> (20,8,7)
Connected (20,8,6) -> (20,8,5)
====================
20,8,7 (20,8,7)
Ignored (21,8,7) because it's out of bounds.
Connected (20,8,7) -> (19,8,7)
Connected (20,8,7) -> (20,9,7)
Connected (20,8,7) -> (20,7,7)
Connected (20,8,7) -> (20,8,8)
Connected (20,8,7) -> (20,8,6)
====================
20,8,8 (20,8,8)
Ignored (21,8,8) because it's out of bounds.
Ignored (19,8,8) because a block exists there.
Connected (20,8,8) -> (20,9,8)
Connected (20,8,8) -> (20,7,8)
Connected (20,8,8) -> (20,8,9)
Connected (20,8,8) -> (20,8,7)
====================
20,8,9 (20,8,9)
Ignored (21,8,9) because it's out of bounds.
Connected (20,8,9) -> (19,8,9)
Connected (20,8,9) -> (20,9,9)
Connected (20,8,9) -> (20,7,9)
Connected (20,8,9) -> (20,8,10)
Connected (20,8,9) -> (20,8,8)
====================
20,8,10 (20,8,10)
Ignored (21,8,10) because it's out of bounds.
Connected (20,8,10) -> (19,8,10)
Connected (20,8,10) -> (20,9,10)
Connected (20,8,10) -> (20,7,10)
Connected (20,8,10) -> (20,8,11)
Connected (20,8,10) -> (20,8,9)
====================
20,8,11 (20,8,11)
Ignored (21,8,11) because it's out of bounds.
Connected (20,8,11) -> (19,8,11)
Connected (20,8,11) -> (20,9,11)
Connected (20,8,11) -> (20,7,11)
Connected (20,8,11) -> (20,8,12)
Connected (20,8,11) -> (20,8,10)
====================
20,8,12 (20,8,12)
Ignored (21,8,12) because it's out of bounds.
Connected (20,8,12) -> (19,8,12)
Connected (20,8,12) -> (20,9,12)
Connected (20,8,12) -> (20,7,12)
Connected (20,8,12) -> (20,8,13)
Connected (20,8,12) -> (20,8,11)
====================
20,8,13 (20,8,13)
Ignored (21,8,13) because it's out of bounds.
Connected (20,8,13) -> (19,8,13)
Connected (20,8,13) -> (20,9,13)
Connected (20,8,13) -> (20,7,13)
Connected (20,8,13) -> (20,8,14)
Connected (20,8,13) -> (20,8,12)
====================
20,8,14 (20,8,14)
Ignored (21,8,14) because it's out of bounds.
Connected (20,8,14) -> (19,8,14)
Connected (20,8,14) -> (20,9,14)
Connected (20,8,14) -> (20,7,14)
Connected (20,8,14) -> (20,8,15)
Connected (20,8,14) -> (20,8,13)
====================
20,8,15 (20,8,15)
Ignored (21,8,15) because it's out of bounds.
Connected (20,8,15) -> (19,8,15)
Connected (20,8,15) -> (20,9,15)
Connected (20,8,15) -> (20,7,15)
Connected (20,8,15) -> (20,8,16)
Connected (20,8,15) -> (20,8,14)
====================
20,8,16 (20,8,16)
Ignored (21,8,16) because it's out of bounds.
Connected (20,8,16) -> (19,8,16)
Connected (20,8,16) -> (20,9,16)
Connected (20,8,16) -> (20,7,16)
Connected (20,8,16) -> (20,8,17)
Connected (20,8,16) -> (20,8,15)
====================
20,8,17 (20,8,17)
Ignored (21,8,17) because it's out of bounds.
Connected (20,8,17) -> (19,8,17)
Connected (20,8,17) -> (20,9,17)
Connected (20,8,17) -> (20,7,17)
Connected (20,8,17) -> (20,8,18)
Connected (20,8,17) -> (20,8,16)
====================
20,8,18 (20,8,18)
Ignored (21,8,18) because it's out of bounds.
Connected (20,8,18) -> (19,8,18)
Connected (20,8,18) -> (20,9,18)
Connected (20,8,18) -> (20,7,18)
Connected (20,8,18) -> (20,8,19)
Connected (20,8,18) -> (20,8,17)
====================
20,8,19 (20,8,19)
Ignored (21,8,19) because it's out of bounds.
Connected (20,8,19) -> (19,8,19)
Connected (20,8,19) -> (20,9,19)
Connected (20,8,19) -> (20,7,19)
Connected (20,8,19) -> (20,8,20)
Connected (20,8,19) -> (20,8,18)
====================
20,8,20 (20,8,20)
Ignored (21,8,20) because it's out of bounds.
Connected (20,8,20) -> (19,8,20)
Connected (20,8,20) -> (20,9,20)
Connected (20,8,20) -> (20,7,20)
Ignored (20,8,21) because it's out of bounds.
Connected (20,8,20) -> (20,8,19)
====================
20,9,-1 (20,9,-1)
Ignored (21,9,-1) because it's out of bounds.
Connected (20,9,-1) -> (19,9,-1)
Connected (20,9,-1) -> (20,10,-1)
Connected (20,9,-1) -> (20,8,-1)
Connected (20,9,-1) -> (20,9,0)
Ignored (20,9,-2) because it's out of bounds.
====================
20,9,0 (20,9,0)
Ignored (21,9,0) because it's out of bounds.
Connected (20,9,0) -> (19,9,0)
Connected (20,9,0) -> (20,10,0)
Connected (20,9,0) -> (20,8,0)
Connected (20,9,0) -> (20,9,1)
Connected (20,9,0) -> (20,9,-1)
====================
20,9,1 (20,9,1)
Ignored (21,9,1) because it's out of bounds.
Connected (20,9,1) -> (19,9,1)
Connected (20,9,1) -> (20,10,1)
Connected (20,9,1) -> (20,8,1)
Connected (20,9,1) -> (20,9,2)
Connected (20,9,1) -> (20,9,0)
====================
20,9,2 (20,9,2)
Ignored (21,9,2) because it's out of bounds.
Connected (20,9,2) -> (19,9,2)
Connected (20,9,2) -> (20,10,2)
Connected (20,9,2) -> (20,8,2)
Connected (20,9,2) -> (20,9,3)
Connected (20,9,2) -> (20,9,1)
====================
20,9,3 (20,9,3)
Ignored (21,9,3) because it's out of bounds.
Connected (20,9,3) -> (19,9,3)
Connected (20,9,3) -> (20,10,3)
Connected (20,9,3) -> (20,8,3)
Connected (20,9,3) -> (20,9,4)
Connected (20,9,3) -> (20,9,2)
====================
20,9,4 (20,9,4)
Ignored (21,9,4) because it's out of bounds.
Connected (20,9,4) -> (19,9,4)
Connected (20,9,4) -> (20,10,4)
Connected (20,9,4) -> (20,8,4)
Connected (20,9,4) -> (20,9,5)
Connected (20,9,4) -> (20,9,3)
====================
20,9,5 (20,9,5)
Ignored (21,9,5) because it's out of bounds.
Connected (20,9,5) -> (19,9,5)
Connected (20,9,5) -> (20,10,5)
Connected (20,9,5) -> (20,8,5)
Connected (20,9,5) -> (20,9,6)
Connected (20,9,5) -> (20,9,4)
====================
20,9,6 (20,9,6)
Ignored (21,9,6) because it's out of bounds.
Connected (20,9,6) -> (19,9,6)
Connected (20,9,6) -> (20,10,6)
Connected (20,9,6) -> (20,8,6)
Connected (20,9,6) -> (20,9,7)
Connected (20,9,6) -> (20,9,5)
====================
20,9,7 (20,9,7)
Ignored (21,9,7) because it's out of bounds.
Connected (20,9,7) -> (19,9,7)
Connected (20,9,7) -> (20,10,7)
Connected (20,9,7) -> (20,8,7)
Connected (20,9,7) -> (20,9,8)
Connected (20,9,7) -> (20,9,6)
====================
20,9,8 (20,9,8)
Ignored (21,9,8) because it's out of bounds.
Connected (20,9,8) -> (19,9,8)
Connected (20,9,8) -> (20,10,8)
Connected (20,9,8) -> (20,8,8)
Connected (20,9,8) -> (20,9,9)
Connected (20,9,8) -> (20,9,7)
====================
20,9,9 (20,9,9)
Ignored (21,9,9) because it's out of bounds.
Connected (20,9,9) -> (19,9,9)
Connected (20,9,9) -> (20,10,9)
Connected (20,9,9) -> (20,8,9)
Connected (20,9,9) -> (20,9,10)
Connected (20,9,9) -> (20,9,8)
====================
20,9,10 (20,9,10)
Ignored (21,9,10) because it's out of bounds.
Connected (20,9,10) -> (19,9,10)
Connected (20,9,10) -> (20,10,10)
Connected (20,9,10) -> (20,8,10)
Connected (20,9,10) -> (20,9,11)
Connected (20,9,10) -> (20,9,9)
====================
20,9,11 (20,9,11)
Ignored (21,9,11) because it's out of bounds.
Connected (20,9,11) -> (19,9,11)
Connected (20,9,11) -> (20,10,11)
Connected (20,9,11) -> (20,8,11)
Connected (20,9,11) -> (20,9,12)
Connected (20,9,11) -> (20,9,10)
====================
20,9,12 (20,9,12)
Ignored (21,9,12) because it's out of bounds.
Connected (20,9,12) -> (19,9,12)
Connected (20,9,12) -> (20,10,12)
Connected (20,9,12) -> (20,8,12)
Connected (20,9,12) -> (20,9,13)
Connected (20,9,12) -> (20,9,11)
====================
20,9,13 (20,9,13)
Ignored (21,9,13) because it's out of bounds.
Connected (20,9,13) -> (19,9,13)
Connected (20,9,13) -> (20,10,13)
Connected (20,9,13) -> (20,8,13)
Connected (20,9,13) -> (20,9,14)
Connected (20,9,13) -> (20,9,12)
====================
20,9,14 (20,9,14)
Ignored (21,9,14) because it's out of bounds.
Connected (20,9,14) -> (19,9,14)
Connected (20,9,14) -> (20,10,14)
Connected (20,9,14) -> (20,8,14)
Connected (20,9,14) -> (20,9,15)
Connected (20,9,14) -> (20,9,13)
====================
20,9,15 (20,9,15)
Ignored (21,9,15) because it's out of bounds.
Connected (20,9,15) -> (19,9,15)
Connected (20,9,15) -> (20,10,15)
Connected (20,9,15) -> (20,8,15)
Connected (20,9,15) -> (20,9,16)
Connected (20,9,15) -> (20,9,14)
====================
20,9,16 (20,9,16)
Ignored (21,9,16) because it's out of bounds.
Connected (20,9,16) -> (19,9,16)
Connected (20,9,16) -> (20,10,16)
Connected (20,9,16) -> (20,8,16)
Connected (20,9,16) -> (20,9,17)
Connected (20,9,16) -> (20,9,15)
====================
20,9,17 (20,9,17)
Ignored (21,9,17) because it's out of bounds.
Connected (20,9,17) -> (19,9,17)
Connected (20,9,17) -> (20,10,17)
Connected (20,9,17) -> (20,8,17)
Connected (20,9,17) -> (20,9,18)
Connected (20,9,17) -> (20,9,16)
====================
20,9,18 (20,9,18)
Ignored (21,9,18) because it's out of bounds.
Connected (20,9,18) -> (19,9,18)
Connected (20,9,18) -> (20,10,18)
Connected (20,9,18) -> (20,8,18)
Connected (20,9,18) -> (20,9,19)
Connected (20,9,18) -> (20,9,17)
====================
20,9,19 (20,9,19)
Ignored (21,9,19) because it's out of bounds.
Connected (20,9,19) -> (19,9,19)
Connected (20,9,19) -> (20,10,19)
Connected (20,9,19) -> (20,8,19)
Connected (20,9,19) -> (20,9,20)
Connected (20,9,19) -> (20,9,18)
====================
20,9,20 (20,9,20)
Ignored (21,9,20) because it's out of bounds.
Connected (20,9,20) -> (19,9,20)
Connected (20,9,20) -> (20,10,20)
Connected (20,9,20) -> (20,8,20)
Ignored (20,9,21) because it's out of bounds.
Connected (20,9,20) -> (20,9,19)
====================
20,10,-1 (20,10,-1)
Ignored (21,10,-1) because it's out of bounds.
Connected (20,10,-1) -> (19,10,-1)
Connected (20,10,-1) -> (20,11,-1)
Connected (20,10,-1) -> (20,9,-1)
Connected (20,10,-1) -> (20,10,0)
Ignored (20,10,-2) because it's out of bounds.
====================
20,10,0 (20,10,0)
Ignored (21,10,0) because it's out of bounds.
Connected (20,10,0) -> (19,10,0)
Connected (20,10,0) -> (20,11,0)
Connected (20,10,0) -> (20,9,0)
Connected (20,10,0) -> (20,10,1)
Connected (20,10,0) -> (20,10,-1)
====================
20,10,1 (20,10,1)
Ignored (21,10,1) because it's out of bounds.
Connected (20,10,1) -> (19,10,1)
Connected (20,10,1) -> (20,11,1)
Connected (20,10,1) -> (20,9,1)
Connected (20,10,1) -> (20,10,2)
Connected (20,10,1) -> (20,10,0)
====================
20,10,2 (20,10,2)
Ignored (21,10,2) because it's out of bounds.
Connected (20,10,2) -> (19,10,2)
Connected (20,10,2) -> (20,11,2)
Connected (20,10,2) -> (20,9,2)
Connected (20,10,2) -> (20,10,3)
Connected (20,10,2) -> (20,10,1)
====================
20,10,3 (20,10,3)
Ignored (21,10,3) because it's out of bounds.
Connected (20,10,3) -> (19,10,3)
Connected (20,10,3) -> (20,11,3)
Connected (20,10,3) -> (20,9,3)
Connected (20,10,3) -> (20,10,4)
Connected (20,10,3) -> (20,10,2)
====================
20,10,4 (20,10,4)
Ignored (21,10,4) because it's out of bounds.
Connected (20,10,4) -> (19,10,4)
Connected (20,10,4) -> (20,11,4)
Connected (20,10,4) -> (20,9,4)
Connected (20,10,4) -> (20,10,5)
Connected (20,10,4) -> (20,10,3)
====================
20,10,5 (20,10,5)
Ignored (21,10,5) because it's out of bounds.
Connected (20,10,5) -> (19,10,5)
Connected (20,10,5) -> (20,11,5)
Connected (20,10,5) -> (20,9,5)
Connected (20,10,5) -> (20,10,6)
Connected (20,10,5) -> (20,10,4)
====================
20,10,6 (20,10,6)
Ignored (21,10,6) because it's out of bounds.
Connected (20,10,6) -> (19,10,6)
Connected (20,10,6) -> (20,11,6)
Connected (20,10,6) -> (20,9,6)
Connected (20,10,6) -> (20,10,7)
Connected (20,10,6) -> (20,10,5)
====================
20,10,7 (20,10,7)
Ignored (21,10,7) because it's out of bounds.
Connected (20,10,7) -> (19,10,7)
Connected (20,10,7) -> (20,11,7)
Connected (20,10,7) -> (20,9,7)
Connected (20,10,7) -> (20,10,8)
Connected (20,10,7) -> (20,10,6)
====================
20,10,8 (20,10,8)
Ignored (21,10,8) because it's out of bounds.
Connected (20,10,8) -> (19,10,8)
Connected (20,10,8) -> (20,11,8)
Connected (20,10,8) -> (20,9,8)
Connected (20,10,8) -> (20,10,9)
Connected (20,10,8) -> (20,10,7)
====================
20,10,9 (20,10,9)
Ignored (21,10,9) because it's out of bounds.
Connected (20,10,9) -> (19,10,9)
Connected (20,10,9) -> (20,11,9)
Connected (20,10,9) -> (20,9,9)
Connected (20,10,9) -> (20,10,10)
Connected (20,10,9) -> (20,10,8)
====================
20,10,10 (20,10,10)
Ignored (21,10,10) because it's out of bounds.
Connected (20,10,10) -> (19,10,10)
Connected (20,10,10) -> (20,11,10)
Connected (20,10,10) -> (20,9,10)
Connected (20,10,10) -> (20,10,11)
Connected (20,10,10) -> (20,10,9)
====================
20,10,11 (20,10,11)
Ignored (21,10,11) because it's out of bounds.
Connected (20,10,11) -> (19,10,11)
Connected (20,10,11) -> (20,11,11)
Connected (20,10,11) -> (20,9,11)
Connected (20,10,11) -> (20,10,12)
Connected (20,10,11) -> (20,10,10)
====================
20,10,12 (20,10,12)
Ignored (21,10,12) because it's out of bounds.
Connected (20,10,12) -> (19,10,12)
Connected (20,10,12) -> (20,11,12)
Connected (20,10,12) -> (20,9,12)
Connected (20,10,12) -> (20,10,13)
Connected (20,10,12) -> (20,10,11)
====================
20,10,13 (20,10,13)
Ignored (21,10,13) because it's out of bounds.
Connected (20,10,13) -> (19,10,13)
Connected (20,10,13) -> (20,11,13)
Connected (20,10,13) -> (20,9,13)
Connected (20,10,13) -> (20,10,14)
Connected (20,10,13) -> (20,10,12)
====================
20,10,14 (20,10,14)
Ignored (21,10,14) because it's out of bounds.
Connected (20,10,14) -> (19,10,14)
Connected (20,10,14) -> (20,11,14)
Connected (20,10,14) -> (20,9,14)
Connected (20,10,14) -> (20,10,15)
Connected (20,10,14) -> (20,10,13)
====================
20,10,15 (20,10,15)
Ignored (21,10,15) because it's out of bounds.
Connected (20,10,15) -> (19,10,15)
Connected (20,10,15) -> (20,11,15)
Connected (20,10,15) -> (20,9,15)
Connected (20,10,15) -> (20,10,16)
Connected (20,10,15) -> (20,10,14)
====================
20,10,16 (20,10,16)
Ignored (21,10,16) because it's out of bounds.
Connected (20,10,16) -> (19,10,16)
Connected (20,10,16) -> (20,11,16)
Connected (20,10,16) -> (20,9,16)
Connected (20,10,16) -> (20,10,17)
Connected (20,10,16) -> (20,10,15)
====================
20,10,17 (20,10,17)
Ignored (21,10,17) because it's out of bounds.
Connected (20,10,17) -> (19,10,17)
Connected (20,10,17) -> (20,11,17)
Connected (20,10,17) -> (20,9,17)
Connected (20,10,17) -> (20,10,18)
Connected (20,10,17) -> (20,10,16)
====================
20,10,18 (20,10,18)
Ignored (21,10,18) because it's out of bounds.
Connected (20,10,18) -> (19,10,18)
Connected (20,10,18) -> (20,11,18)
Connected (20,10,18) -> (20,9,18)
Connected (20,10,18) -> (20,10,19)
Connected (20,10,18) -> (20,10,17)
====================
20,10,19 (20,10,19)
Ignored (21,10,19) because it's out of bounds.
Connected (20,10,19) -> (19,10,19)
Connected (20,10,19) -> (20,11,19)
Connected (20,10,19) -> (20,9,19)
Connected (20,10,19) -> (20,10,20)
Connected (20,10,19) -> (20,10,18)
====================
20,10,20 (20,10,20)
Ignored (21,10,20) because it's out of bounds.
Connected (20,10,20) -> (19,10,20)
Connected (20,10,20) -> (20,11,20)
Connected (20,10,20) -> (20,9,20)
Ignored (20,10,21) because it's out of bounds.
Connected (20,10,20) -> (20,10,19)
====================
20,11,-1 (20,11,-1)
Ignored (21,11,-1) because it's out of bounds.
Connected (20,11,-1) -> (19,11,-1)
Connected (20,11,-1) -> (20,12,-1)
Connected (20,11,-1) -> (20,10,-1)
Connected (20,11,-1) -> (20,11,0)
Ignored (20,11,-2) because it's out of bounds.
====================
20,11,0 (20,11,0)
Ignored (21,11,0) because it's out of bounds.
Connected (20,11,0) -> (19,11,0)
Connected (20,11,0) -> (20,12,0)
Connected (20,11,0) -> (20,10,0)
Connected (20,11,0) -> (20,11,1)
Connected (20,11,0) -> (20,11,-1)
====================
20,11,1 (20,11,1)
Ignored (21,11,1) because it's out of bounds.
Connected (20,11,1) -> (19,11,1)
Connected (20,11,1) -> (20,12,1)
Connected (20,11,1) -> (20,10,1)
Connected (20,11,1) -> (20,11,2)
Connected (20,11,1) -> (20,11,0)
====================
20,11,2 (20,11,2)
Ignored (21,11,2) because it's out of bounds.
Connected (20,11,2) -> (19,11,2)
Connected (20,11,2) -> (20,12,2)
Connected (20,11,2) -> (20,10,2)
Connected (20,11,2) -> (20,11,3)
Connected (20,11,2) -> (20,11,1)
====================
20,11,3 (20,11,3)
Ignored (21,11,3) because it's out of bounds.
Connected (20,11,3) -> (19,11,3)
Connected (20,11,3) -> (20,12,3)
Connected (20,11,3) -> (20,10,3)
Connected (20,11,3) -> (20,11,4)
Connected (20,11,3) -> (20,11,2)
====================
20,11,4 (20,11,4)
Ignored (21,11,4) because it's out of bounds.
Connected (20,11,4) -> (19,11,4)
Connected (20,11,4) -> (20,12,4)
Connected (20,11,4) -> (20,10,4)
Connected (20,11,4) -> (20,11,5)
Connected (20,11,4) -> (20,11,3)
====================
20,11,5 (20,11,5)
Ignored (21,11,5) because it's out of bounds.
Connected (20,11,5) -> (19,11,5)
Connected (20,11,5) -> (20,12,5)
Connected (20,11,5) -> (20,10,5)
Connected (20,11,5) -> (20,11,6)
Connected (20,11,5) -> (20,11,4)
====================
20,11,6 (20,11,6)
Ignored (21,11,6) because it's out of bounds.
Connected (20,11,6) -> (19,11,6)
Connected (20,11,6) -> (20,12,6)
Connected (20,11,6) -> (20,10,6)
Connected (20,11,6) -> (20,11,7)
Connected (20,11,6) -> (20,11,5)
====================
20,11,7 (20,11,7)
Ignored (21,11,7) because it's out of bounds.
Connected (20,11,7) -> (19,11,7)
Connected (20,11,7) -> (20,12,7)
Connected (20,11,7) -> (20,10,7)
Connected (20,11,7) -> (20,11,8)
Connected (20,11,7) -> (20,11,6)
====================
20,11,8 (20,11,8)
Ignored (21,11,8) because it's out of bounds.
Connected (20,11,8) -> (19,11,8)
Connected (20,11,8) -> (20,12,8)
Connected (20,11,8) -> (20,10,8)
Connected (20,11,8) -> (20,11,9)
Connected (20,11,8) -> (20,11,7)
====================
20,11,9 (20,11,9)
Ignored (21,11,9) because it's out of bounds.
Connected (20,11,9) -> (19,11,9)
Connected (20,11,9) -> (20,12,9)
Connected (20,11,9) -> (20,10,9)
Connected (20,11,9) -> (20,11,10)
Connected (20,11,9) -> (20,11,8)
====================
20,11,10 (20,11,10)
Ignored (21,11,10) because it's out of bounds.
Connected (20,11,10) -> (19,11,10)
Connected (20,11,10) -> (20,12,10)
Connected (20,11,10) -> (20,10,10)
Connected (20,11,10) -> (20,11,11)
Connected (20,11,10) -> (20,11,9)
====================
20,11,11 (20,11,11)
Ignored (21,11,11) because it's out of bounds.
Connected (20,11,11) -> (19,11,11)
Connected (20,11,11) -> (20,12,11)
Connected (20,11,11) -> (20,10,11)
Connected (20,11,11) -> (20,11,12)
Connected (20,11,11) -> (20,11,10)
====================
20,11,12 (20,11,12)
Ignored (21,11,12) because it's out of bounds.
Connected (20,11,12) -> (19,11,12)
Connected (20,11,12) -> (20,12,12)
Connected (20,11,12) -> (20,10,12)
Connected (20,11,12) -> (20,11,13)
Connected (20,11,12) -> (20,11,11)
====================
20,11,13 (20,11,13)
Ignored (21,11,13) because it's out of bounds.
Connected (20,11,13) -> (19,11,13)
Connected (20,11,13) -> (20,12,13)
Connected (20,11,13) -> (20,10,13)
Connected (20,11,13) -> (20,11,14)
Connected (20,11,13) -> (20,11,12)
====================
20,11,14 (20,11,14)
Ignored (21,11,14) because it's out of bounds.
Connected (20,11,14) -> (19,11,14)
Connected (20,11,14) -> (20,12,14)
Connected (20,11,14) -> (20,10,14)
Connected (20,11,14) -> (20,11,15)
Connected (20,11,14) -> (20,11,13)
====================
20,11,15 (20,11,15)
Ignored (21,11,15) because it's out of bounds.
Connected (20,11,15) -> (19,11,15)
Connected (20,11,15) -> (20,12,15)
Connected (20,11,15) -> (20,10,15)
Connected (20,11,15) -> (20,11,16)
Connected (20,11,15) -> (20,11,14)
====================
20,11,16 (20,11,16)
Ignored (21,11,16) because it's out of bounds.
Connected (20,11,16) -> (19,11,16)
Connected (20,11,16) -> (20,12,16)
Connected (20,11,16) -> (20,10,16)
Connected (20,11,16) -> (20,11,17)
Connected (20,11,16) -> (20,11,15)
====================
20,11,17 (20,11,17)
Ignored (21,11,17) because it's out of bounds.
Connected (20,11,17) -> (19,11,17)
Connected (20,11,17) -> (20,12,17)
Connected (20,11,17) -> (20,10,17)
Connected (20,11,17) -> (20,11,18)
Connected (20,11,17) -> (20,11,16)
====================
20,11,18 (20,11,18)
Ignored (21,11,18) because it's out of bounds.
Connected (20,11,18) -> (19,11,18)
Connected (20,11,18) -> (20,12,18)
Connected (20,11,18) -> (20,10,18)
Connected (20,11,18) -> (20,11,19)
Connected (20,11,18) -> (20,11,17)
====================
20,11,19 (20,11,19)
Ignored (21,11,19) because it's out of bounds.
Connected (20,11,19) -> (19,11,19)
Connected (20,11,19) -> (20,12,19)
Connected (20,11,19) -> (20,10,19)
Connected (20,11,19) -> (20,11,20)
Connected (20,11,19) -> (20,11,18)
====================
20,11,20 (20,11,20)
Ignored (21,11,20) because it's out of bounds.
Connected (20,11,20) -> (19,11,20)
Connected (20,11,20) -> (20,12,20)
Connected (20,11,20) -> (20,10,20)
Ignored (20,11,21) because it's out of bounds.
Connected (20,11,20) -> (20,11,19)
====================
20,12,-1 (20,12,-1)
Ignored (21,12,-1) because it's out of bounds.
Connected (20,12,-1) -> (19,12,-1)
Connected (20,12,-1) -> (20,13,-1)
Connected (20,12,-1) -> (20,11,-1)
Connected (20,12,-1) -> (20,12,0)
Ignored (20,12,-2) because it's out of bounds.
====================
20,12,0 (20,12,0)
Ignored (21,12,0) because it's out of bounds.
Connected (20,12,0) -> (19,12,0)
Connected (20,12,0) -> (20,13,0)
Connected (20,12,0) -> (20,11,0)
Connected (20,12,0) -> (20,12,1)
Connected (20,12,0) -> (20,12,-1)
====================
20,12,1 (20,12,1)
Ignored (21,12,1) because it's out of bounds.
Connected (20,12,1) -> (19,12,1)
Connected (20,12,1) -> (20,13,1)
Connected (20,12,1) -> (20,11,1)
Connected (20,12,1) -> (20,12,2)
Connected (20,12,1) -> (20,12,0)
====================
20,12,2 (20,12,2)
Ignored (21,12,2) because it's out of bounds.
Connected (20,12,2) -> (19,12,2)
Connected (20,12,2) -> (20,13,2)
Connected (20,12,2) -> (20,11,2)
Connected (20,12,2) -> (20,12,3)
Connected (20,12,2) -> (20,12,1)
====================
20,12,3 (20,12,3)
Ignored (21,12,3) because it's out of bounds.
Connected (20,12,3) -> (19,12,3)
Connected (20,12,3) -> (20,13,3)
Connected (20,12,3) -> (20,11,3)
Connected (20,12,3) -> (20,12,4)
Connected (20,12,3) -> (20,12,2)
====================
20,12,4 (20,12,4)
Ignored (21,12,4) because it's out of bounds.
Connected (20,12,4) -> (19,12,4)
Connected (20,12,4) -> (20,13,4)
Connected (20,12,4) -> (20,11,4)
Connected (20,12,4) -> (20,12,5)
Connected (20,12,4) -> (20,12,3)
====================
20,12,5 (20,12,5)
Ignored (21,12,5) because it's out of bounds.
Connected (20,12,5) -> (19,12,5)
Connected (20,12,5) -> (20,13,5)
Connected (20,12,5) -> (20,11,5)
Connected (20,12,5) -> (20,12,6)
Connected (20,12,5) -> (20,12,4)
====================
20,12,6 (20,12,6)
Ignored (21,12,6) because it's out of bounds.
Connected (20,12,6) -> (19,12,6)
Connected (20,12,6) -> (20,13,6)
Connected (20,12,6) -> (20,11,6)
Connected (20,12,6) -> (20,12,7)
Connected (20,12,6) -> (20,12,5)
====================
20,12,7 (20,12,7)
Ignored (21,12,7) because it's out of bounds.
Connected (20,12,7) -> (19,12,7)
Connected (20,12,7) -> (20,13,7)
Connected (20,12,7) -> (20,11,7)
Connected (20,12,7) -> (20,12,8)
Connected (20,12,7) -> (20,12,6)
====================
20,12,8 (20,12,8)
Ignored (21,12,8) because it's out of bounds.
Connected (20,12,8) -> (19,12,8)
Connected (20,12,8) -> (20,13,8)
Connected (20,12,8) -> (20,11,8)
Connected (20,12,8) -> (20,12,9)
Connected (20,12,8) -> (20,12,7)
====================
20,12,9 (20,12,9)
Ignored (21,12,9) because it's out of bounds.
Connected (20,12,9) -> (19,12,9)
Connected (20,12,9) -> (20,13,9)
Connected (20,12,9) -> (20,11,9)
Connected (20,12,9) -> (20,12,10)
Connected (20,12,9) -> (20,12,8)
====================
20,12,10 (20,12,10)
Ignored (21,12,10) because it's out of bounds.
Connected (20,12,10) -> (19,12,10)
Connected (20,12,10) -> (20,13,10)
Connected (20,12,10) -> (20,11,10)
Connected (20,12,10) -> (20,12,11)
Connected (20,12,10) -> (20,12,9)
====================
20,12,11 (20,12,11)
Ignored (21,12,11) because it's out of bounds.
Connected (20,12,11) -> (19,12,11)
Connected (20,12,11) -> (20,13,11)
Connected (20,12,11) -> (20,11,11)
Connected (20,12,11) -> (20,12,12)
Connected (20,12,11) -> (20,12,10)
====================
20,12,12 (20,12,12)
Ignored (21,12,12) because it's out of bounds.
Connected (20,12,12) -> (19,12,12)
Connected (20,12,12) -> (20,13,12)
Connected (20,12,12) -> (20,11,12)
Connected (20,12,12) -> (20,12,13)
Connected (20,12,12) -> (20,12,11)
====================
20,12,13 (20,12,13)
Ignored (21,12,13) because it's out of bounds.
Connected (20,12,13) -> (19,12,13)
Connected (20,12,13) -> (20,13,13)
Connected (20,12,13) -> (20,11,13)
Connected (20,12,13) -> (20,12,14)
Connected (20,12,13) -> (20,12,12)
====================
20,12,14 (20,12,14)
Ignored (21,12,14) because it's out of bounds.
Connected (20,12,14) -> (19,12,14)
Connected (20,12,14) -> (20,13,14)
Connected (20,12,14) -> (20,11,14)
Connected (20,12,14) -> (20,12,15)
Connected (20,12,14) -> (20,12,13)
====================
20,12,15 (20,12,15)
Ignored (21,12,15) because it's out of bounds.
Connected (20,12,15) -> (19,12,15)
Connected (20,12,15) -> (20,13,15)
Connected (20,12,15) -> (20,11,15)
Connected (20,12,15) -> (20,12,16)
Connected (20,12,15) -> (20,12,14)
====================
20,12,16 (20,12,16)
Ignored (21,12,16) because it's out of bounds.
Connected (20,12,16) -> (19,12,16)
Connected (20,12,16) -> (20,13,16)
Connected (20,12,16) -> (20,11,16)
Connected (20,12,16) -> (20,12,17)
Connected (20,12,16) -> (20,12,15)
====================
20,12,17 (20,12,17)
Ignored (21,12,17) because it's out of bounds.
Connected (20,12,17) -> (19,12,17)
Connected (20,12,17) -> (20,13,17)
Connected (20,12,17) -> (20,11,17)
Connected (20,12,17) -> (20,12,18)
Connected (20,12,17) -> (20,12,16)
====================
20,12,18 (20,12,18)
Ignored (21,12,18) because it's out of bounds.
Connected (20,12,18) -> (19,12,18)
Connected (20,12,18) -> (20,13,18)
Connected (20,12,18) -> (20,11,18)
Connected (20,12,18) -> (20,12,19)
Connected (20,12,18) -> (20,12,17)
====================
20,12,19 (20,12,19)
Ignored (21,12,19) because it's out of bounds.
Connected (20,12,19) -> (19,12,19)
Connected (20,12,19) -> (20,13,19)
Connected (20,12,19) -> (20,11,19)
Connected (20,12,19) -> (20,12,20)
Connected (20,12,19) -> (20,12,18)
====================
20,12,20 (20,12,20)
Ignored (21,12,20) because it's out of bounds.
Connected (20,12,20) -> (19,12,20)
Connected (20,12,20) -> (20,13,20)
Connected (20,12,20) -> (20,11,20)
Ignored (20,12,21) because it's out of bounds.
Connected (20,12,20) -> (20,12,19)
====================
20,13,-1 (20,13,-1)
Ignored (21,13,-1) because it's out of bounds.
Connected (20,13,-1) -> (19,13,-1)
Connected (20,13,-1) -> (20,14,-1)
Connected (20,13,-1) -> (20,12,-1)
Connected (20,13,-1) -> (20,13,0)
Ignored (20,13,-2) because it's out of bounds.
====================
20,13,0 (20,13,0)
Ignored (21,13,0) because it's out of bounds.
Connected (20,13,0) -> (19,13,0)
Connected (20,13,0) -> (20,14,0)
Connected (20,13,0) -> (20,12,0)
Connected (20,13,0) -> (20,13,1)
Connected (20,13,0) -> (20,13,-1)
====================
20,13,1 (20,13,1)
Ignored (21,13,1) because it's out of bounds.
Connected (20,13,1) -> (19,13,1)
Connected (20,13,1) -> (20,14,1)
Connected (20,13,1) -> (20,12,1)
Connected (20,13,1) -> (20,13,2)
Connected (20,13,1) -> (20,13,0)
====================
20,13,2 (20,13,2)
Ignored (21,13,2) because it's out of bounds.
Connected (20,13,2) -> (19,13,2)
Connected (20,13,2) -> (20,14,2)
Connected (20,13,2) -> (20,12,2)
Connected (20,13,2) -> (20,13,3)
Connected (20,13,2) -> (20,13,1)
====================
20,13,3 (20,13,3)
Ignored (21,13,3) because it's out of bounds.
Connected (20,13,3) -> (19,13,3)
Connected (20,13,3) -> (20,14,3)
Connected (20,13,3) -> (20,12,3)
Connected (20,13,3) -> (20,13,4)
Connected (20,13,3) -> (20,13,2)
====================
20,13,4 (20,13,4)
Ignored (21,13,4) because it's out of bounds.
Connected (20,13,4) -> (19,13,4)
Connected (20,13,4) -> (20,14,4)
Connected (20,13,4) -> (20,12,4)
Connected (20,13,4) -> (20,13,5)
Connected (20,13,4) -> (20,13,3)
====================
20,13,5 (20,13,5)
Ignored (21,13,5) because it's out of bounds.
Connected (20,13,5) -> (19,13,5)
Connected (20,13,5) -> (20,14,5)
Connected (20,13,5) -> (20,12,5)
Connected (20,13,5) -> (20,13,6)
Connected (20,13,5) -> (20,13,4)
====================
20,13,6 (20,13,6)
Ignored (21,13,6) because it's out of bounds.
Connected (20,13,6) -> (19,13,6)
Connected (20,13,6) -> (20,14,6)
Connected (20,13,6) -> (20,12,6)
Connected (20,13,6) -> (20,13,7)
Connected (20,13,6) -> (20,13,5)
====================
20,13,7 (20,13,7)
Ignored (21,13,7) because it's out of bounds.
Connected (20,13,7) -> (19,13,7)
Connected (20,13,7) -> (20,14,7)
Connected (20,13,7) -> (20,12,7)
Connected (20,13,7) -> (20,13,8)
Connected (20,13,7) -> (20,13,6)
====================
20,13,8 (20,13,8)
Ignored (21,13,8) because it's out of bounds.
Connected (20,13,8) -> (19,13,8)
Connected (20,13,8) -> (20,14,8)
Connected (20,13,8) -> (20,12,8)
Connected (20,13,8) -> (20,13,9)
Connected (20,13,8) -> (20,13,7)
====================
20,13,9 (20,13,9)
Ignored (21,13,9) because it's out of bounds.
Connected (20,13,9) -> (19,13,9)
Connected (20,13,9) -> (20,14,9)
Connected (20,13,9) -> (20,12,9)
Connected (20,13,9) -> (20,13,10)
Connected (20,13,9) -> (20,13,8)
====================
20,13,10 (20,13,10)
Ignored (21,13,10) because it's out of bounds.
Connected (20,13,10) -> (19,13,10)
Connected (20,13,10) -> (20,14,10)
Connected (20,13,10) -> (20,12,10)
Connected (20,13,10) -> (20,13,11)
Connected (20,13,10) -> (20,13,9)
====================
20,13,11 (20,13,11)
Ignored (21,13,11) because it's out of bounds.
Connected (20,13,11) -> (19,13,11)
Connected (20,13,11) -> (20,14,11)
Connected (20,13,11) -> (20,12,11)
Connected (20,13,11) -> (20,13,12)
Connected (20,13,11) -> (20,13,10)
====================
20,13,12 (20,13,12)
Ignored (21,13,12) because it's out of bounds.
Connected (20,13,12) -> (19,13,12)
Connected (20,13,12) -> (20,14,12)
Connected (20,13,12) -> (20,12,12)
Connected (20,13,12) -> (20,13,13)
Connected (20,13,12) -> (20,13,11)
====================
20,13,13 (20,13,13)
Ignored (21,13,13) because it's out of bounds.
Connected (20,13,13) -> (19,13,13)
Connected (20,13,13) -> (20,14,13)
Connected (20,13,13) -> (20,12,13)
Connected (20,13,13) -> (20,13,14)
Connected (20,13,13) -> (20,13,12)
====================
20,13,14 (20,13,14)
Ignored (21,13,14) because it's out of bounds.
Connected (20,13,14) -> (19,13,14)
Connected (20,13,14) -> (20,14,14)
Connected (20,13,14) -> (20,12,14)
Connected (20,13,14) -> (20,13,15)
Connected (20,13,14) -> (20,13,13)
====================
20,13,15 (20,13,15)
Ignored (21,13,15) because it's out of bounds.
Connected (20,13,15) -> (19,13,15)
Connected (20,13,15) -> (20,14,15)
Connected (20,13,15) -> (20,12,15)
Connected (20,13,15) -> (20,13,16)
Connected (20,13,15) -> (20,13,14)
====================
20,13,16 (20,13,16)
Ignored (21,13,16) because it's out of bounds.
Connected (20,13,16) -> (19,13,16)
Connected (20,13,16) -> (20,14,16)
Connected (20,13,16) -> (20,12,16)
Connected (20,13,16) -> (20,13,17)
Connected (20,13,16) -> (20,13,15)
====================
20,13,17 (20,13,17)
Ignored (21,13,17) because it's out of bounds.
Connected (20,13,17) -> (19,13,17)
Connected (20,13,17) -> (20,14,17)
Connected (20,13,17) -> (20,12,17)
Connected (20,13,17) -> (20,13,18)
Connected (20,13,17) -> (20,13,16)
====================
20,13,18 (20,13,18)
Ignored (21,13,18) because it's out of bounds.
Connected (20,13,18) -> (19,13,18)
Connected (20,13,18) -> (20,14,18)
Connected (20,13,18) -> (20,12,18)
Connected (20,13,18) -> (20,13,19)
Connected (20,13,18) -> (20,13,17)
====================
20,13,19 (20,13,19)
Ignored (21,13,19) because it's out of bounds.
Connected (20,13,19) -> (19,13,19)
Connected (20,13,19) -> (20,14,19)
Connected (20,13,19) -> (20,12,19)
Connected (20,13,19) -> (20,13,20)
Connected (20,13,19) -> (20,13,18)
====================
20,13,20 (20,13,20)
Ignored (21,13,20) because it's out of bounds.
Connected (20,13,20) -> (19,13,20)
Connected (20,13,20) -> (20,14,20)
Connected (20,13,20) -> (20,12,20)
Ignored (20,13,21) because it's out of bounds.
Connected (20,13,20) -> (20,13,19)
====================
20,14,-1 (20,14,-1)
Ignored (21,14,-1) because it's out of bounds.
Connected (20,14,-1) -> (19,14,-1)
Connected (20,14,-1) -> (20,15,-1)
Connected (20,14,-1) -> (20,13,-1)
Connected (20,14,-1) -> (20,14,0)
Ignored (20,14,-2) because it's out of bounds.
====================
20,14,0 (20,14,0)
Ignored (21,14,0) because it's out of bounds.
Connected (20,14,0) -> (19,14,0)
Connected (20,14,0) -> (20,15,0)
Connected (20,14,0) -> (20,13,0)
Connected (20,14,0) -> (20,14,1)
Connected (20,14,0) -> (20,14,-1)
====================
20,14,1 (20,14,1)
Ignored (21,14,1) because it's out of bounds.
Connected (20,14,1) -> (19,14,1)
Connected (20,14,1) -> (20,15,1)
Connected (20,14,1) -> (20,13,1)
Connected (20,14,1) -> (20,14,2)
Connected (20,14,1) -> (20,14,0)
====================
20,14,2 (20,14,2)
Ignored (21,14,2) because it's out of bounds.
Connected (20,14,2) -> (19,14,2)
Connected (20,14,2) -> (20,15,2)
Connected (20,14,2) -> (20,13,2)
Connected (20,14,2) -> (20,14,3)
Connected (20,14,2) -> (20,14,1)
====================
20,14,3 (20,14,3)
Ignored (21,14,3) because it's out of bounds.
Connected (20,14,3) -> (19,14,3)
Connected (20,14,3) -> (20,15,3)
Connected (20,14,3) -> (20,13,3)
Connected (20,14,3) -> (20,14,4)
Connected (20,14,3) -> (20,14,2)
====================
20,14,4 (20,14,4)
Ignored (21,14,4) because it's out of bounds.
Connected (20,14,4) -> (19,14,4)
Connected (20,14,4) -> (20,15,4)
Connected (20,14,4) -> (20,13,4)
Connected (20,14,4) -> (20,14,5)
Connected (20,14,4) -> (20,14,3)
====================
20,14,5 (20,14,5)
Ignored (21,14,5) because it's out of bounds.
Connected (20,14,5) -> (19,14,5)
Connected (20,14,5) -> (20,15,5)
Connected (20,14,5) -> (20,13,5)
Connected (20,14,5) -> (20,14,6)
Connected (20,14,5) -> (20,14,4)
====================
20,14,6 (20,14,6)
Ignored (21,14,6) because it's out of bounds.
Connected (20,14,6) -> (19,14,6)
Connected (20,14,6) -> (20,15,6)
Connected (20,14,6) -> (20,13,6)
Connected (20,14,6) -> (20,14,7)
Connected (20,14,6) -> (20,14,5)
====================
20,14,7 (20,14,7)
Ignored (21,14,7) because it's out of bounds.
Connected (20,14,7) -> (19,14,7)
Connected (20,14,7) -> (20,15,7)
Connected (20,14,7) -> (20,13,7)
Connected (20,14,7) -> (20,14,8)
Connected (20,14,7) -> (20,14,6)
====================
20,14,8 (20,14,8)
Ignored (21,14,8) because it's out of bounds.
Connected (20,14,8) -> (19,14,8)
Connected (20,14,8) -> (20,15,8)
Connected (20,14,8) -> (20,13,8)
Connected (20,14,8) -> (20,14,9)
Connected (20,14,8) -> (20,14,7)
====================
20,14,9 (20,14,9)
Ignored (21,14,9) because it's out of bounds.
Connected (20,14,9) -> (19,14,9)
Connected (20,14,9) -> (20,15,9)
Connected (20,14,9) -> (20,13,9)
Connected (20,14,9) -> (20,14,10)
Connected (20,14,9) -> (20,14,8)
====================
20,14,10 (20,14,10)
Ignored (21,14,10) because it's out of bounds.
Connected (20,14,10) -> (19,14,10)
Connected (20,14,10) -> (20,15,10)
Connected (20,14,10) -> (20,13,10)
Connected (20,14,10) -> (20,14,11)
Connected (20,14,10) -> (20,14,9)
====================
20,14,11 (20,14,11)
Ignored (21,14,11) because it's out of bounds.
Connected (20,14,11) -> (19,14,11)
Connected (20,14,11) -> (20,15,11)
Connected (20,14,11) -> (20,13,11)
Connected (20,14,11) -> (20,14,12)
Connected (20,14,11) -> (20,14,10)
====================
20,14,12 (20,14,12)
Ignored (21,14,12) because it's out of bounds.
Connected (20,14,12) -> (19,14,12)
Connected (20,14,12) -> (20,15,12)
Connected (20,14,12) -> (20,13,12)
Connected (20,14,12) -> (20,14,13)
Connected (20,14,12) -> (20,14,11)
====================
20,14,13 (20,14,13)
Ignored (21,14,13) because it's out of bounds.
Connected (20,14,13) -> (19,14,13)
Connected (20,14,13) -> (20,15,13)
Connected (20,14,13) -> (20,13,13)
Connected (20,14,13) -> (20,14,14)
Connected (20,14,13) -> (20,14,12)
====================
20,14,14 (20,14,14)
Ignored (21,14,14) because it's out of bounds.
Connected (20,14,14) -> (19,14,14)
Connected (20,14,14) -> (20,15,14)
Connected (20,14,14) -> (20,13,14)
Connected (20,14,14) -> (20,14,15)
Connected (20,14,14) -> (20,14,13)
====================
20,14,15 (20,14,15)
Ignored (21,14,15) because it's out of bounds.
Connected (20,14,15) -> (19,14,15)
Connected (20,14,15) -> (20,15,15)
Connected (20,14,15) -> (20,13,15)
Connected (20,14,15) -> (20,14,16)
Connected (20,14,15) -> (20,14,14)
====================
20,14,16 (20,14,16)
Ignored (21,14,16) because it's out of bounds.
Connected (20,14,16) -> (19,14,16)
Connected (20,14,16) -> (20,15,16)
Connected (20,14,16) -> (20,13,16)
Connected (20,14,16) -> (20,14,17)
Connected (20,14,16) -> (20,14,15)
====================
20,14,17 (20,14,17)
Ignored (21,14,17) because it's out of bounds.
Connected (20,14,17) -> (19,14,17)
Connected (20,14,17) -> (20,15,17)
Connected (20,14,17) -> (20,13,17)
Connected (20,14,17) -> (20,14,18)
Connected (20,14,17) -> (20,14,16)
====================
20,14,18 (20,14,18)
Ignored (21,14,18) because it's out of bounds.
Connected (20,14,18) -> (19,14,18)
Connected (20,14,18) -> (20,15,18)
Connected (20,14,18) -> (20,13,18)
Connected (20,14,18) -> (20,14,19)
Connected (20,14,18) -> (20,14,17)
====================
20,14,19 (20,14,19)
Ignored (21,14,19) because it's out of bounds.
Connected (20,14,19) -> (19,14,19)
Connected (20,14,19) -> (20,15,19)
Connected (20,14,19) -> (20,13,19)
Connected (20,14,19) -> (20,14,20)
Connected (20,14,19) -> (20,14,18)
====================
20,14,20 (20,14,20)
Ignored (21,14,20) because it's out of bounds.
Connected (20,14,20) -> (19,14,20)
Connected (20,14,20) -> (20,15,20)
Connected (20,14,20) -> (20,13,20)
Ignored (20,14,21) because it's out of bounds.
Connected (20,14,20) -> (20,14,19)
====================
20,15,-1 (20,15,-1)
Ignored (21,15,-1) because it's out of bounds.
Connected (20,15,-1) -> (19,15,-1)
Connected (20,15,-1) -> (20,16,-1)
Connected (20,15,-1) -> (20,14,-1)
Connected (20,15,-1) -> (20,15,0)
Ignored (20,15,-2) because it's out of bounds.
====================
20,15,0 (20,15,0)
Ignored (21,15,0) because it's out of bounds.
Connected (20,15,0) -> (19,15,0)
Connected (20,15,0) -> (20,16,0)
Connected (20,15,0) -> (20,14,0)
Connected (20,15,0) -> (20,15,1)
Connected (20,15,0) -> (20,15,-1)
====================
20,15,1 (20,15,1)
Ignored (21,15,1) because it's out of bounds.
Connected (20,15,1) -> (19,15,1)
Connected (20,15,1) -> (20,16,1)
Connected (20,15,1) -> (20,14,1)
Connected (20,15,1) -> (20,15,2)
Connected (20,15,1) -> (20,15,0)
====================
20,15,2 (20,15,2)
Ignored (21,15,2) because it's out of bounds.
Connected (20,15,2) -> (19,15,2)
Connected (20,15,2) -> (20,16,2)
Connected (20,15,2) -> (20,14,2)
Connected (20,15,2) -> (20,15,3)
Connected (20,15,2) -> (20,15,1)
====================
20,15,3 (20,15,3)
Ignored (21,15,3) because it's out of bounds.
Connected (20,15,3) -> (19,15,3)
Connected (20,15,3) -> (20,16,3)
Connected (20,15,3) -> (20,14,3)
Connected (20,15,3) -> (20,15,4)
Connected (20,15,3) -> (20,15,2)
====================
20,15,4 (20,15,4)
Ignored (21,15,4) because it's out of bounds.
Connected (20,15,4) -> (19,15,4)
Connected (20,15,4) -> (20,16,4)
Connected (20,15,4) -> (20,14,4)
Connected (20,15,4) -> (20,15,5)
Connected (20,15,4) -> (20,15,3)
====================
20,15,5 (20,15,5)
Ignored (21,15,5) because it's out of bounds.
Connected (20,15,5) -> (19,15,5)
Connected (20,15,5) -> (20,16,5)
Connected (20,15,5) -> (20,14,5)
Connected (20,15,5) -> (20,15,6)
Connected (20,15,5) -> (20,15,4)
====================
20,15,6 (20,15,6)
Ignored (21,15,6) because it's out of bounds.
Connected (20,15,6) -> (19,15,6)
Connected (20,15,6) -> (20,16,6)
Connected (20,15,6) -> (20,14,6)
Connected (20,15,6) -> (20,15,7)
Connected (20,15,6) -> (20,15,5)
====================
20,15,7 (20,15,7)
Ignored (21,15,7) because it's out of bounds.
Connected (20,15,7) -> (19,15,7)
Connected (20,15,7) -> (20,16,7)
Connected (20,15,7) -> (20,14,7)
Connected (20,15,7) -> (20,15,8)
Connected (20,15,7) -> (20,15,6)
====================
20,15,8 (20,15,8)
Ignored (21,15,8) because it's out of bounds.
Connected (20,15,8) -> (19,15,8)
Connected (20,15,8) -> (20,16,8)
Connected (20,15,8) -> (20,14,8)
Connected (20,15,8) -> (20,15,9)
Connected (20,15,8) -> (20,15,7)
====================
20,15,9 (20,15,9)
Ignored (21,15,9) because it's out of bounds.
Connected (20,15,9) -> (19,15,9)
Connected (20,15,9) -> (20,16,9)
Connected (20,15,9) -> (20,14,9)
Connected (20,15,9) -> (20,15,10)
Connected (20,15,9) -> (20,15,8)
====================
20,15,10 (20,15,10)
Ignored (21,15,10) because it's out of bounds.
Connected (20,15,10) -> (19,15,10)
Connected (20,15,10) -> (20,16,10)
Connected (20,15,10) -> (20,14,10)
Connected (20,15,10) -> (20,15,11)
Connected (20,15,10) -> (20,15,9)
====================
20,15,11 (20,15,11)
Ignored (21,15,11) because it's out of bounds.
Connected (20,15,11) -> (19,15,11)
Connected (20,15,11) -> (20,16,11)
Connected (20,15,11) -> (20,14,11)
Connected (20,15,11) -> (20,15,12)
Connected (20,15,11) -> (20,15,10)
====================
20,15,12 (20,15,12)
Ignored (21,15,12) because it's out of bounds.
Connected (20,15,12) -> (19,15,12)
Connected (20,15,12) -> (20,16,12)
Connected (20,15,12) -> (20,14,12)
Connected (20,15,12) -> (20,15,13)
Connected (20,15,12) -> (20,15,11)
====================
20,15,13 (20,15,13)
Ignored (21,15,13) because it's out of bounds.
Connected (20,15,13) -> (19,15,13)
Connected (20,15,13) -> (20,16,13)
Connected (20,15,13) -> (20,14,13)
Connected (20,15,13) -> (20,15,14)
Connected (20,15,13) -> (20,15,12)
====================
20,15,14 (20,15,14)
Ignored (21,15,14) because it's out of bounds.
Connected (20,15,14) -> (19,15,14)
Connected (20,15,14) -> (20,16,14)
Connected (20,15,14) -> (20,14,14)
Connected (20,15,14) -> (20,15,15)
Connected (20,15,14) -> (20,15,13)
====================
20,15,15 (20,15,15)
Ignored (21,15,15) because it's out of bounds.
Connected (20,15,15) -> (19,15,15)
Connected (20,15,15) -> (20,16,15)
Connected (20,15,15) -> (20,14,15)
Connected (20,15,15) -> (20,15,16)
Connected (20,15,15) -> (20,15,14)
====================
20,15,16 (20,15,16)
Ignored (21,15,16) because it's out of bounds.
Connected (20,15,16) -> (19,15,16)
Connected (20,15,16) -> (20,16,16)
Connected (20,15,16) -> (20,14,16)
Connected (20,15,16) -> (20,15,17)
Connected (20,15,16) -> (20,15,15)
====================
20,15,17 (20,15,17)
Ignored (21,15,17) because it's out of bounds.
Connected (20,15,17) -> (19,15,17)
Connected (20,15,17) -> (20,16,17)
Connected (20,15,17) -> (20,14,17)
Connected (20,15,17) -> (20,15,18)
Connected (20,15,17) -> (20,15,16)
====================
20,15,18 (20,15,18)
Ignored (21,15,18) because it's out of bounds.
Connected (20,15,18) -> (19,15,18)
Connected (20,15,18) -> (20,16,18)
Connected (20,15,18) -> (20,14,18)
Connected (20,15,18) -> (20,15,19)
Connected (20,15,18) -> (20,15,17)
====================
20,15,19 (20,15,19)
Ignored (21,15,19) because it's out of bounds.
Connected (20,15,19) -> (19,15,19)
Connected (20,15,19) -> (20,16,19)
Connected (20,15,19) -> (20,14,19)
Connected (20,15,19) -> (20,15,20)
Connected (20,15,19) -> (20,15,18)
====================
20,15,20 (20,15,20)
Ignored (21,15,20) because it's out of bounds.
Connected (20,15,20) -> (19,15,20)
Connected (20,15,20) -> (20,16,20)
Connected (20,15,20) -> (20,14,20)
Ignored (20,15,21) because it's out of bounds.
Connected (20,15,20) -> (20,15,19)
====================
20,16,-1 (20,16,-1)
Ignored (21,16,-1) because it's out of bounds.
Connected (20,16,-1) -> (19,16,-1)
Connected (20,16,-1) -> (20,17,-1)
Connected (20,16,-1) -> (20,15,-1)
Connected (20,16,-1) -> (20,16,0)
Ignored (20,16,-2) because it's out of bounds.
====================
20,16,0 (20,16,0)
Ignored (21,16,0) because it's out of bounds.
Connected (20,16,0) -> (19,16,0)
Connected (20,16,0) -> (20,17,0)
Connected (20,16,0) -> (20,15,0)
Connected (20,16,0) -> (20,16,1)
Connected (20,16,0) -> (20,16,-1)
====================
20,16,1 (20,16,1)
Ignored (21,16,1) because it's out of bounds.
Connected (20,16,1) -> (19,16,1)
Connected (20,16,1) -> (20,17,1)
Connected (20,16,1) -> (20,15,1)
Connected (20,16,1) -> (20,16,2)
Connected (20,16,1) -> (20,16,0)
====================
20,16,2 (20,16,2)
Ignored (21,16,2) because it's out of bounds.
Connected (20,16,2) -> (19,16,2)
Connected (20,16,2) -> (20,17,2)
Connected (20,16,2) -> (20,15,2)
Connected (20,16,2) -> (20,16,3)
Connected (20,16,2) -> (20,16,1)
====================
20,16,3 (20,16,3)
Ignored (21,16,3) because it's out of bounds.
Connected (20,16,3) -> (19,16,3)
Connected (20,16,3) -> (20,17,3)
Connected (20,16,3) -> (20,15,3)
Connected (20,16,3) -> (20,16,4)
Connected (20,16,3) -> (20,16,2)
====================
20,16,4 (20,16,4)
Ignored (21,16,4) because it's out of bounds.
Connected (20,16,4) -> (19,16,4)
Connected (20,16,4) -> (20,17,4)
Connected (20,16,4) -> (20,15,4)
Connected (20,16,4) -> (20,16,5)
Connected (20,16,4) -> (20,16,3)
====================
20,16,5 (20,16,5)
Ignored (21,16,5) because it's out of bounds.
Connected (20,16,5) -> (19,16,5)
Connected (20,16,5) -> (20,17,5)
Connected (20,16,5) -> (20,15,5)
Connected (20,16,5) -> (20,16,6)
Connected (20,16,5) -> (20,16,4)
====================
20,16,6 (20,16,6)
Ignored (21,16,6) because it's out of bounds.
Connected (20,16,6) -> (19,16,6)
Connected (20,16,6) -> (20,17,6)
Connected (20,16,6) -> (20,15,6)
Connected (20,16,6) -> (20,16,7)
Connected (20,16,6) -> (20,16,5)
====================
20,16,7 (20,16,7)
Ignored (21,16,7) because it's out of bounds.
Connected (20,16,7) -> (19,16,7)
Connected (20,16,7) -> (20,17,7)
Connected (20,16,7) -> (20,15,7)
Connected (20,16,7) -> (20,16,8)
Connected (20,16,7) -> (20,16,6)
====================
20,16,8 (20,16,8)
Ignored (21,16,8) because it's out of bounds.
Connected (20,16,8) -> (19,16,8)
Connected (20,16,8) -> (20,17,8)
Connected (20,16,8) -> (20,15,8)
Connected (20,16,8) -> (20,16,9)
Connected (20,16,8) -> (20,16,7)
====================
20,16,9 (20,16,9)
Ignored (21,16,9) because it's out of bounds.
Connected (20,16,9) -> (19,16,9)
Connected (20,16,9) -> (20,17,9)
Connected (20,16,9) -> (20,15,9)
Connected (20,16,9) -> (20,16,10)
Connected (20,16,9) -> (20,16,8)
====================
20,16,10 (20,16,10)
Ignored (21,16,10) because it's out of bounds.
Connected (20,16,10) -> (19,16,10)
Connected (20,16,10) -> (20,17,10)
Connected (20,16,10) -> (20,15,10)
Connected (20,16,10) -> (20,16,11)
Connected (20,16,10) -> (20,16,9)
====================
20,16,11 (20,16,11)
Ignored (21,16,11) because it's out of bounds.
Connected (20,16,11) -> (19,16,11)
Connected (20,16,11) -> (20,17,11)
Connected (20,16,11) -> (20,15,11)
Connected (20,16,11) -> (20,16,12)
Connected (20,16,11) -> (20,16,10)
====================
20,16,12 (20,16,12)
Ignored (21,16,12) because it's out of bounds.
Connected (20,16,12) -> (19,16,12)
Connected (20,16,12) -> (20,17,12)
Connected (20,16,12) -> (20,15,12)
Connected (20,16,12) -> (20,16,13)
Connected (20,16,12) -> (20,16,11)
====================
20,16,13 (20,16,13)
Ignored (21,16,13) because it's out of bounds.
Connected (20,16,13) -> (19,16,13)
Connected (20,16,13) -> (20,17,13)
Connected (20,16,13) -> (20,15,13)
Connected (20,16,13) -> (20,16,14)
Connected (20,16,13) -> (20,16,12)
====================
20,16,14 (20,16,14)
Ignored (21,16,14) because it's out of bounds.
Connected (20,16,14) -> (19,16,14)
Connected (20,16,14) -> (20,17,14)
Connected (20,16,14) -> (20,15,14)
Connected (20,16,14) -> (20,16,15)
Connected (20,16,14) -> (20,16,13)
====================
20,16,15 (20,16,15)
Ignored (21,16,15) because it's out of bounds.
Connected (20,16,15) -> (19,16,15)
Connected (20,16,15) -> (20,17,15)
Connected (20,16,15) -> (20,15,15)
Connected (20,16,15) -> (20,16,16)
Connected (20,16,15) -> (20,16,14)
====================
20,16,16 (20,16,16)
Ignored (21,16,16) because it's out of bounds.
Connected (20,16,16) -> (19,16,16)
Connected (20,16,16) -> (20,17,16)
Connected (20,16,16) -> (20,15,16)
Connected (20,16,16) -> (20,16,17)
Connected (20,16,16) -> (20,16,15)
====================
20,16,17 (20,16,17)
Ignored (21,16,17) because it's out of bounds.
Connected (20,16,17) -> (19,16,17)
Connected (20,16,17) -> (20,17,17)
Connected (20,16,17) -> (20,15,17)
Connected (20,16,17) -> (20,16,18)
Connected (20,16,17) -> (20,16,16)
====================
20,16,18 (20,16,18)
Ignored (21,16,18) because it's out of bounds.
Connected (20,16,18) -> (19,16,18)
Connected (20,16,18) -> (20,17,18)
Connected (20,16,18) -> (20,15,18)
Connected (20,16,18) -> (20,16,19)
Connected (20,16,18) -> (20,16,17)
====================
20,16,19 (20,16,19)
Ignored (21,16,19) because it's out of bounds.
Connected (20,16,19) -> (19,16,19)
Connected (20,16,19) -> (20,17,19)
Connected (20,16,19) -> (20,15,19)
Connected (20,16,19) -> (20,16,20)
Connected (20,16,19) -> (20,16,18)
====================
20,16,20 (20,16,20)
Ignored (21,16,20) because it's out of bounds.
Connected (20,16,20) -> (19,16,20)
Connected (20,16,20) -> (20,17,20)
Connected (20,16,20) -> (20,15,20)
Ignored (20,16,21) because it's out of bounds.
Connected (20,16,20) -> (20,16,19)
====================
20,17,-1 (20,17,-1)
Ignored (21,17,-1) because it's out of bounds.
Connected (20,17,-1) -> (19,17,-1)
Connected (20,17,-1) -> (20,18,-1)
Connected (20,17,-1) -> (20,16,-1)
Connected (20,17,-1) -> (20,17,0)
Ignored (20,17,-2) because it's out of bounds.
====================
20,17,0 (20,17,0)
Ignored (21,17,0) because it's out of bounds.
Connected (20,17,0) -> (19,17,0)
Connected (20,17,0) -> (20,18,0)
Connected (20,17,0) -> (20,16,0)
Connected (20,17,0) -> (20,17,1)
Connected (20,17,0) -> (20,17,-1)
====================
20,17,1 (20,17,1)
Ignored (21,17,1) because it's out of bounds.
Connected (20,17,1) -> (19,17,1)
Connected (20,17,1) -> (20,18,1)
Connected (20,17,1) -> (20,16,1)
Connected (20,17,1) -> (20,17,2)
Connected (20,17,1) -> (20,17,0)
====================
20,17,2 (20,17,2)
Ignored (21,17,2) because it's out of bounds.
Connected (20,17,2) -> (19,17,2)
Connected (20,17,2) -> (20,18,2)
Connected (20,17,2) -> (20,16,2)
Connected (20,17,2) -> (20,17,3)
Connected (20,17,2) -> (20,17,1)
====================
20,17,3 (20,17,3)
Ignored (21,17,3) because it's out of bounds.
Connected (20,17,3) -> (19,17,3)
Connected (20,17,3) -> (20,18,3)
Connected (20,17,3) -> (20,16,3)
Connected (20,17,3) -> (20,17,4)
Connected (20,17,3) -> (20,17,2)
====================
20,17,4 (20,17,4)
Ignored (21,17,4) because it's out of bounds.
Connected (20,17,4) -> (19,17,4)
Connected (20,17,4) -> (20,18,4)
Connected (20,17,4) -> (20,16,4)
Connected (20,17,4) -> (20,17,5)
Connected (20,17,4) -> (20,17,3)
====================
20,17,5 (20,17,5)
Ignored (21,17,5) because it's out of bounds.
Connected (20,17,5) -> (19,17,5)
Connected (20,17,5) -> (20,18,5)
Connected (20,17,5) -> (20,16,5)
Connected (20,17,5) -> (20,17,6)
Connected (20,17,5) -> (20,17,4)
====================
20,17,6 (20,17,6)
Ignored (21,17,6) because it's out of bounds.
Connected (20,17,6) -> (19,17,6)
Connected (20,17,6) -> (20,18,6)
Connected (20,17,6) -> (20,16,6)
Connected (20,17,6) -> (20,17,7)
Connected (20,17,6) -> (20,17,5)
====================
20,17,7 (20,17,7)
Ignored (21,17,7) because it's out of bounds.
Connected (20,17,7) -> (19,17,7)
Connected (20,17,7) -> (20,18,7)
Connected (20,17,7) -> (20,16,7)
Connected (20,17,7) -> (20,17,8)
Connected (20,17,7) -> (20,17,6)
====================
20,17,8 (20,17,8)
Ignored (21,17,8) because it's out of bounds.
Connected (20,17,8) -> (19,17,8)
Connected (20,17,8) -> (20,18,8)
Connected (20,17,8) -> (20,16,8)
Connected (20,17,8) -> (20,17,9)
Connected (20,17,8) -> (20,17,7)
====================
20,17,9 (20,17,9)
Ignored (21,17,9) because it's out of bounds.
Connected (20,17,9) -> (19,17,9)
Connected (20,17,9) -> (20,18,9)
Connected (20,17,9) -> (20,16,9)
Connected (20,17,9) -> (20,17,10)
Connected (20,17,9) -> (20,17,8)
====================
20,17,10 (20,17,10)
Ignored (21,17,10) because it's out of bounds.
Connected (20,17,10) -> (19,17,10)
Connected (20,17,10) -> (20,18,10)
Connected (20,17,10) -> (20,16,10)
Connected (20,17,10) -> (20,17,11)
Connected (20,17,10) -> (20,17,9)
====================
20,17,11 (20,17,11)
Ignored (21,17,11) because it's out of bounds.
Connected (20,17,11) -> (19,17,11)
Connected (20,17,11) -> (20,18,11)
Connected (20,17,11) -> (20,16,11)
Connected (20,17,11) -> (20,17,12)
Connected (20,17,11) -> (20,17,10)
====================
20,17,12 (20,17,12)
Ignored (21,17,12) because it's out of bounds.
Connected (20,17,12) -> (19,17,12)
Connected (20,17,12) -> (20,18,12)
Connected (20,17,12) -> (20,16,12)
Connected (20,17,12) -> (20,17,13)
Connected (20,17,12) -> (20,17,11)
====================
20,17,13 (20,17,13)
Ignored (21,17,13) because it's out of bounds.
Connected (20,17,13) -> (19,17,13)
Connected (20,17,13) -> (20,18,13)
Connected (20,17,13) -> (20,16,13)
Connected (20,17,13) -> (20,17,14)
Connected (20,17,13) -> (20,17,12)
====================
20,17,14 (20,17,14)
Ignored (21,17,14) because it's out of bounds.
Connected (20,17,14) -> (19,17,14)
Connected (20,17,14) -> (20,18,14)
Connected (20,17,14) -> (20,16,14)
Connected (20,17,14) -> (20,17,15)
Connected (20,17,14) -> (20,17,13)
====================
20,17,15 (20,17,15)
Ignored (21,17,15) because it's out of bounds.
Connected (20,17,15) -> (19,17,15)
Connected (20,17,15) -> (20,18,15)
Connected (20,17,15) -> (20,16,15)
Connected (20,17,15) -> (20,17,16)
Connected (20,17,15) -> (20,17,14)
====================
20,17,16 (20,17,16)
Ignored (21,17,16) because it's out of bounds.
Connected (20,17,16) -> (19,17,16)
Connected (20,17,16) -> (20,18,16)
Connected (20,17,16) -> (20,16,16)
Connected (20,17,16) -> (20,17,17)
Connected (20,17,16) -> (20,17,15)
====================
20,17,17 (20,17,17)
Ignored (21,17,17) because it's out of bounds.
Connected (20,17,17) -> (19,17,17)
Connected (20,17,17) -> (20,18,17)
Connected (20,17,17) -> (20,16,17)
Connected (20,17,17) -> (20,17,18)
Connected (20,17,17) -> (20,17,16)
====================
20,17,18 (20,17,18)
Ignored (21,17,18) because it's out of bounds.
Connected (20,17,18) -> (19,17,18)
Connected (20,17,18) -> (20,18,18)
Connected (20,17,18) -> (20,16,18)
Connected (20,17,18) -> (20,17,19)
Connected (20,17,18) -> (20,17,17)
====================
20,17,19 (20,17,19)
Ignored (21,17,19) because it's out of bounds.
Connected (20,17,19) -> (19,17,19)
Connected (20,17,19) -> (20,18,19)
Connected (20,17,19) -> (20,16,19)
Connected (20,17,19) -> (20,17,20)
Connected (20,17,19) -> (20,17,18)
====================
20,17,20 (20,17,20)
Ignored (21,17,20) because it's out of bounds.
Connected (20,17,20) -> (19,17,20)
Connected (20,17,20) -> (20,18,20)
Connected (20,17,20) -> (20,16,20)
Ignored (20,17,21) because it's out of bounds.
Connected (20,17,20) -> (20,17,19)
====================
20,18,-1 (20,18,-1)
Ignored (21,18,-1) because it's out of bounds.
Connected (20,18,-1) -> (19,18,-1)
Connected (20,18,-1) -> (20,19,-1)
Connected (20,18,-1) -> (20,17,-1)
Connected (20,18,-1) -> (20,18,0)
Ignored (20,18,-2) because it's out of bounds.
====================
20,18,0 (20,18,0)
Ignored (21,18,0) because it's out of bounds.
Connected (20,18,0) -> (19,18,0)
Connected (20,18,0) -> (20,19,0)
Connected (20,18,0) -> (20,17,0)
Connected (20,18,0) -> (20,18,1)
Connected (20,18,0) -> (20,18,-1)
====================
20,18,1 (20,18,1)
Ignored (21,18,1) because it's out of bounds.
Connected (20,18,1) -> (19,18,1)
Connected (20,18,1) -> (20,19,1)
Connected (20,18,1) -> (20,17,1)
Connected (20,18,1) -> (20,18,2)
Connected (20,18,1) -> (20,18,0)
====================
20,18,2 (20,18,2)
Ignored (21,18,2) because it's out of bounds.
Connected (20,18,2) -> (19,18,2)
Connected (20,18,2) -> (20,19,2)
Connected (20,18,2) -> (20,17,2)
Connected (20,18,2) -> (20,18,3)
Connected (20,18,2) -> (20,18,1)
====================
20,18,3 (20,18,3)
Ignored (21,18,3) because it's out of bounds.
Connected (20,18,3) -> (19,18,3)
Connected (20,18,3) -> (20,19,3)
Connected (20,18,3) -> (20,17,3)
Connected (20,18,3) -> (20,18,4)
Connected (20,18,3) -> (20,18,2)
====================
20,18,4 (20,18,4)
Ignored (21,18,4) because it's out of bounds.
Connected (20,18,4) -> (19,18,4)
Connected (20,18,4) -> (20,19,4)
Connected (20,18,4) -> (20,17,4)
Connected (20,18,4) -> (20,18,5)
Connected (20,18,4) -> (20,18,3)
====================
20,18,5 (20,18,5)
Ignored (21,18,5) because it's out of bounds.
Connected (20,18,5) -> (19,18,5)
Connected (20,18,5) -> (20,19,5)
Connected (20,18,5) -> (20,17,5)
Connected (20,18,5) -> (20,18,6)
Connected (20,18,5) -> (20,18,4)
====================
20,18,6 (20,18,6)
Ignored (21,18,6) because it's out of bounds.
Connected (20,18,6) -> (19,18,6)
Connected (20,18,6) -> (20,19,6)
Connected (20,18,6) -> (20,17,6)
Connected (20,18,6) -> (20,18,7)
Connected (20,18,6) -> (20,18,5)
====================
20,18,7 (20,18,7)
Ignored (21,18,7) because it's out of bounds.
Connected (20,18,7) -> (19,18,7)
Connected (20,18,7) -> (20,19,7)
Connected (20,18,7) -> (20,17,7)
Connected (20,18,7) -> (20,18,8)
Connected (20,18,7) -> (20,18,6)
====================
20,18,8 (20,18,8)
Ignored (21,18,8) because it's out of bounds.
Connected (20,18,8) -> (19,18,8)
Connected (20,18,8) -> (20,19,8)
Connected (20,18,8) -> (20,17,8)
Connected (20,18,8) -> (20,18,9)
Connected (20,18,8) -> (20,18,7)
====================
20,18,9 (20,18,9)
Ignored (21,18,9) because it's out of bounds.
Connected (20,18,9) -> (19,18,9)
Connected (20,18,9) -> (20,19,9)
Connected (20,18,9) -> (20,17,9)
Connected (20,18,9) -> (20,18,10)
Connected (20,18,9) -> (20,18,8)
====================
20,18,10 (20,18,10)
Ignored (21,18,10) because it's out of bounds.
Connected (20,18,10) -> (19,18,10)
Connected (20,18,10) -> (20,19,10)
Connected (20,18,10) -> (20,17,10)
Connected (20,18,10) -> (20,18,11)
Connected (20,18,10) -> (20,18,9)
====================
20,18,11 (20,18,11)
Ignored (21,18,11) because it's out of bounds.
Connected (20,18,11) -> (19,18,11)
Connected (20,18,11) -> (20,19,11)
Connected (20,18,11) -> (20,17,11)
Connected (20,18,11) -> (20,18,12)
Connected (20,18,11) -> (20,18,10)
====================
20,18,12 (20,18,12)
Ignored (21,18,12) because it's out of bounds.
Connected (20,18,12) -> (19,18,12)
Connected (20,18,12) -> (20,19,12)
Connected (20,18,12) -> (20,17,12)
Connected (20,18,12) -> (20,18,13)
Connected (20,18,12) -> (20,18,11)
====================
20,18,13 (20,18,13)
Ignored (21,18,13) because it's out of bounds.
Connected (20,18,13) -> (19,18,13)
Connected (20,18,13) -> (20,19,13)
Connected (20,18,13) -> (20,17,13)
Connected (20,18,13) -> (20,18,14)
Connected (20,18,13) -> (20,18,12)
====================
20,18,14 (20,18,14)
Ignored (21,18,14) because it's out of bounds.
Connected (20,18,14) -> (19,18,14)
Connected (20,18,14) -> (20,19,14)
Connected (20,18,14) -> (20,17,14)
Connected (20,18,14) -> (20,18,15)
Connected (20,18,14) -> (20,18,13)
====================
20,18,15 (20,18,15)
Ignored (21,18,15) because it's out of bounds.
Connected (20,18,15) -> (19,18,15)
Connected (20,18,15) -> (20,19,15)
Connected (20,18,15) -> (20,17,15)
Connected (20,18,15) -> (20,18,16)
Connected (20,18,15) -> (20,18,14)
====================
20,18,16 (20,18,16)
Ignored (21,18,16) because it's out of bounds.
Connected (20,18,16) -> (19,18,16)
Connected (20,18,16) -> (20,19,16)
Connected (20,18,16) -> (20,17,16)
Connected (20,18,16) -> (20,18,17)
Connected (20,18,16) -> (20,18,15)
====================
20,18,17 (20,18,17)
Ignored (21,18,17) because it's out of bounds.
Connected (20,18,17) -> (19,18,17)
Connected (20,18,17) -> (20,19,17)
Connected (20,18,17) -> (20,17,17)
Connected (20,18,17) -> (20,18,18)
Connected (20,18,17) -> (20,18,16)
====================
20,18,18 (20,18,18)
Ignored (21,18,18) because it's out of bounds.
Connected (20,18,18) -> (19,18,18)
Connected (20,18,18) -> (20,19,18)
Connected (20,18,18) -> (20,17,18)
Connected (20,18,18) -> (20,18,19)
Connected (20,18,18) -> (20,18,17)
====================
20,18,19 (20,18,19)
Ignored (21,18,19) because it's out of bounds.
Connected (20,18,19) -> (19,18,19)
Connected (20,18,19) -> (20,19,19)
Connected (20,18,19) -> (20,17,19)
Connected (20,18,19) -> (20,18,20)
Connected (20,18,19) -> (20,18,18)
====================
20,18,20 (20,18,20)
Ignored (21,18,20) because it's out of bounds.
Connected (20,18,20) -> (19,18,20)
Connected (20,18,20) -> (20,19,20)
Connected (20,18,20) -> (20,17,20)
Ignored (20,18,21) because it's out of bounds.
Connected (20,18,20) -> (20,18,19)
====================
20,19,-1 (20,19,-1)
Ignored (21,19,-1) because it's out of bounds.
Connected (20,19,-1) -> (19,19,-1)
Ignored (20,20,-1) because it's out of bounds.
Connected (20,19,-1) -> (20,18,-1)
Connected (20,19,-1) -> (20,19,0)
Ignored (20,19,-2) because it's out of bounds.
====================
20,19,0 (20,19,0)
Ignored (21,19,0) because it's out of bounds.
Connected (20,19,0) -> (19,19,0)
Ignored (20,20,0) because it's out of bounds.
Connected (20,19,0) -> (20,18,0)
Connected (20,19,0) -> (20,19,1)
Connected (20,19,0) -> (20,19,-1)
====================
20,19,1 (20,19,1)
Ignored (21,19,1) because it's out of bounds.
Connected (20,19,1) -> (19,19,1)
Ignored (20,20,1) because it's out of bounds.
Connected (20,19,1) -> (20,18,1)
Connected (20,19,1) -> (20,19,2)
Connected (20,19,1) -> (20,19,0)
====================
20,19,2 (20,19,2)
Ignored (21,19,2) because it's out of bounds.
Connected (20,19,2) -> (19,19,2)
Ignored (20,20,2) because it's out of bounds.
Connected (20,19,2) -> (20,18,2)
Connected (20,19,2) -> (20,19,3)
Connected (20,19,2) -> (20,19,1)
====================
20,19,3 (20,19,3)
Ignored (21,19,3) because it's out of bounds.
Connected (20,19,3) -> (19,19,3)
Ignored (20,20,3) because it's out of bounds.
Connected (20,19,3) -> (20,18,3)
Connected (20,19,3) -> (20,19,4)
Connected (20,19,3) -> (20,19,2)
====================
20,19,4 (20,19,4)
Ignored (21,19,4) because it's out of bounds.
Connected (20,19,4) -> (19,19,4)
Ignored (20,20,4) because it's out of bounds.
Connected (20,19,4) -> (20,18,4)
Connected (20,19,4) -> (20,19,5)
Connected (20,19,4) -> (20,19,3)
====================
20,19,5 (20,19,5)
Ignored (21,19,5) because it's out of bounds.
Connected (20,19,5) -> (19,19,5)
Ignored (20,20,5) because it's out of bounds.
Connected (20,19,5) -> (20,18,5)
Connected (20,19,5) -> (20,19,6)
Connected (20,19,5) -> (20,19,4)
====================
20,19,6 (20,19,6)
Ignored (21,19,6) because it's out of bounds.
Connected (20,19,6) -> (19,19,6)
Ignored (20,20,6) because it's out of bounds.
Connected (20,19,6) -> (20,18,6)
Connected (20,19,6) -> (20,19,7)
Connected (20,19,6) -> (20,19,5)
====================
20,19,7 (20,19,7)
Ignored (21,19,7) because it's out of bounds.
Connected (20,19,7) -> (19,19,7)
Ignored (20,20,7) because it's out of bounds.
Connected (20,19,7) -> (20,18,7)
Connected (20,19,7) -> (20,19,8)
Connected (20,19,7) -> (20,19,6)
====================
20,19,8 (20,19,8)
Ignored (21,19,8) because it's out of bounds.
Connected (20,19,8) -> (19,19,8)
Ignored (20,20,8) because it's out of bounds.
Connected (20,19,8) -> (20,18,8)
Connected (20,19,8) -> (20,19,9)
Connected (20,19,8) -> (20,19,7)
====================
20,19,9 (20,19,9)
Ignored (21,19,9) because it's out of bounds.
Connected (20,19,9) -> (19,19,9)
Ignored (20,20,9) because it's out of bounds.
Connected (20,19,9) -> (20,18,9)
Connected (20,19,9) -> (20,19,10)
Connected (20,19,9) -> (20,19,8)
====================
20,19,10 (20,19,10)
Ignored (21,19,10) because it's out of bounds.
Connected (20,19,10) -> (19,19,10)
Ignored (20,20,10) because it's out of bounds.
Connected (20,19,10) -> (20,18,10)
Connected (20,19,10) -> (20,19,11)
Connected (20,19,10) -> (20,19,9)
====================
20,19,11 (20,19,11)
Ignored (21,19,11) because it's out of bounds.
Connected (20,19,11) -> (19,19,11)
Ignored (20,20,11) because it's out of bounds.
Connected (20,19,11) -> (20,18,11)
Connected (20,19,11) -> (20,19,12)
Connected (20,19,11) -> (20,19,10)
====================
20,19,12 (20,19,12)
Ignored (21,19,12) because it's out of bounds.
Connected (20,19,12) -> (19,19,12)
Ignored (20,20,12) because it's out of bounds.
Connected (20,19,12) -> (20,18,12)
Connected (20,19,12) -> (20,19,13)
Connected (20,19,12) -> (20,19,11)
====================
20,19,13 (20,19,13)
Ignored (21,19,13) because it's out of bounds.
Connected (20,19,13) -> (19,19,13)
Ignored (20,20,13) because it's out of bounds.
Connected (20,19,13) -> (20,18,13)
Connected (20,19,13) -> (20,19,14)
Connected (20,19,13) -> (20,19,12)
====================
20,19,14 (20,19,14)
Ignored (21,19,14) because it's out of bounds.
Connected (20,19,14) -> (19,19,14)
Ignored (20,20,14) because it's out of bounds.
Connected (20,19,14) -> (20,18,14)
Connected (20,19,14) -> (20,19,15)
Connected (20,19,14) -> (20,19,13)
====================
20,19,15 (20,19,15)
Ignored (21,19,15) because it's out of bounds.
Connected (20,19,15) -> (19,19,15)
Ignored (20,20,15) because it's out of bounds.
Connected (20,19,15) -> (20,18,15)
Connected (20,19,15) -> (20,19,16)
Connected (20,19,15) -> (20,19,14)
====================
20,19,16 (20,19,16)
Ignored (21,19,16) because it's out of bounds.
Connected (20,19,16) -> (19,19,16)
Ignored (20,20,16) because it's out of bounds.
Connected (20,19,16) -> (20,18,16)
Connected (20,19,16) -> (20,19,17)
Connected (20,19,16) -> (20,19,15)
====================
20,19,17 (20,19,17)
Ignored (21,19,17) because it's out of bounds.
Connected (20,19,17) -> (19,19,17)
Ignored (20,20,17) because it's out of bounds.
Connected (20,19,17) -> (20,18,17)
Connected (20,19,17) -> (20,19,18)
Connected (20,19,17) -> (20,19,16)
====================
20,19,18 (20,19,18)
Ignored (21,19,18) because it's out of bounds.
Connected (20,19,18) -> (19,19,18)
Ignored (20,20,18) because it's out of bounds.
Connected (20,19,18) -> (20,18,18)
Connected (20,19,18) -> (20,19,19)
Connected (20,19,18) -> (20,19,17)
====================
20,19,19 (20,19,19)
Ignored (21,19,19) because it's out of bounds.
Connected (20,19,19) -> (19,19,19)
Ignored (20,20,19) because it's out of bounds.
Connected (20,19,19) -> (20,18,19)
Connected (20,19,19) -> (20,19,20)
Connected (20,19,19) -> (20,19,18)
====================
20,19,20 (20,19,20)
Ignored (21,19,20) because it's out of bounds.
Connected (20,19,20) -> (19,19,20)
Ignored (20,20,20) because it's out of bounds.
Connected (20,19,20) -> (20,18,20)
Ignored (20,19,21) because it's out of bounds.
Connected (20,19,20) -> (20,19,19)
Trying to path to (0,0,0)...

Trying to path to (0,0,0)...
->(-1,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20
Trying to path to (0,0,0)...
->(0,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(0,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(0,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(0,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(0,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(0,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(0,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(0,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(0,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(0,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(0,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(0,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(0,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(0,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(0,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(0,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(0,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(0,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(0,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(0,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(0,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(0,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(0,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(0,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(0,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(0,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(0,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(0,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(0,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(0,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(0,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(0,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(0,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(0,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(0,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(0,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(0,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(0,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(0,5,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(0,5,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(0,5,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(0,5,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(0,5,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(0,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(0,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(0,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(0,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(0,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(0,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(0,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(0,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(0,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(0,6,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(0,6,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(0,6,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(0,6,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(0,6,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(0,6,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(0,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(0,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(0,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(0,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(0,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(0,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(0,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(0,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(0,7,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(0,7,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(0,7,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(0,7,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(0,7,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(0,7,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(0,7,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(0,7,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(0,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(0,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(0,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(0,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(0,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(0,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(0,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(0,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(0,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(0,8,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(0,8,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(0,8,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(0,8,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(0,8,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(0,8,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(0,8,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(0,8,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(0,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(0,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(0,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(0,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(0,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(0,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(0,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(0,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(0,9,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(0,9,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(0,9,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(0,9,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(0,9,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(0,9,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(0,9,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(0,9,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(0,9,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(0,9,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(0,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(0,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(0,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(0,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(0,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(0,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(0,10,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(0,10,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(0,10,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(0,10,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(0,10,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(0,10,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(0,10,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(0,10,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(0,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(0,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(0,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(0,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(0,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(0,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(0,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(0,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(0,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(0,11,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(0,11,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(0,11,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(0,11,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(0,11,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(0,11,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(0,11,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(0,11,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(0,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(0,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(0,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(0,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(0,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(0,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(0,12,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(0,12,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(0,12,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(0,12,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(0,12,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(0,12,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(0,12,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(0,12,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(0,12,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(0,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(0,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(0,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(0,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(0,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(0,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(0,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(0,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(0,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(0,13,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(0,13,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(0,13,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(0,13,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(0,13,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(0,13,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(0,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(0,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(0,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(0,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(0,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(0,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(0,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(0,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(0,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(0,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(0,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(0,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(0,14,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(0,14,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(0,14,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(0,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(0,14,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(0,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(0,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(0,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(0,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(0,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(0,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(0,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(0,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(0,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(0,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(0,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(0,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(0,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(0,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(0,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(0,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(0,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(0,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(0,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(0,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(0,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(0,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(0,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(0,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(0,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(0,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(0,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(0,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(0,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(0,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(0,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(0,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(0,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(0,1,7->(1,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9->(1,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10->(1,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(0,1,12->(1,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(0,2,5->(1,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(0,2,6->(1,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(0,2,7->(1,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(0,2,8->(1,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(0,2,9->(1,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(0,2,10->(1,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(0,2,11->(1,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(0,2,12->(1,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(0,2,13->(1,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15->(1,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4->(1,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(0,3,5->(1,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(0,3,6->(1,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(0,3,7->(1,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(0,3,8->(1,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(0,3,9->(1,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(0,3,10->(1,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(0,3,11->(1,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(0,3,12->(1,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(0,3,13->(1,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(0,3,14->(1,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15->(1,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3->(1,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(0,4,4->(1,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(0,4,5->(1,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(0,4,6->(1,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(0,4,7->(1,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(0,4,8->(1,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(0,4,9->(1,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(0,4,10->(1,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(0,4,11->(1,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(0,4,12->(1,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(0,4,13->(1,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(0,4,14->(1,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(0,4,15->(1,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2->(1,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(0,5,3->(1,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(0,5,4->(1,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(0,5,5->(1,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(0,5,6->(1,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(0,5,7->(1,5,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(0,5,8->(1,5,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(0,5,9->(1,5,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(0,5,10->(1,5,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(0,5,11->(1,5,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(0,5,12->(1,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(0,5,13->(1,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(0,5,14->(1,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(0,5,15->(1,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(0,5,16->(1,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1->(1,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2->(1,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(0,6,3->(1,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(0,6,4->(1,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(0,6,5->(1,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(0,6,6->(1,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(0,6,7->(1,6,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(0,6,8->(1,6,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(0,6,9->(1,6,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(0,6,11->(1,6,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(0,6,12->(1,6,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(0,6,13->(1,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(0,6,14->(1,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(0,6,15->(1,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(0,6,16->(1,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17->(1,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(0,7,2->(1,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(0,7,3->(1,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(0,7,4->(1,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(0,7,5->(1,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(0,7,6->(1,7,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(0,7,7->(1,7,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(0,7,10->(1,7,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(0,7,13->(1,7,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(0,7,14->(1,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(0,7,15->(1,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(0,7,16->(1,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(0,7,17->(1,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(0,7,18->(1,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(0,8,1->(1,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(0,8,2->(1,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(0,8,3->(1,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(0,8,4->(1,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(0,8,5->(1,8,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(0,8,6->(1,8,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(0,8,13->(1,8,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(0,8,14->(1,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(0,8,15->(1,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(0,8,16->(1,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(0,8,17->(1,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(0,9,1->(1,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(0,9,2->(1,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(0,9,3->(1,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(0,9,4->(1,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(0,9,5->(1,9,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(0,9,6->(1,9,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(0,9,12->(1,9,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(0,9,14->(1,9,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(0,9,15->(1,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(0,9,16->(1,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(0,9,17->(1,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(0,9,18->(1,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1->(1,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2->(1,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(0,10,3->(1,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(0,10,4->(1,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(0,10,5->(1,10,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(0,10,13->(1,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(0,10,14->(1,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(0,10,15->(1,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(0,10,16->(1,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(0,10,17->(1,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19->(1,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(0,11,2->(1,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(0,11,3->(1,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(0,11,4->(1,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(0,11,5->(1,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(0,11,6->(1,11,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(0,11,8->(1,11,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(0,11,13->(1,11,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(0,11,14->(1,11,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(0,11,15->(1,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(0,11,16->(1,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(0,11,17->(1,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(0,12,2->(1,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(0,12,3->(1,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(0,12,4->(1,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(0,12,5->(1,12,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(0,12,6->(1,12,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(0,12,7->(1,12,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(0,12,8->(1,12,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(0,12,11->(1,12,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(0,12,12->(1,12,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(0,12,13->(1,12,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(0,12,14->(1,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(0,12,15->(1,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(0,12,16->(1,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(0,12,17->(1,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(0,12,18->(1,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1->(1,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(0,13,2->(1,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(0,13,3->(1,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(0,13,4->(1,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(0,13,5->(1,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(0,13,6->(1,13,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(0,13,7->(1,13,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(0,13,8->(1,13,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(0,13,9->(1,13,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(0,13,10->(1,13,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(0,13,11->(1,13,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(0,13,12->(1,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(0,13,13->(1,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(0,13,14->(1,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(0,13,15->(1,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(0,13,16->(1,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(0,13,17->(1,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18->(1,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(0,14,3->(1,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(0,14,4->(1,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(0,14,5->(1,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(0,14,6->(1,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(0,14,7->(1,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(0,14,8->(1,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(0,14,9->(1,14,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(0,14,10->(1,14,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(0,14,11->(1,14,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(0,14,12->(1,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(0,14,13->(1,14,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(0,14,14->(1,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(0,14,15->(1,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(0,14,16->(1,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(0,14,17->(1,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3->(1,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(0,15,4->(1,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(0,15,5->(1,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(0,15,6->(1,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(0,15,7->(1,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(0,15,8->(1,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(0,15,9->(1,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(0,15,10->(1,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(0,15,11->(1,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(0,15,12->(1,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(0,15,13->(1,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(0,15,14->(1,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15->(1,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16->(1,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(0,16,5->(1,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(0,16,6->(1,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(0,16,7->(1,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(0,16,8->(1,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(0,16,9->(1,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(0,16,10->(1,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(0,16,11->(1,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(0,16,12->(1,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13->(1,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(0,16,14->(1,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(0,16,15->(1,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5->(1,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6->(1,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7->(1,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(0,17,8->(1,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(0,17,9->(1,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(0,17,10->(1,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(0,17,11->(1,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(0,17,12->(1,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(0,17,13->(1,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7->(1,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(0,18,9->(1,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(0,18,10->(1,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12->(1,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11->(2,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(0,1,7->(1,1,7->(2,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8->(2,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9->(1,1,9->(2,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10->(1,1,10->(2,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11->(2,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(0,1,12->(1,1,12->(2,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13->(2,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(0,2,5->(1,2,5->(2,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(0,2,6->(1,2,6->(2,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(0,2,7->(1,2,7->(2,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(0,2,8->(1,2,8->(2,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(0,2,9->(1,2,9->(2,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(0,2,10->(1,2,10->(2,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(0,2,11->(1,2,11->(2,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(0,2,12->(1,2,12->(2,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(0,2,13->(1,2,13->(2,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14->(2,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15->(1,2,15->(2,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4->(1,3,4->(2,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(0,3,5->(1,3,5->(2,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(0,3,6->(1,3,6->(2,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(0,3,7->(1,3,7->(2,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(0,3,9->(1,3,9->(2,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(0,3,10->(1,3,10->(2,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(0,3,11->(1,3,11->(2,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(0,3,12->(1,3,12->(2,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(0,3,13->(1,3,13->(2,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(0,3,14->(1,3,14->(2,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15->(1,3,15->(2,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2->(2,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3->(1,4,3->(2,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(0,4,4->(1,4,4->(2,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(0,4,5->(1,4,5->(2,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(0,4,6->(1,4,6->(2,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(0,4,7->(1,4,7->(2,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(0,4,8->(1,4,8->(2,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(0,4,9->(1,4,9->(2,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(0,4,11->(1,4,11->(2,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(0,4,12->(1,4,12->(2,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(0,4,13->(1,4,13->(2,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(0,4,14->(1,4,14->(2,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(0,4,15->(1,4,15->(2,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16->(2,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2->(1,5,2->(2,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(0,5,3->(1,5,3->(2,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(0,5,4->(1,5,4->(2,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(0,5,5->(1,5,5->(2,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(0,5,6->(1,5,6->(2,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(0,5,11->(1,5,11->(2,5,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(0,5,12->(1,5,12->(2,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(0,5,13->(1,5,13->(2,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(0,5,14->(1,5,14->(2,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(0,5,15->(1,5,15->(2,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(0,5,16->(1,5,16->(2,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17->(2,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1->(1,6,1->(2,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2->(1,6,2->(2,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(0,6,3->(1,6,3->(2,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(0,6,4->(1,6,4->(2,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(0,6,5->(1,6,5->(2,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(0,6,6->(1,6,6->(2,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(0,6,14->(1,6,14->(2,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(0,6,15->(1,6,15->(2,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(0,6,16->(1,6,16->(2,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17->(1,6,17->(2,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(0,7,2->(1,7,2->(2,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(0,7,3->(1,7,3->(2,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(0,7,4->(1,7,4->(2,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(0,7,6->(1,7,6->(2,7,6
Trying to path to (0,0,0)...
->X
Block 2_7_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(0,7,14->(1,7,14->(2,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(0,7,16->(1,7,16->(2,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(0,7,17->(1,7,17->(2,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(0,7,18->(1,7,18->(2,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(0,8,1->(1,8,1->(2,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(0,8,2->(1,8,2->(2,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(0,8,3->(1,8,3->(2,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(0,8,4->(1,8,4->(2,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(0,8,14->(1,8,14->(2,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(0,8,15->(1,8,15->(2,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(0,8,16->(1,8,16->(2,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(0,8,17->(1,8,17->(2,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18->(2,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(0,9,1->(1,9,1->(2,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(0,9,2->(1,9,2->(2,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(0,9,3->(1,9,3->(2,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(0,9,15->(1,9,15->(2,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(0,9,16->(1,9,16->(2,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(0,9,17->(1,9,17->(2,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(0,9,18->(1,9,18->(2,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1->(1,10,1->(2,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2->(1,10,2->(2,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(0,10,3->(1,10,3->(2,10,3
Trying to path to (0,0,0)...
->X
Block 2_10_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(0,10,13->(1,10,13->(2,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(0,10,14->(1,10,14->(2,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(0,10,15->(1,10,15->(2,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(0,10,16->(1,10,16->(2,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(0,10,17->(1,10,17->(2,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18->(2,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19->(1,10,19->(2,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1->(2,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(0,11,2->(1,11,2->(2,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(0,11,3->(1,11,3->(2,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(0,11,4->(1,11,4->(2,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(0,11,15->(1,11,15->(2,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(0,11,16->(1,11,16->(2,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(0,11,17->(1,11,17->(2,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18->(2,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(0,12,2->(1,12,2->(2,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(0,12,3->(1,12,3->(2,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(0,12,4->(1,12,4->(2,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(0,12,15->(1,12,15->(2,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(0,12,16->(1,12,16->(2,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(0,12,17->(1,12,17->(2,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(0,12,18->(1,12,18->(2,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1->(1,13,1->(2,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(0,13,2->(1,13,2->(2,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(0,13,3->(1,13,3->(2,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(0,13,4->(1,13,4->(2,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(0,13,5->(1,13,5->(2,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(0,13,12->(1,13,12->(2,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(0,13,14->(1,13,14->(2,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(0,13,15->(1,13,15->(2,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(0,13,16->(1,13,16->(2,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(0,13,17->(1,13,17->(2,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18->(1,13,18->(2,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(0,14,3->(1,14,3->(2,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(0,14,4->(1,14,4->(2,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(0,14,5->(1,14,5->(2,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(0,14,6->(1,14,6->(2,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(0,14,7->(1,14,7->(2,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(0,14,12->(1,14,12->(2,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(0,14,14->(1,14,14->(2,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(0,14,15->(1,14,15->(2,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(0,14,16->(1,14,16->(2,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(0,14,17->(1,14,17->(2,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2->(2,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3->(1,15,3->(2,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(0,15,4->(1,15,4->(2,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(0,15,5->(1,15,5->(2,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(0,15,6->(1,15,6->(2,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(0,15,7->(1,15,7->(2,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(0,15,9->(1,15,9->(2,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(0,15,10->(1,15,10->(2,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(0,15,11->(1,15,11->(2,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(0,15,13->(1,15,13->(2,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(0,15,14->(1,15,14->(2,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15->(1,15,15->(2,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16->(1,15,16->(2,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(0,16,5->(1,16,5->(2,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(0,16,6->(1,16,6->(2,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(0,16,7->(1,16,7->(2,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(0,16,8->(1,16,8->(2,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(0,16,9->(1,16,9->(2,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(0,16,10->(1,16,10->(2,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(0,16,11->(1,16,11->(2,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(0,16,12->(1,16,12->(2,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13->(1,16,13->(2,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(0,16,14->(1,16,14->(2,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(0,16,15->(1,16,15->(2,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5->(1,17,5->(2,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6->(1,17,6->(2,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7->(1,17,7->(2,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(0,17,8->(1,17,8->(2,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(0,17,9->(1,17,9->(2,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(0,17,10->(1,17,10->(2,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(0,17,11->(1,17,11->(2,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(0,17,12->(1,17,12->(2,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(0,17,13->(1,17,13->(2,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14->(2,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6->(2,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7->(1,18,7->(2,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8->(2,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(0,18,9->(1,18,9->(2,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(0,18,10->(1,18,10->(2,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11->(2,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12->(1,18,12->(2,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11->(2,0,11->(3,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(0,1,7->(1,1,7->(2,1,7->(3,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8->(2,1,8->(3,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9->(1,1,9->(2,1,9->(3,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10->(1,1,10->(2,1,10->(3,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11->(2,1,11->(3,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(0,1,12->(1,1,12->(2,1,12->(3,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13->(2,1,13->(3,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(0,2,5->(1,2,5->(2,2,5->(3,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(0,2,6->(1,2,6->(2,2,6->(3,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(0,2,7->(1,2,7->(2,2,7->(3,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(0,2,8->(1,2,8->(2,2,8->(3,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(0,2,9->(1,2,9->(2,2,9->(3,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(0,2,10->(1,2,10->(2,2,10->(3,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(0,2,11->(1,2,11->(2,2,11->(3,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(0,2,12->(1,2,12->(2,2,12->(3,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(0,2,13->(1,2,13->(2,2,13->(3,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14->(2,2,14->(3,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15->(1,2,15->(2,2,15->(3,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16->(3,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4->(1,3,4->(2,3,4->(3,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(0,3,5->(1,3,5->(2,3,5->(3,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(0,3,6->(1,3,6->(2,3,6->(3,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(0,3,7->(1,3,7->(2,3,7->(3,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(0,3,9->(1,3,9->(2,3,9->(3,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(0,3,10->(1,3,10->(2,3,10->(3,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(0,3,11->(1,3,11->(2,3,11->(3,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(0,3,12->(1,3,12->(2,3,12->(3,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(0,3,13->(1,3,13->(2,3,13->(3,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(0,3,14->(1,3,14->(2,3,14->(3,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15->(1,3,15->(2,3,15->(3,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16->(3,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2->(2,4,2->(3,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3->(1,4,3->(2,4,3->(3,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(0,4,4->(1,4,4->(2,4,4->(3,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(0,4,5->(1,4,5->(2,4,5->(3,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(0,4,6->(1,4,6->(2,4,6->(3,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(0,4,12->(1,4,12->(2,4,12->(3,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(0,4,13->(1,4,13->(2,4,13->(3,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(0,4,14->(1,4,14->(2,4,14->(3,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(0,4,15->(1,4,15->(2,4,15->(3,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16->(2,4,16->(3,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17->(3,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1->(3,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2->(1,5,2->(2,5,2->(3,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(0,5,3->(1,5,3->(2,5,3->(3,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(0,5,4->(1,5,4->(2,5,4->(3,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(0,5,15->(1,5,15->(2,5,15->(3,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(0,5,16->(1,5,16->(2,5,16->(3,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17->(2,5,17->(3,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1->(1,6,1->(2,6,1->(3,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2->(1,6,2->(2,6,2->(3,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(0,6,3->(1,6,3->(2,6,3->(3,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(0,6,15->(1,6,15->(2,6,15->(3,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(0,6,16->(1,6,16->(2,6,16->(3,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17->(1,6,17->(2,6,17->(3,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(0,7,2->(1,7,2->(2,7,2->(3,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(0,7,3->(1,7,3->(2,7,3->(3,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(0,7,4->(1,7,4->(2,7,4->(3,7,4
Trying to path to (0,0,0)...
->X
Block 3_7_9 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(0,7,16->(1,7,16->(2,7,16->(3,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(0,7,17->(1,7,17->(2,7,17->(3,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(0,7,18->(1,7,18->(2,7,18->(3,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(0,8,1->(1,8,1->(2,8,1->(3,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(0,8,2->(1,8,2->(2,8,2->(3,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(0,8,14->(1,8,14->(2,8,14->(3,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(0,8,17->(1,8,17->(2,8,17->(3,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18->(2,8,18->(3,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(0,9,1->(1,9,1->(2,9,1->(3,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(0,9,2->(1,9,2->(2,9,2->(3,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(0,9,3->(1,9,3->(2,9,3->(3,9,3
Trying to path to (0,0,0)...
->X
Block 3_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 3_9_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(0,9,16->(1,9,16->(2,9,16->(3,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(0,9,17->(1,9,17->(2,9,17->(3,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(0,9,18->(1,9,18->(2,9,18->(3,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1->(1,10,1->(2,10,1->(3,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2->(1,10,2->(2,10,2->(3,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(0,10,3->(1,10,3->(2,10,3->(3,10,3
Trying to path to (0,0,0)...
->X
Block 3_10_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(0,10,17->(1,10,17->(2,10,17->(3,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18->(2,10,18->(3,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19->(1,10,19->(2,10,19->(3,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0->(3,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1->(2,11,1->(3,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(0,11,2->(1,11,2->(2,11,2->(3,11,2
Trying to path to (0,0,0)...
->X
Block 3_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 3_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 3_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 3_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 3_11_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(0,11,16->(1,11,16->(2,11,16->(3,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(0,11,17->(1,11,17->(2,11,17->(3,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18->(2,11,18->(3,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(0,12,2->(1,12,2->(2,12,2->(3,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(0,12,3->(1,12,3->(2,12,3->(3,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(0,12,4->(1,12,4->(2,12,4->(3,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(0,12,16->(1,12,16->(2,12,16->(3,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(0,12,17->(1,12,17->(2,12,17->(3,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(0,12,18->(1,12,18->(2,12,18->(3,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1->(1,13,1->(2,13,1->(3,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(0,13,2->(1,13,2->(2,13,2->(3,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(0,13,3->(1,13,3->(2,13,3->(3,13,3
Trying to path to (0,0,0)...
->X
Block 3_13_7 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(0,13,14->(1,13,14->(2,13,14->(3,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(0,13,15->(1,13,15->(2,13,15->(3,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(0,13,16->(1,13,16->(2,13,16->(3,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(0,13,17->(1,13,17->(2,13,17->(3,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18->(1,13,18->(2,13,18->(3,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2->(3,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(0,14,3->(1,14,3->(2,14,3->(3,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(0,14,5->(1,14,5->(2,14,5->(3,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(0,14,12->(1,14,12->(2,14,12->(3,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(0,14,15->(1,14,15->(2,14,15->(3,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(0,14,16->(1,14,16->(2,14,16->(3,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(0,14,17->(1,14,17->(2,14,17->(3,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2->(2,15,2->(3,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3->(1,15,3->(2,15,3->(3,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(0,15,4->(1,15,4->(2,15,4->(3,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(0,15,5->(1,15,5->(2,15,5->(3,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(0,16,8->(1,16,8->(2,16,8->(3,16,8->(3,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(0,15,14->(1,15,14->(2,15,14->(3,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15->(1,15,15->(2,15,15->(3,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16->(1,15,16->(2,15,16->(3,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3->(3,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4->(3,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(0,16,5->(1,16,5->(2,16,5->(3,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(0,16,6->(1,16,6->(2,16,6->(3,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(0,16,7->(1,16,7->(2,16,7->(3,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(0,16,8->(1,16,8->(2,16,8->(3,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(0,16,11->(1,16,11->(2,16,11->(3,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(0,16,12->(1,16,12->(2,16,12->(3,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13->(1,16,13->(2,16,13->(3,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(0,16,14->(1,16,14->(2,16,14->(3,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(0,16,15->(1,16,15->(2,16,15->(3,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16->(3,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5->(1,17,5->(2,17,5->(3,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6->(1,17,6->(2,17,6->(3,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7->(1,17,7->(2,17,7->(3,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(0,17,8->(1,17,8->(2,17,8->(3,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(0,17,9->(1,17,9->(2,17,9->(3,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(0,17,10->(1,17,10->(2,17,10->(3,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(0,17,11->(1,17,11->(2,17,11->(3,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(0,17,12->(1,17,12->(2,17,12->(3,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(0,17,13->(1,17,13->(2,17,13->(3,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14->(2,17,14->(3,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6->(2,18,6->(3,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7->(1,18,7->(2,18,7->(3,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8->(2,18,8->(3,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(0,18,9->(1,18,9->(2,18,9->(3,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(0,18,10->(1,18,10->(2,18,10->(3,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11->(2,18,11->(3,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12->(1,18,12->(2,18,12->(3,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8->(4,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11->(2,0,11->(3,0,11->(4,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(0,1,7->(1,1,7->(2,1,7->(3,1,7->(4,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8->(2,1,8->(3,1,8->(4,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9->(1,1,9->(2,1,9->(3,1,9->(4,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10->(1,1,10->(2,1,10->(3,1,10->(4,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11->(2,1,11->(3,1,11->(4,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(0,1,12->(1,1,12->(2,1,12->(3,1,12->(4,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13->(2,1,13->(3,1,13->(4,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(0,2,5->(1,2,5->(2,2,5->(3,2,5->(4,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(0,2,6->(1,2,6->(2,2,6->(3,2,6->(4,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(0,2,7->(1,2,7->(2,2,7->(3,2,7->(4,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(0,2,8->(1,2,8->(2,2,8->(3,2,8->(4,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(0,2,9->(1,2,9->(2,2,9->(3,2,9->(4,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(0,2,10->(1,2,10->(2,2,10->(3,2,10->(4,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(0,2,11->(1,2,11->(2,2,11->(3,2,11->(4,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(0,2,12->(1,2,12->(2,2,12->(3,2,12->(4,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(0,2,13->(1,2,13->(2,2,13->(3,2,13->(4,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14->(2,2,14->(3,2,14->(4,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15->(1,2,15->(2,2,15->(3,2,15->(4,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16->(3,2,16->(4,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4->(1,3,4->(2,3,4->(3,3,4->(4,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(0,3,5->(1,3,5->(2,3,5->(3,3,5->(4,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(0,3,13->(1,3,13->(2,3,13->(3,3,13->(4,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(0,3,14->(1,3,14->(2,3,14->(3,3,14->(4,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15->(1,3,15->(2,3,15->(3,3,15->(4,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16->(3,3,16->(4,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2->(2,4,2->(3,4,2->(4,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3->(1,4,3->(2,4,3->(3,4,3->(4,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(0,4,4->(1,4,4->(2,4,4->(3,4,4->(4,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(0,4,15->(1,4,15->(2,4,15->(3,4,15->(4,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16->(2,4,16->(3,4,16->(4,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17->(3,4,17->(4,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1->(3,5,1->(4,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2->(1,5,2->(2,5,2->(3,5,2->(4,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(0,5,3->(1,5,3->(2,5,3->(3,5,3->(4,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(0,5,16->(1,5,16->(2,5,16->(3,5,16->(4,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17->(2,5,17->(3,5,17->(4,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1->(1,6,1->(2,6,1->(3,6,1->(4,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2->(1,6,2->(2,6,2->(3,6,2->(4,6,2
Trying to path to (0,0,0)...
->X
Block 4_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 4_6_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(0,6,15->(1,6,15->(2,6,15->(3,6,15->(4,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(0,6,16->(1,6,16->(2,6,16->(3,6,16->(4,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17->(1,6,17->(2,6,17->(3,6,17->(4,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(0,7,2->(1,7,2->(2,7,2->(3,7,2->(4,7,2
Trying to path to (0,0,0)...
->X
Block 4_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 4_7_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(0,7,17->(1,7,17->(2,7,17->(3,7,17->(4,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(0,7,18->(1,7,18->(2,7,18->(3,7,18->(4,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(0,8,1->(1,8,1->(2,8,1->(3,8,1->(4,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(0,8,2->(1,8,2->(2,8,2->(3,8,2->(4,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(0,8,2->(1,8,2->(2,8,2->(3,8,2->(4,8,2->(4,8,3
Trying to path to (0,0,0)...
->X
Block 4_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 4_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 4_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 4_8_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(0,8,17->(1,8,17->(2,8,17->(3,8,17->(4,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18->(2,8,18->(3,8,18->(4,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0->(4,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(0,9,1->(1,9,1->(2,9,1->(3,9,1->(4,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(0,9,2->(1,9,2->(2,9,2->(3,9,2->(4,9,2
Trying to path to (0,0,0)...
->X
Block 4_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 4_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 4_9_9 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(0,9,17->(1,9,17->(2,9,17->(3,9,17->(4,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(0,9,18->(1,9,18->(2,9,18->(3,9,18->(4,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1->(1,10,1->(2,10,1->(3,10,1->(4,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2->(1,10,2->(2,10,2->(3,10,2->(4,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(0,10,3->(1,10,3->(2,10,3->(3,10,3->(4,10,3
Trying to path to (0,0,0)...
->X
Block 4_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 4_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 4_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 4_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 4_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 4_10_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18->(2,10,18->(3,10,18->(4,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19->(1,10,19->(2,10,19->(3,10,19->(4,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0->(3,11,0->(4,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1->(2,11,1->(3,11,1->(4,11,1
Trying to path to (0,0,0)...
->X
Block 4_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 4_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 4_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 4_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 4_11_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(0,11,17->(1,11,17->(2,11,17->(3,11,17->(4,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18->(2,11,18->(3,11,18->(4,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1->(4,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(0,12,2->(1,12,2->(2,12,2->(3,12,2->(4,12,2
Trying to path to (0,0,0)...
->X
Block 4_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 4_12_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(0,12,16->(1,12,16->(2,12,16->(3,12,16->(4,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(0,12,17->(1,12,17->(2,12,17->(3,12,17->(4,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(0,12,18->(1,12,18->(2,12,18->(3,12,18->(4,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1->(1,13,1->(2,13,1->(3,13,1->(4,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(0,13,2->(1,13,2->(2,13,2->(3,13,2->(4,13,2
Trying to path to (0,0,0)...
->X
Block 4_13_4 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(0,13,17->(1,13,17->(2,13,17->(3,13,17->(4,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18->(1,13,18->(2,13,18->(3,13,18->(4,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2->(3,14,2->(4,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(0,14,3->(1,14,3->(2,14,3->(3,14,3->(4,14,3
Trying to path to (0,0,0)...
->X
Block 4_14_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(0,14,16->(1,14,16->(2,14,16->(3,14,16->(4,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(0,14,17->(1,14,17->(2,14,17->(3,14,17->(4,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2->(2,15,2->(3,15,2->(4,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3->(1,15,3->(2,15,3->(3,15,3->(4,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(0,15,4->(1,15,4->(2,15,4->(3,15,4->(4,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15->(1,15,15->(2,15,15->(3,15,15->(4,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16->(1,15,16->(2,15,16->(3,15,16->(4,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3->(3,16,3->(4,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4->(3,16,4->(4,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13->(1,16,13->(2,16,13->(3,16,13->(4,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(0,16,14->(1,16,14->(2,16,14->(3,16,14->(4,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(0,16,15->(1,16,15->(2,16,15->(3,16,15->(4,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16->(3,16,16->(4,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5->(1,17,5->(2,17,5->(3,17,5->(4,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6->(1,17,6->(2,17,6->(3,17,6->(4,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7->(1,17,7->(2,17,7->(3,17,7->(4,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(0,17,8->(1,17,8->(2,17,8->(3,17,8->(4,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(0,17,10->(1,17,10->(2,17,10->(3,17,10->(4,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(0,17,12->(1,17,12->(2,17,12->(3,17,12->(4,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14->(2,17,14->(3,17,14->(4,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6->(2,18,6->(3,18,6->(4,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7->(1,18,7->(2,18,7->(3,18,7->(4,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8->(2,18,8->(3,18,8->(4,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(0,18,9->(1,18,9->(2,18,9->(3,18,9->(4,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(0,18,10->(1,18,10->(2,18,10->(3,18,10->(4,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11->(2,18,11->(3,18,11->(4,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12->(1,18,12->(2,18,12->(3,18,12->(4,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13->(4,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7->(5,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8->(4,0,8->(5,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11->(2,0,11->(3,0,11->(4,0,11->(5,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8->(2,1,8->(3,1,8->(4,1,8->(5,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9->(1,1,9->(2,1,9->(3,1,9->(4,1,9->(5,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10->(1,1,10->(2,1,10->(3,1,10->(4,1,10->(5,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11->(2,1,11->(3,1,11->(4,1,11->(5,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(0,1,12->(1,1,12->(2,1,12->(3,1,12->(4,1,12->(5,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13->(2,1,13->(3,1,13->(4,1,13->(5,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14->(5,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(0,2,6->(1,2,6->(2,2,6->(3,2,6->(4,2,6->(5,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(0,2,7->(1,2,7->(2,2,7->(3,2,7->(4,2,7->(5,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(0,2,8->(1,2,8->(2,2,8->(3,2,8->(4,2,8->(5,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(0,2,13->(1,2,13->(2,2,13->(3,2,13->(4,2,13->(5,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14->(2,2,14->(3,2,14->(4,2,14->(5,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15->(1,2,15->(2,2,15->(3,2,15->(4,2,15->(5,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16->(3,2,16->(4,2,16->(5,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3->(5,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4->(1,3,4->(2,3,4->(3,3,4->(4,3,4->(5,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(0,3,5->(1,3,5->(2,3,5->(3,3,5->(4,3,5->(5,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(0,3,14->(1,3,14->(2,3,14->(3,3,14->(4,3,14->(5,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15->(1,3,15->(2,3,15->(3,3,15->(4,3,15->(5,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16->(3,3,16->(4,3,16->(5,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2->(2,4,2->(3,4,2->(4,4,2->(5,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3->(1,4,3->(2,4,3->(3,4,3->(4,4,3->(5,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16->(2,4,16->(3,4,16->(4,4,16->(5,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17->(3,4,17->(4,4,17->(5,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1->(3,5,1->(4,5,1->(5,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2->(1,5,2->(2,5,2->(3,5,2->(4,5,2->(5,5,2
Trying to path to (0,0,0)...
->X
Block 5_5_4 is trapped
Trying to path to (0,0,0)...
->X
Block 5_5_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 5_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_5_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17->(2,5,17->(3,5,17->(4,5,17->(5,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1->(1,6,1->(2,6,1->(3,6,1->(4,6,1->(5,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2->(1,6,2->(2,6,2->(3,6,2->(4,6,2->(5,6,2
Trying to path to (0,0,0)...
->X
Block 5_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 5_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 5_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_6_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17->(1,6,17->(2,6,17->(3,6,17->(4,6,17->(5,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18->(5,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1->(5,7,1
Trying to path to (0,0,0)...
->X
Block 5_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 5_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 5_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 5_7_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(0,7,17->(1,7,17->(2,7,17->(3,7,17->(4,7,17->(5,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(0,7,18->(1,7,18->(2,7,18->(3,7,18->(4,7,18->(5,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(0,8,1->(1,8,1->(2,8,1->(3,8,1->(4,8,1->(5,8,1
Trying to path to (0,0,0)...
->X
Block 5_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 5_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 5_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 5_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 5_8_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(0,8,17->(1,8,17->(2,8,17->(3,8,17->(4,8,17->(5,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18->(2,8,18->(3,8,18->(4,8,18->(5,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0->(4,9,0->(5,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(0,9,1->(1,9,1->(2,9,1->(3,9,1->(4,9,1->(5,9,1
Trying to path to (0,0,0)...
->X
Block 5_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 5_9_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(0,9,18->(1,9,18->(2,9,18->(3,9,18->(4,9,18->(5,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1->(1,10,1->(2,10,1->(3,10,1->(4,10,1->(5,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2->(1,10,2->(2,10,2->(3,10,2->(4,10,2->(5,10,2
Trying to path to (0,0,0)...
->X
Block 5_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 5_10_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18->(2,10,18->(3,10,18->(4,10,18->(5,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19->(1,10,19->(2,10,19->(3,10,19->(4,10,19->(5,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0->(3,11,0->(4,11,0->(5,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1->(2,11,1->(3,11,1->(4,11,1->(5,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(0,10,2->(1,10,2->(2,10,2->(3,10,2->(4,10,2->(5,10,2->(5,11,2
Trying to path to (0,0,0)...
->X
Block 5_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 5_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 5_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 5_11_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18->(2,11,18->(3,11,18->(4,11,18->(5,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1->(4,12,1->(5,12,1
Trying to path to (0,0,0)...
->X
Block 5_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 5_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 5_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 5_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 5_12_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(0,12,17->(1,12,17->(2,12,17->(3,12,17->(4,12,17->(5,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(0,12,18->(1,12,18->(2,12,18->(3,12,18->(4,12,18->(5,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1->(1,13,1->(2,13,1->(3,13,1->(4,13,1->(5,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(0,13,2->(1,13,2->(2,13,2->(3,13,2->(4,13,2->(5,13,2
Trying to path to (0,0,0)...
->X
Block 5_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 5_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 5_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 5_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 5_13_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(0,13,17->(1,13,17->(2,13,17->(3,13,17->(4,13,17->(5,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18->(1,13,18->(2,13,18->(3,13,18->(4,13,18->(5,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2->(3,14,2->(4,14,2->(5,14,2
Trying to path to (0,0,0)...
->X
Block 5_14_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15->(1,15,15->(2,15,15->(3,15,15->(4,15,15->(5,15,15->(5,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(0,14,17->(1,14,17->(2,14,17->(3,14,17->(4,14,17->(5,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2->(2,15,2->(3,15,2->(4,15,2->(5,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3->(1,15,3->(2,15,3->(3,15,3->(4,15,3->(5,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(0,15,4->(1,15,4->(2,15,4->(3,15,4->(4,15,4->(5,15,4
Trying to path to (0,0,0)...
->X
Block 5_15_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(0,15,15->(1,15,15->(2,15,15->(3,15,15->(4,15,15->(5,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16->(1,15,16->(2,15,16->(3,15,16->(4,15,16->(5,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17->(5,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3->(3,16,3->(4,16,3->(5,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4->(3,16,4->(4,16,4->(5,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4->(3,16,4->(4,16,4->(5,16,4->(5,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13->(1,16,13->(2,16,13->(3,16,13->(4,16,13->(5,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(0,16,15->(1,16,15->(2,16,15->(3,16,15->(4,16,15->(5,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16->(3,16,16->(4,16,16->(5,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5->(1,17,5->(2,17,5->(3,17,5->(4,17,5->(5,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6->(1,17,6->(2,17,6->(3,17,6->(4,17,6->(5,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7->(1,17,7->(2,17,7->(3,17,7->(4,17,7->(5,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(0,17,8->(1,17,8->(2,17,8->(3,17,8->(4,17,8->(5,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(0,17,12->(1,17,12->(2,17,12->(3,17,12->(4,17,12->(5,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(0,16,13->(1,16,13->(2,16,13->(3,16,13->(4,16,13->(5,16,13->(5,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14->(2,17,14->(3,17,14->(4,17,14->(5,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5->(5,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6->(2,18,6->(3,18,6->(4,18,6->(5,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7->(1,18,7->(2,18,7->(3,18,7->(4,18,7->(5,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8->(2,18,8->(3,18,8->(4,18,8->(5,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(0,18,9->(1,18,9->(2,18,9->(3,18,9->(4,18,9->(5,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(0,18,10->(1,18,10->(2,18,10->(3,18,10->(4,18,10->(5,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11->(2,18,11->(3,18,11->(4,18,11->(5,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12->(1,18,12->(2,18,12->(3,18,12->(4,18,12->(5,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13->(4,18,13->(5,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7->(5,0,7->(6,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8->(4,0,8->(5,0,8->(6,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11->(2,0,11->(3,0,11->(4,0,11->(5,0,11->(6,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7->(5,0,7->(6,0,7->(6,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8->(2,1,8->(3,1,8->(4,1,8->(5,1,8->(6,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(0,1,9->(1,1,9->(2,1,9->(3,1,9->(4,1,9->(5,1,9->(6,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(0,1,10->(1,1,10->(2,1,10->(3,1,10->(4,1,10->(5,1,10->(6,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11->(2,1,11->(3,1,11->(4,1,11->(5,1,11->(6,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13->(2,1,13->(3,1,13->(4,1,13->(5,1,13->(6,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14->(5,1,14->(6,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(6,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14->(2,2,14->(3,2,14->(4,2,14->(5,2,14->(6,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(0,2,15->(1,2,15->(2,2,15->(3,2,15->(4,2,15->(5,2,15->(6,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16->(3,2,16->(4,2,16->(5,2,16->(6,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3->(5,3,3->(6,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(0,3,4->(1,3,4->(2,3,4->(3,3,4->(4,3,4->(5,3,4->(6,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(0,3,15->(1,3,15->(2,3,15->(3,3,15->(4,3,15->(5,3,15->(6,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16->(3,3,16->(4,3,16->(5,3,16->(6,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2->(2,4,2->(3,4,2->(4,4,2->(5,4,2->(6,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(0,4,3->(1,4,3->(2,4,3->(3,4,3->(4,4,3->(5,4,3->(6,4,3
Trying to path to (0,0,0)...
->X
Block 6_4_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_4_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16->(2,4,16->(3,4,16->(4,4,16->(5,4,16->(6,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17->(3,4,17->(4,4,17->(5,4,17->(6,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1->(3,5,1->(4,5,1->(5,5,1->(6,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(0,5,2->(1,5,2->(2,5,2->(3,5,2->(4,5,2->(5,5,2->(6,5,2
Trying to path to (0,0,0)...
->X
Block 6_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_5_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17->(2,5,17->(3,5,17->(4,5,17->(5,5,17->(6,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(0,6,1->(1,6,1->(2,6,1->(3,6,1->(4,6,1->(5,6,1->(6,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(0,6,2->(1,6,2->(2,6,2->(3,6,2->(4,6,2->(5,6,2->(6,6,2
Trying to path to (0,0,0)...
->X
Block 6_6_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_6_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(0,6,17->(1,6,17->(2,6,17->(3,6,17->(4,6,17->(5,6,17->(6,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18->(5,6,18->(6,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1->(5,7,1->(6,7,1
Trying to path to (0,0,0)...
->X
Block 6_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 6_7_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0
Trying to path to (0,0,0)...
->X
Block 6_8_4 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 6_8_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18->(2,8,18->(3,8,18->(4,8,18->(5,8,18->(6,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0->(4,9,0->(5,9,0->(6,9,0
Trying to path to (0,0,0)...
->X
Block 6_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_14 is trapped
Trying to path to (0,0,0)...
->X
Block 6_9_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(0,10,1->(1,10,1->(2,10,1->(3,10,1->(4,10,1->(5,10,1->(6,10,1
Trying to path to (0,0,0)...
->X
Block 6_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 6_10_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18->(2,10,18->(3,10,18->(4,10,18->(5,10,18->(6,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(0,10,19->(1,10,19->(2,10,19->(3,10,19->(4,10,19->(5,10,19->(6,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0->(3,11,0->(4,11,0->(5,11,0->(6,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1->(2,11,1->(3,11,1->(4,11,1->(5,11,1->(6,11,1
Trying to path to (0,0,0)...
->X
Block 6_11_4 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 6_11_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18->(2,11,18->(3,11,18->(4,11,18->(5,11,18->(6,11,18->(6,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(0,11,18->(1,11,18->(2,11,18->(3,11,18->(4,11,18->(5,11,18->(6,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1->(4,12,1->(5,12,1->(6,12,1
Trying to path to (0,0,0)...
->X
Block 6_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 6_12_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(0,13,1->(1,13,1->(2,13,1->(3,13,1->(4,13,1->(5,13,1->(6,13,1
Trying to path to (0,0,0)...
->X
Block 6_13_5 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_13_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(0,13,18->(1,13,18->(2,13,18->(3,13,18->(4,13,18->(5,13,18->(6,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2->(3,14,2->(4,14,2->(5,14,2->(6,14,2
Trying to path to (0,0,0)...
->X
Block 6_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 6_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 6_14_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2->(2,15,2->(3,15,2->(4,15,2->(5,15,2->(6,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(0,15,3->(1,15,3->(2,15,3->(3,15,3->(4,15,3->(5,15,3->(6,15,3
Trying to path to (0,0,0)...
->X
Block 6_15_8 is trapped
Trying to path to (0,0,0)...
->X
Block 6_15_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(0,15,16->(1,15,16->(2,15,16->(3,15,16->(4,15,16->(5,15,16->(6,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17->(5,15,17->(6,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3->(3,16,3->(4,16,3->(5,16,3->(6,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4->(3,16,4->(4,16,4->(5,16,4->(6,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(0,16,4->(1,16,4->(2,16,4->(3,16,4->(4,16,4->(5,16,4->(5,16,5->(6,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14->(2,17,14->(3,17,14->(4,17,14->(5,17,14->(6,17,14->(6,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16->(3,16,16->(4,16,16->(5,16,16->(6,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(0,17,5->(1,17,5->(2,17,5->(3,17,5->(4,17,5->(5,17,5->(6,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(0,17,6->(1,17,6->(2,17,6->(3,17,6->(4,17,6->(5,17,6->(6,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(0,17,7->(1,17,7->(2,17,7->(3,17,7->(4,17,7->(5,17,7->(6,17,7
Trying to path to (0,0,0)...
->X
Block 6_17_9 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(0,17,14->(1,17,14->(2,17,14->(3,17,14->(4,17,14->(5,17,14->(6,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5->(5,18,5->(6,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6->(2,18,6->(3,18,6->(4,18,6->(5,18,6->(6,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(0,18,7->(1,18,7->(2,18,7->(3,18,7->(4,18,7->(5,18,7->(6,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8->(2,18,8->(3,18,8->(4,18,8->(5,18,8->(6,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11->(2,18,11->(3,18,11->(4,18,11->(5,18,11->(6,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(0,18,12->(1,18,12->(2,18,12->(3,18,12->(4,18,12->(5,18,12->(6,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13->(4,18,13->(5,18,13->(6,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7->(5,0,7->(6,0,7->(7,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8->(4,0,8->(5,0,8->(6,0,8->(7,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(0,0,11->(1,0,11->(2,0,11->(3,0,11->(4,0,11->(5,0,11->(6,0,11->(7,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6->(7,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(0,1,8->(1,1,8->(2,1,8->(3,1,8->(4,1,8->(5,1,8->(6,1,8->(7,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(0,1,11->(1,1,11->(2,1,11->(3,1,11->(4,1,11->(5,1,11->(6,1,11->(7,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(0,1,13->(1,1,13->(2,1,13->(3,1,13->(4,1,13->(5,1,13->(6,1,13->(7,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14->(5,1,14->(6,1,14->(7,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(0,2,14->(1,2,14->(2,2,14->(3,2,14->(4,2,14->(5,2,14->(6,2,14->(7,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16->(3,2,16->(4,2,16->(5,2,16->(6,2,16->(7,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3->(5,3,3->(6,3,3->(7,3,3
Trying to path to (0,0,0)...
->X
Block 7_3_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_3_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16->(3,3,16->(4,3,16->(5,3,16->(6,3,16->(7,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(0,4,2->(1,4,2->(2,4,2->(3,4,2->(4,4,2->(5,4,2->(6,4,2->(7,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(0,4,16->(1,4,16->(2,4,16->(3,4,16->(4,4,16->(5,4,16->(6,4,16->(7,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17->(3,4,17->(4,4,17->(5,4,17->(6,4,17->(7,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1->(3,5,1->(4,5,1->(5,5,1->(6,5,1->(7,5,1
Trying to path to (0,0,0)...
->X
Block 7_5_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_5_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(0,5,17->(1,5,17->(2,5,17->(3,5,17->(4,5,17->(5,5,17->(6,5,17->(7,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0
Trying to path to (0,0,0)...
->X
Block 7_6_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_6_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18->(5,6,18->(6,6,18->(7,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1->(5,7,1->(6,7,1->(7,7,1
Trying to path to (0,0,0)...
->X
Block 7_7_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 7_7_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18->(5,6,18->(6,6,18->(7,6,18->(7,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0
Trying to path to (0,0,0)...
->X
Block 7_8_4 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_14 is trapped
Trying to path to (0,0,0)...
->X
Block 7_8_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(0,8,18->(1,8,18->(2,8,18->(3,8,18->(4,8,18->(5,8,18->(6,8,18->(7,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0->(4,9,0->(5,9,0->(6,9,0->(7,9,0
Trying to path to (0,0,0)...
->X
Block 7_9_4 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 7_9_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0
Trying to path to (0,0,0)...
->X
Block 7_10_4 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_14 is trapped
Trying to path to (0,0,0)...
->X
Block 7_10_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(0,10,18->(1,10,18->(2,10,18->(3,10,18->(4,10,18->(5,10,18->(6,10,18->(7,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0->(3,11,0->(4,11,0->(5,11,0->(6,11,0->(7,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(0,11,1->(1,11,1->(2,11,1->(3,11,1->(4,11,1->(5,11,1->(6,11,1->(7,11,1
Trying to path to (0,0,0)...
->X
Block 7_11_4 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 7_11_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1->(4,12,1->(5,12,1->(6,12,1->(7,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1->(4,12,1->(5,12,1->(6,12,1->(7,12,1->(7,12,2
Trying to path to (0,0,0)...
->X
Block 7_12_4 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_12_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(7,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0
Trying to path to (0,0,0)...
->X
Block 7_13_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_13 is trapped
Trying to path to (0,0,0)...
->X
Block 7_13_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2->(3,14,2->(4,14,2->(5,14,2->(6,14,2->(7,14,2
Trying to path to (0,0,0)...
->X
Block 7_14_5 is trapped
Trying to path to (0,0,0)...
->X
Block 7_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 7_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 7_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 7_14_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17->(5,15,17->(6,15,17->(7,15,17->(7,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(0,15,2->(1,15,2->(2,15,2->(3,15,2->(4,15,2->(5,15,2->(6,15,2->(7,15,2
Trying to path to (0,0,0)...
->X
Block 7_15_6 is trapped
Trying to path to (0,0,0)...
->X
Block 7_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 7_15_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17->(5,15,17->(6,15,17->(7,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3->(3,16,3->(4,16,3->(5,16,3->(6,16,3->(7,16,3
Trying to path to (0,0,0)...
->X
Block 7_16_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16->(3,16,16->(4,16,16->(5,16,16->(6,16,16->(7,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5->(5,18,5->(6,18,5->(7,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(0,18,6->(1,18,6->(2,18,6->(3,18,6->(4,18,6->(5,18,6->(6,18,6->(7,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(0,18,8->(1,18,8->(2,18,8->(3,18,8->(4,18,8->(5,18,8->(6,18,8->(7,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(7,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(0,18,11->(1,18,11->(2,18,11->(3,18,11->(4,18,11->(5,18,11->(6,18,11->(7,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13->(4,18,13->(5,18,13->(6,18,13->(7,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7->(5,0,7->(6,0,7->(7,0,7->(8,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8->(4,0,8->(5,0,8->(6,0,8->(7,0,8->(8,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6->(7,1,6->(8,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14->(5,1,14->(6,1,14->(7,1,14->(8,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6->(7,1,6->(8,1,6->(8,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(0,2,16->(1,2,16->(2,2,16->(3,2,16->(4,2,16->(5,2,16->(6,2,16->(7,2,16->(8,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3->(5,3,3->(6,3,3->(7,3,3->(8,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(8,3,4
Trying to path to (0,0,0)...
->X
Block 8_3_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(0,3,16->(1,3,16->(2,3,16->(3,3,16->(4,3,16->(5,3,16->(6,3,16->(7,3,16->(8,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1
Trying to path to (0,0,0)...
->X
Block 8_4_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_4_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_4_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_4_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(0,4,17->(1,4,17->(2,4,17->(3,4,17->(4,4,17->(5,4,17->(6,4,17->(7,4,17->(8,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(0,5,1->(1,5,1->(2,5,1->(3,5,1->(4,5,1->(5,5,1->(6,5,1->(7,5,1->(8,5,1
Trying to path to (0,0,0)...
->X
Block 8_5_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_5_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0
Trying to path to (0,0,0)...
->X
Block 8_6_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_14 is trapped
Trying to path to (0,0,0)...
->X
Block 8_6_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18->(5,6,18->(6,6,18->(7,6,18->(8,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1->(5,7,1->(6,7,1->(7,7,1->(8,7,1
Trying to path to (0,0,0)...
->X
Block 8_7_4 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_14 is trapped
Trying to path to (0,0,0)...
->X
Block 8_7_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1->(5,7,1->(6,7,1->(7,7,1->(8,7,1->(8,8,1
Trying to path to (0,0,0)...
->X
Block 8_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_8_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0->(4,9,0->(5,9,0->(6,9,0->(7,9,0->(8,9,0
Trying to path to (0,0,0)...
->X
Block 8_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_14 is trapped
Trying to path to (0,0,0)...
->X
Block 8_9_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0
Trying to path to (0,0,0)...
->X
Block 8_10_3 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_4 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_14 is trapped
Trying to path to (0,0,0)...
->X
Block 8_10_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(0,11,0->(1,11,0->(2,11,0->(3,11,0->(4,11,0->(5,11,0->(6,11,0->(7,11,0->(8,11,0
Trying to path to (0,0,0)...
->X
Block 8_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_14 is trapped
Trying to path to (0,0,0)...
->X
Block 8_11_16 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(0,12,1->(1,12,1->(2,12,1->(3,12,1->(4,12,1->(5,12,1->(6,12,1->(7,12,1->(8,12,1
Trying to path to (0,0,0)...
->X
Block 8_12_3 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_4 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_12_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0
Trying to path to (0,0,0)...
->X
Block 8_13_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_13_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(8,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(0,14,2->(1,14,2->(2,14,2->(3,14,2->(4,14,2->(5,14,2->(6,14,2->(7,14,2->(8,14,2
Trying to path to (0,0,0)...
->X
Block 8_14_5 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_6 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_13 is trapped
Trying to path to (0,0,0)...
->X
Block 8_14_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1
Trying to path to (0,0,0)...
->X
Block 8_15_7 is trapped
Trying to path to (0,0,0)...
->X
Block 8_15_8 is trapped
Trying to path to (0,0,0)...
->X
Block 8_15_9 is trapped
Trying to path to (0,0,0)...
->X
Block 8_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 8_15_11 is trapped
Trying to path to (0,0,0)...
->X
Block 8_15_12 is trapped
Trying to path to (0,0,0)...
->X
Block 8_15_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17->(5,15,17->(6,15,17->(7,15,17->(8,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(0,16,3->(1,16,3->(2,16,3->(3,16,3->(4,16,3->(5,16,3->(6,16,3->(7,16,3->(8,16,3
Trying to path to (0,0,0)...
->X
Block 8_16_9 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(0,16,16->(1,16,16->(2,16,16->(3,16,16->(4,16,16->(5,16,16->(6,16,16->(7,16,16->(8,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(8,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5->(5,18,5->(6,18,5->(7,18,5->(8,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13->(4,18,13->(5,18,13->(6,18,13->(7,18,13->(8,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(0,0,7->(1,0,7->(2,0,7->(3,0,7->(4,0,7->(5,0,7->(6,0,7->(7,0,7->(8,0,7->(9,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(0,0,8->(1,0,8->(2,0,8->(3,0,8->(4,0,8->(5,0,8->(6,0,8->(7,0,8->(8,0,8->(9,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(9,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6->(7,1,6->(8,1,6->(9,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14->(5,1,14->(6,1,14->(7,1,14->(8,1,14->(9,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(9,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6->(7,1,6->(8,1,6->(8,2,6->(9,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3->(5,3,3->(6,3,3->(7,3,3->(8,3,3->(9,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(8,3,4->(9,3,4
Trying to path to (0,0,0)...
->X
Block 9_3_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_3_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(9,4,2
Trying to path to (0,0,0)...
->X
Block 9_4_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_4_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_4_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_4_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_4_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_4_16 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0
Trying to path to (0,0,0)...
->X
Block 9_5_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_5_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_5_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0
Trying to path to (0,0,0)...
->X
Block 9_6_4 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_14 is trapped
Trying to path to (0,0,0)...
->X
Block 9_6_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(0,6,18->(1,6,18->(2,6,18->(3,6,18->(4,6,18->(5,6,18->(6,6,18->(7,6,18->(8,6,18->(9,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(0,7,1->(1,7,1->(2,7,1->(3,7,1->(4,7,1->(5,7,1->(6,7,1->(7,7,1->(8,7,1->(9,7,1
Trying to path to (0,0,0)...
->X
Block 9_7_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_14 is trapped
Trying to path to (0,0,0)...
->X
Block 9_7_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0
Trying to path to (0,0,0)...
->X
Block 9_8_4 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_14 is trapped
Trying to path to (0,0,0)...
->X
Block 9_8_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(0,9,0->(1,9,0->(2,9,0->(3,9,0->(4,9,0->(5,9,0->(6,9,0->(7,9,0->(8,9,0->(9,9,0
Trying to path to (0,0,0)...
->X
Block 9_9_3 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_4 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_14 is trapped
Trying to path to (0,0,0)...
->X
Block 9_9_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0
Trying to path to (0,0,0)...
->X
Block 9_10_3 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_4 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_14 is trapped
Trying to path to (0,0,0)...
->X
Block 9_10_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1
Trying to path to (0,0,0)...
->X
Block 9_11_4 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_14 is trapped
Trying to path to (0,0,0)...
->X
Block 9_11_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0
Trying to path to (0,0,0)...
->X
Block 9_12_3 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_12_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(9,13,1
Trying to path to (0,0,0)...
->X
Block 9_13_5 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_13_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(8,13,18->(9,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1
Trying to path to (0,0,0)...
->X
Block 9_14_6 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_12 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_13 is trapped
Trying to path to (0,0,0)...
->X
Block 9_14_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1
Trying to path to (0,0,0)...
->X
Block 9_15_7 is trapped
Trying to path to (0,0,0)...
->X
Block 9_15_9 is trapped
Trying to path to (0,0,0)...
->X
Block 9_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 9_15_11 is trapped
Trying to path to (0,0,0)...
->X
Block 9_15_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(0,15,17->(1,15,17->(2,15,17->(3,15,17->(4,15,17->(5,15,17->(6,15,17->(7,15,17->(8,15,17->(9,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2
Trying to path to (0,0,0)...
->X
Block 9_16_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5->(5,18,5->(6,18,5->(7,18,5->(8,18,5->(9,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(0,18,5->(1,18,5->(2,18,5->(3,18,5->(4,18,5->(5,18,5->(6,18,5->(7,18,5->(8,18,5->(9,18,5->(9,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(9,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(0,18,13->(1,18,13->(2,18,13->(3,18,13->(4,18,13->(5,18,13->(6,18,13->(7,18,13->(8,18,13->(9,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(0,1,6->(1,1,6->(2,1,6->(3,1,6->(4,1,6->(5,1,6->(6,1,6->(7,1,6->(8,1,6->(9,1,6->(10,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(0,1,14->(1,1,14->(2,1,14->(3,1,14->(4,1,14->(5,1,14->(6,1,14->(7,1,14->(8,1,14->(9,1,14->(10,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(0,3,3->(1,3,3->(2,3,3->(3,3,3->(4,3,3->(5,3,3->(6,3,3->(7,3,3->(8,3,3->(9,3,3->(10,3,3
Trying to path to (0,0,0)...
->X
Block 10_3_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_3_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1
Trying to path to (0,0,0)...
->X
Block 10_4_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_4_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_4_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_4_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1
Trying to path to (0,0,0)...
->X
Block 10_5_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_5_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(10,6,1
Trying to path to (0,0,0)...
->X
Block 10_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_6_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0
Trying to path to (0,0,0)...
->X
Block 10_7_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_7_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(10,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0
Trying to path to (0,0,0)...
->X
Block 10_8_3 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_4 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_15 is trapped
Trying to path to (0,0,0)...
->X
Block 10_8_16 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1
Trying to path to (0,0,0)...
->X
Block 10_9_4 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_9_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0
Trying to path to (0,0,0)...
->X
Block 10_10_3 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_10_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0
Trying to path to (0,0,0)...
->X
Block 10_11_3 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_4 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_11_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0
Trying to path to (0,0,0)...
->X
Block 10_12_2 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_4 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_12_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0
Trying to path to (0,0,0)...
->X
Block 10_13_5 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_13 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_14 is trapped
Trying to path to (0,0,0)...
->X
Block 10_13_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(8,13,18->(9,13,18->(10,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1
Trying to path to (0,0,0)...
->X
Block 10_14_7 is trapped
Trying to path to (0,0,0)...
->X
Block 10_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_14_12 is trapped
Trying to path to (0,0,0)...
->X
Block 10_14_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1
Trying to path to (0,0,0)...
->X
Block 10_15_4 is trapped
Trying to path to (0,0,0)...
->X
Block 10_15_8 is trapped
Trying to path to (0,0,0)...
->X
Block 10_15_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_15_11 is trapped
Trying to path to (0,0,0)...
->X
Block 10_15_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(10,16,3
Trying to path to (0,0,0)...
->X
Block 10_16_9 is trapped
Trying to path to (0,0,0)...
->X
Block 10_16_10 is trapped
Trying to path to (0,0,0)...
->X
Block 10_16_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(10,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(11,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2
Trying to path to (0,0,0)...
->X
Block 11_3_8 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2
Trying to path to (0,0,0)...
->X
Block 11_4_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_4_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_4_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_4_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1
Trying to path to (0,0,0)...
->X
Block 11_5_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_5_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0
Trying to path to (0,0,0)...
->X
Block 11_6_5 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_6_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0
Trying to path to (0,0,0)...
->X
Block 11_7_4 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_7_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0
Trying to path to (0,0,0)...
->X
Block 11_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_8_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0
Trying to path to (0,0,0)...
->X
Block 11_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_15 is trapped
Trying to path to (0,0,0)...
->X
Block 11_9_16 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0
Trying to path to (0,0,0)...
->X
Block 11_10_4 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_15 is trapped
Trying to path to (0,0,0)...
->X
Block 11_10_16 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0
Trying to path to (0,0,0)...
->X
Block 11_11_3 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_4 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_11_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1
Trying to path to (0,0,0)...
->X
Block 11_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_14 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_15 is trapped
Trying to path to (0,0,0)...
->X
Block 11_12_16 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(11,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1
Trying to path to (0,0,0)...
->X
Block 11_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_13 is trapped
Trying to path to (0,0,0)...
->X
Block 11_13_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1
Trying to path to (0,0,0)...
->X
Block 11_14_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_12 is trapped
Trying to path to (0,0,0)...
->X
Block 11_14_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1
Trying to path to (0,0,0)...
->X
Block 11_15_6 is trapped
Trying to path to (0,0,0)...
->X
Block 11_15_7 is trapped
Trying to path to (0,0,0)...
->X
Block 11_15_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 11_15_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(11,16,16->(11,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2
Trying to path to (0,0,0)...
->X
Block 11_16_8 is trapped
Trying to path to (0,0,0)...
->X
Block 11_16_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(11,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(11,18,12->(11,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(11,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(11,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5
Trying to path to (0,0,0)...
->X
Block 12_2_8 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4
Trying to path to (0,0,0)...
->X
Block 12_3_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2
Trying to path to (0,0,0)...
->X
Block 12_4_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_4_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_4_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_4_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(12,5,2
Trying to path to (0,0,0)...
->X
Block 12_5_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_5_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_5_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_5_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_5_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(12,5,2->(12,6,2
Trying to path to (0,0,0)...
->X
Block 12_6_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_6_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1
Trying to path to (0,0,0)...
->X
Block 12_7_4 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_7_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0
Trying to path to (0,0,0)...
->X
Block 12_8_4 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_14 is trapped
Trying to path to (0,0,0)...
->X
Block 12_8_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0
Trying to path to (0,0,0)...
->X
Block 12_9_4 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_14 is trapped
Trying to path to (0,0,0)...
->X
Block 12_9_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(12,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0
Trying to path to (0,0,0)...
->X
Block 12_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_14 is trapped
Trying to path to (0,0,0)...
->X
Block 12_10_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0
Trying to path to (0,0,0)...
->X
Block 12_11_2 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_3 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_14 is trapped
Trying to path to (0,0,0)...
->X
Block 12_11_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0
Trying to path to (0,0,0)...
->X
Block 12_12_4 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_12_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(11,12,18->(12,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1
Trying to path to (0,0,0)...
->X
Block 12_13_5 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_13_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(12,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1
Trying to path to (0,0,0)...
->X
Block 12_14_6 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_7 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_12 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_13 is trapped
Trying to path to (0,0,0)...
->X
Block 12_14_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2
Trying to path to (0,0,0)...
->X
Block 12_15_8 is trapped
Trying to path to (0,0,0)...
->X
Block 12_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 12_15_11 is trapped
Trying to path to (0,0,0)...
->X
Block 12_15_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(12,16,15->(12,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(12,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3
Trying to path to (0,0,0)...
->X
Block 12_16_8 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(12,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(11,16,16->(12,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5
Trying to path to (0,0,0)...
->X
Block 12_17_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(12,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(12,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2
Trying to path to (0,0,0)...
->X
Block 13_4_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1
Trying to path to (0,0,0)...
->X
Block 13_5_6 is trapped
Trying to path to (0,0,0)...
->X
Block 13_5_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_5_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_5_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1
Trying to path to (0,0,0)...
->X
Block 13_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_6_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_6_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_6_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_6_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_6_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1
Trying to path to (0,0,0)...
->X
Block 13_7_5 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_14 is trapped
Trying to path to (0,0,0)...
->X
Block 13_7_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0
Trying to path to (0,0,0)...
->X
Block 13_8_5 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 13_8_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(13,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0
Trying to path to (0,0,0)...
->X
Block 13_9_5 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_13 is trapped
Trying to path to (0,0,0)...
->X
Block 13_9_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(13,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0
Trying to path to (0,0,0)...
->X
Block 13_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_13 is trapped
Trying to path to (0,0,0)...
->X
Block 13_10_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0
Trying to path to (0,0,0)...
->X
Block 13_11_4 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_5 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_13 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_14 is trapped
Trying to path to (0,0,0)...
->X
Block 13_11_15 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0
Trying to path to (0,0,0)...
->X
Block 13_12_5 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_6 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_13 is trapped
Trying to path to (0,0,0)...
->X
Block 13_12_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(13,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1
Trying to path to (0,0,0)...
->X
Block 13_13_3 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_4 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_11 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_12 is trapped
Trying to path to (0,0,0)...
->X
Block 13_13_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2
Trying to path to (0,0,0)...
->X
Block 13_14_9 is trapped
Trying to path to (0,0,0)...
->X
Block 13_14_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_14_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(13,14,17->(13,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(13,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2
Trying to path to (0,0,0)...
->X
Block 13_15_10 is trapped
Trying to path to (0,0,0)...
->X
Block 13_15_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(11,16,16->(12,16,16->(13,16,16->(13,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(12,15,17->(13,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3
Trying to path to (0,0,0)...
->X
Block 13_16_8 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(12,16,15->(13,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(11,16,16->(12,16,16->(13,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(12,17,14->(13,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(13,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(13,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3
Trying to path to (0,0,0)...
->X
Block 14_5_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_5_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_5_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2
Trying to path to (0,0,0)...
->X
Block 14_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_6_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_6_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2
Trying to path to (0,0,0)...
->X
Block 14_7_6 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_11 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_12 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_13 is trapped
Trying to path to (0,0,0)...
->X
Block 14_7_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2
Trying to path to (0,0,0)...
->X
Block 14_8_6 is trapped
Trying to path to (0,0,0)...
->X
Block 14_8_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_8_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_8_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_8_11 is trapped
Trying to path to (0,0,0)...
->X
Block 14_8_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2
Trying to path to (0,0,0)...
->X
Block 14_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 14_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 14_9_12 is trapped
Trying to path to (0,0,0)...
->X
Block 14_9_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1
Trying to path to (0,0,0)...
->X
Block 14_10_4 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_6 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_11 is trapped
Trying to path to (0,0,0)...
->X
Block 14_10_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1
Trying to path to (0,0,0)...
->X
Block 14_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_12 is trapped
Trying to path to (0,0,0)...
->X
Block 14_11_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1
Trying to path to (0,0,0)...
->X
Block 14_12_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_12_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_12_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,11,17->(14,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2
Trying to path to (0,0,0)...
->X
Block 14_13_6 is trapped
Trying to path to (0,0,0)...
->X
Block 14_13_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_13_8 is trapped
Trying to path to (0,0,0)...
->X
Block 14_13_9 is trapped
Trying to path to (0,0,0)...
->X
Block 14_13_10 is trapped
Trying to path to (0,0,0)...
->X
Block 14_13_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,11,17->(14,12,17->(14,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3
Trying to path to (0,0,0)...
->X
Block 14_14_7 is trapped
Trying to path to (0,0,0)...
->X
Block 14_14_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(13,14,17->(14,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(15,15,16->(14,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(12,15,17->(13,15,17->(14,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(12,16,15->(13,16,15->(14,16,15->(14,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(12,16,15->(13,16,15->(14,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(11,16,16->(12,16,16->(13,16,16->(14,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1->(15,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0->(15,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1->(15,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2->(15,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3->(15,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4->(15,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5->(15,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6->(15,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7->(15,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8->(15,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9->(15,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10->(15,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11->(15,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12->(15,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13->(15,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14->(15,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15->(15,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16->(15,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17->(15,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18->(15,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19->(15,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20->(15,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1->(15,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0->(15,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1->(15,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2->(15,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3->(15,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4->(15,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5->(15,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6->(15,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7->(15,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8->(15,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9->(15,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10->(15,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11->(15,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12->(15,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13->(15,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14->(15,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15->(15,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16->(15,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17->(15,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18->(15,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19->(15,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20->(15,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1->(15,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0->(15,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1->(15,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2->(15,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3->(15,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4->(15,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5->(15,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6->(15,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(15,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(15,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14->(15,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15->(15,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16->(15,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17->(15,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18->(15,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19->(15,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20->(15,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1->(15,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0->(15,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1->(15,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2->(15,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3->(15,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4->(15,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(15,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16->(15,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17->(15,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18->(15,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19->(15,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20->(15,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1->(15,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0->(15,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1->(15,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2->(15,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(15,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(15,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(15,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16->(15,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17->(15,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18->(15,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19->(15,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20->(15,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1->(15,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0->(15,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1->(15,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(15,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(15,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4
Trying to path to (0,0,0)...
->X
Block 15_4_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17->(15,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18->(15,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19->(15,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20->(15,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1->(15,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0->(15,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1->(15,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(15,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4
Trying to path to (0,0,0)...
->X
Block 15_5_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17->(15,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18->(15,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19->(15,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20->(15,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1->(15,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0->(15,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1->(15,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(15,6,2
Trying to path to (0,0,0)...
->X
Block 15_6_7 is trapped
Trying to path to (0,0,0)...
->X
Block 15_6_12 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(15,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(15,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19->(15,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20->(15,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1->(15,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0->(15,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(15,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(15,7,2
Trying to path to (0,0,0)...
->X
Block 15_7_8 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(15,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19->(15,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20->(15,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1->(15,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0->(15,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(15,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(15,8,2
Trying to path to (0,0,0)...
->X
Block 15_8_9 is trapped
Trying to path to (0,0,0)...
->X
Block 15_8_13 is trapped
Trying to path to (0,0,0)...
->X
Block 15_8_14 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(15,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19->(15,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20->(15,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1->(15,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0->(15,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(15,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2
Trying to path to (0,0,0)...
->X
Block 15_9_4 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_6 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_7 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_8 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_9 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_10 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_11 is trapped
Trying to path to (0,0,0)...
->X
Block 15_9_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(15,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(15,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19->(15,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20->(15,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1->(15,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0->(15,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(15,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2
Trying to path to (0,0,0)...
->X
Block 15_10_5 is trapped
Trying to path to (0,0,0)...
->X
Block 15_10_8 is trapped
Trying to path to (0,0,0)...
->X
Block 15_10_9 is trapped
Trying to path to (0,0,0)...
->X
Block 15_10_10 is trapped
Trying to path to (0,0,0)...
->X
Block 15_10_12 is trapped
Trying to path to (0,0,0)...
->X
Block 15_10_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(15,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(15,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19->(15,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20->(15,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1->(15,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0->(15,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(15,11,1
Trying to path to (0,0,0)...
->X
Block 15_11_6 is trapped
Trying to path to (0,0,0)...
->X
Block 15_11_8 is trapped
Trying to path to (0,0,0)...
->X
Block 15_11_9 is trapped
Trying to path to (0,0,0)...
->X
Block 15_11_10 is trapped
Trying to path to (0,0,0)...
->X
Block 15_11_11 is trapped
Trying to path to (0,0,0)...
->X
Block 15_11_13 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(15,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(15,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19->(15,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20->(15,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1->(15,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0->(15,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(15,12,2
Trying to path to (0,0,0)...
->X
Block 15_12_10 is trapped
Trying to path to (0,0,0)...
->X
Block 15_12_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(15,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(15,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19->(15,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20->(15,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1->(15,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0->(15,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(15,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(15,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(15,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18->(15,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19->(15,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20->(15,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1->(15,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0->(15,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1->(15,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(15,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(15,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(15,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(15,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18->(15,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19->(15,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20->(15,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1->(15,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0->(15,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1->(15,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2->(15,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(15,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(16,15,14->(15,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(15,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(16,15,17->(15,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18->(15,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19->(15,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20->(15,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1->(15,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0->(15,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1->(15,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2->(15,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3->(15,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(15,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(12,16,15->(13,16,15->(14,16,15->(15,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(16,16,16->(15,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17->(15,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18->(15,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19->(15,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20->(15,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1->(15,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0->(15,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1->(15,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2->(15,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3->(15,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4->(15,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(15,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(15,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7->(15,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(15,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(15,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(15,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(15,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(15,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(16,17,14->(15,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15->(15,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16->(15,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17->(15,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18->(15,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19->(15,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20->(15,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1->(15,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0->(15,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1->(15,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2->(15,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3->(15,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4->(15,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5->(15,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6->(15,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7->(15,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(15,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(15,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(15,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(15,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(15,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(15,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14->(15,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15->(15,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16->(15,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17->(15,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18->(15,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19->(15,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20->(15,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1->(15,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0->(15,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1->(15,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2->(15,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3->(15,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4->(15,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5->(15,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6->(15,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7->(15,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8->(15,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9->(15,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10->(15,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11->(15,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12->(15,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13->(15,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14->(15,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15->(15,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16->(15,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17->(15,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18->(15,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19->(15,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20->(15,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1->(15,-1,-1->(16,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0->(15,-1,0->(16,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1->(15,-1,1->(16,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2->(15,-1,2->(16,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3->(15,-1,3->(16,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4->(15,-1,4->(16,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5->(15,-1,5->(16,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6->(15,-1,6->(16,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7->(15,-1,7->(16,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8->(15,-1,8->(16,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9->(15,-1,9->(16,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10->(15,-1,10->(16,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11->(15,-1,11->(16,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12->(15,-1,12->(16,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13->(15,-1,13->(16,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14->(15,-1,14->(16,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15->(15,-1,15->(16,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16->(15,-1,16->(16,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17->(15,-1,17->(16,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18->(15,-1,18->(16,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19->(15,-1,19->(16,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20->(15,-1,20->(16,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1->(15,0,-1->(16,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0->(15,0,0->(16,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1->(15,0,1->(16,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2->(15,0,2->(16,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3->(15,0,3->(16,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4->(15,0,4->(16,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5->(15,0,5->(16,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6->(15,0,6->(16,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7->(15,0,7->(16,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8->(15,0,8->(16,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9->(15,0,9->(16,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10->(15,0,10->(16,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11->(15,0,11->(16,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12->(15,0,12->(16,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13->(15,0,13->(16,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14->(15,0,14->(16,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15->(15,0,15->(16,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16->(15,0,16->(16,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17->(15,0,17->(16,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18->(15,0,18->(16,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19->(15,0,19->(16,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20->(15,0,20->(16,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1->(15,1,-1->(16,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0->(15,1,0->(16,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1->(15,1,1->(16,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2->(15,1,2->(16,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3->(15,1,3->(16,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4->(15,1,4->(16,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5->(15,1,5->(16,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6->(15,1,6->(16,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(15,1,7->(16,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(16,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(16,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(16,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(15,1,12->(16,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(16,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14->(15,1,14->(16,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15->(15,1,15->(16,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16->(15,1,16->(16,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17->(15,1,17->(16,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18->(15,1,18->(16,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19->(15,1,19->(16,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20->(15,1,20->(16,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1->(15,2,-1->(16,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0->(15,2,0->(16,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1->(15,2,1->(16,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2->(15,2,2->(16,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3->(15,2,3->(16,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4->(15,2,4->(16,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(16,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(16,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(15,2,15->(16,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16->(15,2,16->(16,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17->(15,2,17->(16,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18->(15,2,18->(16,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19->(15,2,19->(16,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20->(15,2,20->(16,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1->(15,3,-1->(16,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0->(15,3,0->(16,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1->(15,3,1->(16,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2->(15,3,2->(16,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(15,3,3->(16,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(15,3,4->(16,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(16,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16->(15,3,16->(16,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17->(15,3,17->(16,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18->(15,3,18->(16,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19->(15,3,19->(16,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20->(15,3,20->(16,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1->(15,4,-1->(16,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0->(15,4,0->(16,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1->(15,4,1->(16,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(15,4,2->(16,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(15,4,3->(16,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(16,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(16,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(16,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17->(15,4,17->(16,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18->(15,4,18->(16,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19->(15,4,19->(16,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20->(15,4,20->(16,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1->(15,5,-1->(16,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0->(15,5,0->(16,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1->(15,5,1->(16,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(15,5,2->(16,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17->(15,5,17->(16,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18->(15,5,18->(16,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19->(15,5,19->(16,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20->(15,5,20->(16,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1->(15,6,-1->(16,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0->(15,6,0->(16,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1->(15,6,1->(16,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(15,6,2->(16,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(15,6,17->(16,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(15,6,18->(16,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19->(15,6,19->(16,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20->(15,6,20->(16,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1->(15,7,-1->(16,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0->(15,7,0->(16,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(15,7,1->(16,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(15,7,2->(16,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(15,7,18->(16,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19->(15,7,19->(16,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20->(15,7,20->(16,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1->(15,8,-1->(16,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0->(15,8,0->(16,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(15,8,1->(16,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(15,8,2->(16,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(15,8,18->(16,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19->(15,8,19->(16,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20->(15,8,20->(16,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1->(15,9,-1->(16,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0->(15,9,0->(16,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(15,9,1->(16,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(16,9,2
Trying to path to (0,0,0)...
->X
Block 16_9_9 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(15,9,18->(16,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19->(15,9,19->(16,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20->(15,9,20->(16,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1->(15,10,-1->(16,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0->(15,10,0->(16,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(15,10,1->(16,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3
Trying to path to (0,0,0)...
->X
Block 16_10_10 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(15,10,18->(16,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19->(15,10,19->(16,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20->(15,10,20->(16,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1->(15,11,-1->(16,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0->(15,11,0->(16,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(15,11,1->(16,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(15,11,18->(16,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19->(15,11,19->(16,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20->(15,11,20->(16,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1->(15,12,-1->(16,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0->(15,12,0->(16,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(16,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(15,12,2->(16,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(16,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(15,12,18->(16,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19->(15,12,19->(16,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20->(15,12,20->(16,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1->(15,13,-1->(16,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0->(15,13,0->(16,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(15,13,1->(16,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(16,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(17,13,14->(16,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18->(15,13,18->(16,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19->(15,13,19->(16,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20->(15,13,20->(16,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1->(15,14,-1->(16,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0->(15,14,0->(16,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1->(15,14,1->(16,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(15,14,2->(16,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(15,14,3->(16,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18->(15,14,18->(16,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19->(15,14,19->(16,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20->(15,14,20->(16,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1->(15,15,-1->(16,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0->(15,15,0->(16,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1->(15,15,1->(16,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2->(15,15,2->(16,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(15,15,3->(16,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(16,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(16,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(16,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(16,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18->(15,15,18->(16,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19->(15,15,19->(16,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20->(15,15,20->(16,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1->(15,16,-1->(16,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0->(15,16,0->(16,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1->(15,16,1->(16,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2->(15,16,2->(16,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3->(15,16,3->(16,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(16,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(15,16,5->(16,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,16,10->(16,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,16,11->(16,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,16,12->(16,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,16,13->(16,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,16,14->(16,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(17,16,15->(16,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(16,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17->(15,16,17->(16,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18->(15,16,18->(16,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19->(15,16,19->(16,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20->(15,16,20->(16,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1->(15,17,-1->(16,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0->(15,17,0->(16,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1->(15,17,1->(16,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2->(15,17,2->(16,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3->(15,17,3->(16,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4->(15,17,4->(16,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(15,17,5->(16,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(15,17,6->(16,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7->(15,17,7->(16,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(16,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15->(15,17,15->(16,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16->(15,17,16->(16,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17->(15,17,17->(16,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18->(15,17,18->(16,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19->(15,17,19->(16,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20->(15,17,20->(16,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1->(15,18,-1->(16,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0->(15,18,0->(16,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1->(15,18,1->(16,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2->(15,18,2->(16,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3->(15,18,3->(16,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4->(15,18,4->(16,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5->(15,18,5->(16,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6->(15,18,6->(16,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7->(15,18,7->(16,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(15,18,8->(16,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(15,18,9->(16,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(15,18,10->(16,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(15,18,11->(16,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(15,18,12->(16,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(15,18,13->(16,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14->(15,18,14->(16,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15->(15,18,15->(16,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16->(15,18,16->(16,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17->(15,18,17->(16,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18->(15,18,18->(16,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19->(15,18,19->(16,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20->(15,18,20->(16,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1->(15,19,-1->(16,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0->(15,19,0->(16,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1->(15,19,1->(16,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2->(15,19,2->(16,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3->(15,19,3->(16,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4->(15,19,4->(16,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5->(15,19,5->(16,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6->(15,19,6->(16,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7->(15,19,7->(16,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8->(15,19,8->(16,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9->(15,19,9->(16,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10->(15,19,10->(16,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11->(15,19,11->(16,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12->(15,19,12->(16,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13->(15,19,13->(16,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14->(15,19,14->(16,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15->(15,19,15->(16,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16->(15,19,16->(16,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17->(15,19,17->(16,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18->(15,19,18->(16,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19->(15,19,19->(16,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20->(15,19,20->(16,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1->(15,-1,-1->(16,-1,-1->(17,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0->(15,-1,0->(16,-1,0->(17,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1->(15,-1,1->(16,-1,1->(17,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2->(15,-1,2->(16,-1,2->(17,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3->(15,-1,3->(16,-1,3->(17,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4->(15,-1,4->(16,-1,4->(17,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5->(15,-1,5->(16,-1,5->(17,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6->(15,-1,6->(16,-1,6->(17,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7->(15,-1,7->(16,-1,7->(17,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8->(15,-1,8->(16,-1,8->(17,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9->(15,-1,9->(16,-1,9->(17,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10->(15,-1,10->(16,-1,10->(17,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11->(15,-1,11->(16,-1,11->(17,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12->(15,-1,12->(16,-1,12->(17,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13->(15,-1,13->(16,-1,13->(17,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14->(15,-1,14->(16,-1,14->(17,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15->(15,-1,15->(16,-1,15->(17,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16->(15,-1,16->(16,-1,16->(17,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17->(15,-1,17->(16,-1,17->(17,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18->(15,-1,18->(16,-1,18->(17,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19->(15,-1,19->(16,-1,19->(17,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20->(15,-1,20->(16,-1,20->(17,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1->(15,0,-1->(16,0,-1->(17,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0->(15,0,0->(16,0,0->(17,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1->(15,0,1->(16,0,1->(17,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2->(15,0,2->(16,0,2->(17,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3->(15,0,3->(16,0,3->(17,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4->(15,0,4->(16,0,4->(17,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5->(15,0,5->(16,0,5->(17,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6->(15,0,6->(16,0,6->(17,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7->(15,0,7->(16,0,7->(17,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8->(15,0,8->(16,0,8->(17,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9->(15,0,9->(16,0,9->(17,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10->(15,0,10->(16,0,10->(17,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11->(15,0,11->(16,0,11->(17,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12->(15,0,12->(16,0,12->(17,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13->(15,0,13->(16,0,13->(17,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14->(15,0,14->(16,0,14->(17,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15->(15,0,15->(16,0,15->(17,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16->(15,0,16->(16,0,16->(17,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17->(15,0,17->(16,0,17->(17,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18->(15,0,18->(16,0,18->(17,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19->(15,0,19->(16,0,19->(17,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20->(15,0,20->(16,0,20->(17,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1->(15,1,-1->(16,1,-1->(17,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0->(15,1,0->(16,1,0->(17,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1->(15,1,1->(16,1,1->(17,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2->(15,1,2->(16,1,2->(17,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3->(15,1,3->(16,1,3->(17,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4->(15,1,4->(16,1,4->(17,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5->(15,1,5->(16,1,5->(17,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6->(15,1,6->(16,1,6->(17,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(15,1,7->(16,1,7->(17,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(16,1,8->(17,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(16,1,9->(17,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(17,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(16,1,11->(17,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(15,1,12->(16,1,12->(17,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(16,1,13->(17,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14->(15,1,14->(16,1,14->(17,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15->(15,1,15->(16,1,15->(17,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16->(15,1,16->(16,1,16->(17,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17->(15,1,17->(16,1,17->(17,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18->(15,1,18->(16,1,18->(17,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19->(15,1,19->(16,1,19->(17,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20->(15,1,20->(16,1,20->(17,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1->(15,2,-1->(16,2,-1->(17,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0->(15,2,0->(16,2,0->(17,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1->(15,2,1->(16,2,1->(17,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2->(15,2,2->(16,2,2->(17,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3->(15,2,3->(16,2,3->(17,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4->(15,2,4->(16,2,4->(17,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(16,2,5->(17,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(17,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(17,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(17,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(17,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(17,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(17,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(16,2,14->(17,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(15,2,15->(16,2,15->(17,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16->(15,2,16->(16,2,16->(17,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17->(15,2,17->(16,2,17->(17,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18->(15,2,18->(16,2,18->(17,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19->(15,2,19->(16,2,19->(17,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20->(15,2,20->(16,2,20->(17,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1->(15,3,-1->(16,3,-1->(17,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0->(15,3,0->(16,3,0->(17,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1->(15,3,1->(16,3,1->(17,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2->(15,3,2->(16,3,2->(17,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(15,3,3->(16,3,3->(17,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(15,3,4->(16,3,4->(17,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(17,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(17,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(17,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(17,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(17,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(16,3,15->(17,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16->(15,3,16->(16,3,16->(17,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17->(15,3,17->(16,3,17->(17,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18->(15,3,18->(16,3,18->(17,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19->(15,3,19->(16,3,19->(17,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20->(15,3,20->(16,3,20->(17,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1->(15,4,-1->(16,4,-1->(17,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0->(15,4,0->(16,4,0->(17,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1->(15,4,1->(16,4,1->(17,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(15,4,2->(16,4,2->(17,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(15,4,3->(16,4,3->(17,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(16,4,4->(17,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(17,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(17,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(16,4,15->(17,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(16,4,16->(17,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17->(15,4,17->(16,4,17->(17,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18->(15,4,18->(16,4,18->(17,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19->(15,4,19->(16,4,19->(17,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20->(15,4,20->(16,4,20->(17,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1->(15,5,-1->(16,5,-1->(17,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0->(15,5,0->(16,5,0->(17,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1->(15,5,1->(16,5,1->(17,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(15,5,2->(16,5,2->(17,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(17,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7
Trying to path to (0,0,0)...
->X
Block 17_5_11 is trapped
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(17,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(17,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(17,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17->(15,5,17->(16,5,17->(17,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18->(15,5,18->(16,5,18->(17,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19->(15,5,19->(16,5,19->(17,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20->(15,5,20->(16,5,20->(17,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1->(15,6,-1->(16,6,-1->(17,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0->(15,6,0->(16,6,0->(17,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1->(15,6,1->(16,6,1->(17,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(15,6,2->(16,6,2->(17,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(17,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(17,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(15,6,17->(16,6,17->(17,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(15,6,18->(16,6,18->(17,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19->(15,6,19->(16,6,19->(17,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20->(15,6,20->(16,6,20->(17,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1->(15,7,-1->(16,7,-1->(17,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0->(15,7,0->(16,7,0->(17,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(15,7,1->(16,7,1->(17,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(15,7,2->(16,7,2->(17,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(17,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(17,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(17,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(15,7,18->(16,7,18->(17,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19->(15,7,19->(16,7,19->(17,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20->(15,7,20->(16,7,20->(17,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1->(15,8,-1->(16,8,-1->(17,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0->(15,8,0->(16,8,0->(17,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(15,8,1->(16,8,1->(17,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(15,8,2->(16,8,2->(17,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(17,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(17,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(15,8,18->(16,8,18->(17,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19->(15,8,19->(16,8,19->(17,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20->(15,8,20->(16,8,20->(17,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1->(15,9,-1->(16,9,-1->(17,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0->(15,9,0->(16,9,0->(17,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(15,9,1->(16,9,1->(17,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(16,9,2->(17,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(17,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(17,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(17,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(15,9,18->(16,9,18->(17,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19->(15,9,19->(16,9,19->(17,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20->(15,9,20->(16,9,20->(17,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1->(15,10,-1->(16,10,-1->(17,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0->(15,10,0->(16,10,0->(17,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(15,10,1->(16,10,1->(17,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(17,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(17,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(18,10,13->(17,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(17,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(17,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(17,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(15,10,18->(16,10,18->(17,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19->(15,10,19->(16,10,19->(17,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20->(15,10,20->(16,10,20->(17,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1->(15,11,-1->(16,11,-1->(17,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0->(15,11,0->(16,11,0->(17,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(15,11,1->(16,11,1->(17,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,11,2->(17,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(17,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(17,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(17,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(17,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(15,11,18->(16,11,18->(17,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19->(15,11,19->(16,11,19->(17,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20->(15,11,20->(16,11,20->(17,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1->(15,12,-1->(16,12,-1->(17,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0->(15,12,0->(16,12,0->(17,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(16,12,1->(17,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(15,12,2->(16,12,2->(17,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(16,12,3->(17,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(17,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(17,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(17,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(17,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(15,12,18->(16,12,18->(17,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19->(15,12,19->(16,12,19->(17,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20->(15,12,20->(16,12,20->(17,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1->(15,13,-1->(16,13,-1->(17,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0->(15,13,0->(16,13,0->(17,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(15,13,1->(16,13,1->(17,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(16,13,2->(17,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(17,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(17,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13->(19,13,13->(18,13,13->(17,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(17,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(17,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(17,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(17,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18->(15,13,18->(16,13,18->(17,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19->(15,13,19->(16,13,19->(17,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20->(15,13,20->(16,13,20->(17,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1->(15,14,-1->(16,14,-1->(17,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0->(15,14,0->(16,14,0->(17,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1->(15,14,1->(16,14,1->(17,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(15,14,2->(16,14,2->(17,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(15,14,3->(16,14,3->(17,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(17,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(17,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12->(17,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(18,14,14->(17,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(18,14,15->(17,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(17,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(17,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18->(15,14,18->(16,14,18->(17,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19->(15,14,19->(16,14,19->(17,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20->(15,14,20->(16,14,20->(17,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1->(15,15,-1->(16,15,-1->(17,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0->(15,15,0->(16,15,0->(17,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1->(15,15,1->(16,15,1->(17,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2->(15,15,2->(16,15,2->(17,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(15,15,3->(16,15,3->(17,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(17,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(17,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(17,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(16,15,17->(17,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18->(15,15,18->(16,15,18->(17,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19->(15,15,19->(16,15,19->(17,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20->(15,15,20->(16,15,20->(17,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1->(15,16,-1->(16,16,-1->(17,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0->(15,16,0->(16,16,0->(17,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1->(15,16,1->(16,16,1->(17,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2->(15,16,2->(16,16,2->(17,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3->(15,16,3->(16,16,3->(17,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(16,16,4->(17,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(15,16,5->(16,16,5->(17,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(17,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(17,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(17,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(17,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(16,16,16->(17,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17->(15,16,17->(16,16,17->(17,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18->(15,16,18->(16,16,18->(17,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19->(15,16,19->(16,16,19->(17,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20->(15,16,20->(16,16,20->(17,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1->(15,17,-1->(16,17,-1->(17,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0->(15,17,0->(16,17,0->(17,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1->(15,17,1->(16,17,1->(17,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2->(15,17,2->(16,17,2->(17,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3->(15,17,3->(16,17,3->(17,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4->(15,17,4->(16,17,4->(17,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(15,17,5->(16,17,5->(17,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(15,17,6->(16,17,6->(17,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7->(15,17,7->(16,17,7->(17,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(17,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(17,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(17,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(17,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(17,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(17,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(16,17,14->(17,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15->(15,17,15->(16,17,15->(17,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16->(15,17,16->(16,17,16->(17,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17->(15,17,17->(16,17,17->(17,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18->(15,17,18->(16,17,18->(17,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19->(15,17,19->(16,17,19->(17,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20->(15,17,20->(16,17,20->(17,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1->(15,18,-1->(16,18,-1->(17,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0->(15,18,0->(16,18,0->(17,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1->(15,18,1->(16,18,1->(17,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2->(15,18,2->(16,18,2->(17,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3->(15,18,3->(16,18,3->(17,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4->(15,18,4->(16,18,4->(17,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5->(15,18,5->(16,18,5->(17,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6->(15,18,6->(16,18,6->(17,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7->(15,18,7->(16,18,7->(17,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(15,18,8->(16,18,8->(17,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(15,18,9->(16,18,9->(17,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(15,18,10->(16,18,10->(17,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(15,18,11->(16,18,11->(17,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(15,18,12->(16,18,12->(17,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(15,18,13->(16,18,13->(17,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14->(15,18,14->(16,18,14->(17,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15->(15,18,15->(16,18,15->(17,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16->(15,18,16->(16,18,16->(17,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17->(15,18,17->(16,18,17->(17,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18->(15,18,18->(16,18,18->(17,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19->(15,18,19->(16,18,19->(17,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20->(15,18,20->(16,18,20->(17,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1->(15,19,-1->(16,19,-1->(17,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0->(15,19,0->(16,19,0->(17,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1->(15,19,1->(16,19,1->(17,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2->(15,19,2->(16,19,2->(17,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3->(15,19,3->(16,19,3->(17,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4->(15,19,4->(16,19,4->(17,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5->(15,19,5->(16,19,5->(17,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6->(15,19,6->(16,19,6->(17,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7->(15,19,7->(16,19,7->(17,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8->(15,19,8->(16,19,8->(17,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9->(15,19,9->(16,19,9->(17,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10->(15,19,10->(16,19,10->(17,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11->(15,19,11->(16,19,11->(17,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12->(15,19,12->(16,19,12->(17,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13->(15,19,13->(16,19,13->(17,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14->(15,19,14->(16,19,14->(17,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15->(15,19,15->(16,19,15->(17,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16->(15,19,16->(16,19,16->(17,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17->(15,19,17->(16,19,17->(17,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18->(15,19,18->(16,19,18->(17,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19->(15,19,19->(16,19,19->(17,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20->(15,19,20->(16,19,20->(17,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1->(15,-1,-1->(16,-1,-1->(17,-1,-1->(18,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0->(15,-1,0->(16,-1,0->(17,-1,0->(18,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1->(15,-1,1->(16,-1,1->(17,-1,1->(18,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2->(15,-1,2->(16,-1,2->(17,-1,2->(18,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3->(15,-1,3->(16,-1,3->(17,-1,3->(18,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4->(15,-1,4->(16,-1,4->(17,-1,4->(18,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5->(15,-1,5->(16,-1,5->(17,-1,5->(18,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6->(15,-1,6->(16,-1,6->(17,-1,6->(18,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7->(15,-1,7->(16,-1,7->(17,-1,7->(18,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8->(15,-1,8->(16,-1,8->(17,-1,8->(18,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9->(15,-1,9->(16,-1,9->(17,-1,9->(18,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10->(15,-1,10->(16,-1,10->(17,-1,10->(18,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11->(15,-1,11->(16,-1,11->(17,-1,11->(18,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12->(15,-1,12->(16,-1,12->(17,-1,12->(18,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13->(15,-1,13->(16,-1,13->(17,-1,13->(18,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14->(15,-1,14->(16,-1,14->(17,-1,14->(18,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15->(15,-1,15->(16,-1,15->(17,-1,15->(18,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16->(15,-1,16->(16,-1,16->(17,-1,16->(18,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17->(15,-1,17->(16,-1,17->(17,-1,17->(18,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18->(15,-1,18->(16,-1,18->(17,-1,18->(18,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19->(15,-1,19->(16,-1,19->(17,-1,19->(18,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20->(15,-1,20->(16,-1,20->(17,-1,20->(18,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1->(15,0,-1->(16,0,-1->(17,0,-1->(18,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0->(15,0,0->(16,0,0->(17,0,0->(18,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1->(15,0,1->(16,0,1->(17,0,1->(18,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2->(15,0,2->(16,0,2->(17,0,2->(18,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3->(15,0,3->(16,0,3->(17,0,3->(18,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4->(15,0,4->(16,0,4->(17,0,4->(18,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5->(15,0,5->(16,0,5->(17,0,5->(18,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6->(15,0,6->(16,0,6->(17,0,6->(18,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7->(15,0,7->(16,0,7->(17,0,7->(18,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8->(15,0,8->(16,0,8->(17,0,8->(18,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9->(15,0,9->(16,0,9->(17,0,9->(18,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10->(15,0,10->(16,0,10->(17,0,10->(18,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11->(15,0,11->(16,0,11->(17,0,11->(18,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12->(15,0,12->(16,0,12->(17,0,12->(18,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13->(15,0,13->(16,0,13->(17,0,13->(18,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14->(15,0,14->(16,0,14->(17,0,14->(18,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15->(15,0,15->(16,0,15->(17,0,15->(18,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16->(15,0,16->(16,0,16->(17,0,16->(18,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17->(15,0,17->(16,0,17->(17,0,17->(18,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18->(15,0,18->(16,0,18->(17,0,18->(18,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19->(15,0,19->(16,0,19->(17,0,19->(18,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20->(15,0,20->(16,0,20->(17,0,20->(18,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1->(15,1,-1->(16,1,-1->(17,1,-1->(18,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0->(15,1,0->(16,1,0->(17,1,0->(18,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1->(15,1,1->(16,1,1->(17,1,1->(18,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2->(15,1,2->(16,1,2->(17,1,2->(18,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3->(15,1,3->(16,1,3->(17,1,3->(18,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4->(15,1,4->(16,1,4->(17,1,4->(18,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5->(15,1,5->(16,1,5->(17,1,5->(18,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6->(15,1,6->(16,1,6->(17,1,6->(18,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(15,1,7->(16,1,7->(17,1,7->(18,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(16,1,8->(17,1,8->(18,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(16,1,9->(17,1,9->(18,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(17,1,10->(18,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(16,1,11->(17,1,11->(18,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(15,1,12->(16,1,12->(17,1,12->(18,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(16,1,13->(17,1,13->(18,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14->(15,1,14->(16,1,14->(17,1,14->(18,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15->(15,1,15->(16,1,15->(17,1,15->(18,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16->(15,1,16->(16,1,16->(17,1,16->(18,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17->(15,1,17->(16,1,17->(17,1,17->(18,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18->(15,1,18->(16,1,18->(17,1,18->(18,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19->(15,1,19->(16,1,19->(17,1,19->(18,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20->(15,1,20->(16,1,20->(17,1,20->(18,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1->(15,2,-1->(16,2,-1->(17,2,-1->(18,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0->(15,2,0->(16,2,0->(17,2,0->(18,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1->(15,2,1->(16,2,1->(17,2,1->(18,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2->(15,2,2->(16,2,2->(17,2,2->(18,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3->(15,2,3->(16,2,3->(17,2,3->(18,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4->(15,2,4->(16,2,4->(17,2,4->(18,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(16,2,5->(17,2,5->(18,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(17,2,6->(18,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(17,2,7->(18,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(17,2,8->(18,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(18,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(18,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(17,2,11->(18,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(17,2,12->(18,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(17,2,13->(18,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(16,2,14->(17,2,14->(18,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(15,2,15->(16,2,15->(17,2,15->(18,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16->(15,2,16->(16,2,16->(17,2,16->(18,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17->(15,2,17->(16,2,17->(17,2,17->(18,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18->(15,2,18->(16,2,18->(17,2,18->(18,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19->(15,2,19->(16,2,19->(17,2,19->(18,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20->(15,2,20->(16,2,20->(17,2,20->(18,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1->(15,3,-1->(16,3,-1->(17,3,-1->(18,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0->(15,3,0->(16,3,0->(17,3,0->(18,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1->(15,3,1->(16,3,1->(17,3,1->(18,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2->(15,3,2->(16,3,2->(17,3,2->(18,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(15,3,3->(16,3,3->(17,3,3->(18,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(15,3,4->(16,3,4->(17,3,4->(18,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(17,3,5->(18,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(17,3,6->(18,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(18,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(18,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(18,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(17,3,12->(18,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(17,3,13->(18,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(17,3,14->(18,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(16,3,15->(17,3,15->(18,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16->(15,3,16->(16,3,16->(17,3,16->(18,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17->(15,3,17->(16,3,17->(17,3,17->(18,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18->(15,3,18->(16,3,18->(17,3,18->(18,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19->(15,3,19->(16,3,19->(17,3,19->(18,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20->(15,3,20->(16,3,20->(17,3,20->(18,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1->(15,4,-1->(16,4,-1->(17,4,-1->(18,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0->(15,4,0->(16,4,0->(17,4,0->(18,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1->(15,4,1->(16,4,1->(17,4,1->(18,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(15,4,2->(16,4,2->(17,4,2->(18,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(15,4,3->(16,4,3->(17,4,3->(18,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(16,4,4->(17,4,4->(18,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(18,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(17,4,6->(18,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(18,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(18,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(18,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(17,4,14->(18,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(16,4,15->(17,4,15->(18,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(16,4,16->(17,4,16->(18,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17->(15,4,17->(16,4,17->(17,4,17->(18,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18->(15,4,18->(16,4,18->(17,4,18->(18,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19->(15,4,19->(16,4,19->(17,4,19->(18,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20->(15,4,20->(16,4,20->(17,4,20->(18,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1->(15,5,-1->(16,5,-1->(17,5,-1->(18,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0->(15,5,0->(16,5,0->(17,5,0->(18,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1->(15,5,1->(16,5,1->(17,5,1->(18,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(15,5,2->(16,5,2->(17,5,2->(18,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(17,5,3->(18,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(18,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5->(18,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(18,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(17,5,14->(18,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(17,5,15->(18,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(17,5,16->(18,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17->(15,5,17->(16,5,17->(17,5,17->(18,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18->(15,5,18->(16,5,18->(17,5,18->(18,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19->(15,5,19->(16,5,19->(17,5,19->(18,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20->(15,5,20->(16,5,20->(17,5,20->(18,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1->(15,6,-1->(16,6,-1->(17,6,-1->(18,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0->(15,6,0->(16,6,0->(17,6,0->(18,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1->(15,6,1->(16,6,1->(17,6,1->(18,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(15,6,2->(16,6,2->(17,6,2->(18,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(17,6,3->(18,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(18,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5->(18,5,5->(18,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(18,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(18,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(17,6,16->(18,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(15,6,17->(16,6,17->(17,6,17->(18,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(15,6,18->(16,6,18->(17,6,18->(18,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19->(15,6,19->(16,6,19->(17,6,19->(18,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20->(15,6,20->(16,6,20->(17,6,20->(18,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1->(15,7,-1->(16,7,-1->(17,7,-1->(18,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0->(15,7,0->(16,7,0->(17,7,0->(18,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(15,7,1->(16,7,1->(17,7,1->(18,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(15,7,2->(16,7,2->(17,7,2->(18,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(17,7,3->(18,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(18,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9->(18,7,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(18,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(18,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(17,7,16->(18,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(17,7,17->(18,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(15,7,18->(16,7,18->(17,7,18->(18,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19->(15,7,19->(16,7,19->(17,7,19->(18,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20->(15,7,20->(16,7,20->(17,7,20->(18,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1->(15,8,-1->(16,8,-1->(17,8,-1->(18,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0->(15,8,0->(16,8,0->(17,8,0->(18,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(15,8,1->(16,8,1->(17,8,1->(18,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(15,8,2->(16,8,2->(17,8,2->(18,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(18,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(18,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(18,8,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(18,8,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(17,8,16->(18,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(17,8,17->(18,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(15,8,18->(16,8,18->(17,8,18->(18,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19->(15,8,19->(16,8,19->(17,8,19->(18,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20->(15,8,20->(16,8,20->(17,8,20->(18,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1->(15,9,-1->(16,9,-1->(17,9,-1->(18,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0->(15,9,0->(16,9,0->(17,9,0->(18,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(15,9,1->(16,9,1->(17,9,1->(18,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(16,9,2->(17,9,2->(18,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(17,9,3->(18,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(18,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(18,9,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(18,9,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(17,9,16->(18,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(17,9,17->(18,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(15,9,18->(16,9,18->(17,9,18->(18,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19->(15,9,19->(16,9,19->(17,9,19->(18,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20->(15,9,20->(16,9,20->(17,9,20->(18,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1->(15,10,-1->(16,10,-1->(17,10,-1->(18,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0->(15,10,0->(16,10,0->(17,10,0->(18,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(15,10,1->(16,10,1->(17,10,1->(18,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(17,10,2->(18,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(17,10,3->(18,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(18,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(18,9,5->(18,10,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(18,10,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(18,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(17,10,16->(18,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(17,10,17->(18,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(15,10,18->(16,10,18->(17,10,18->(18,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19->(15,10,19->(16,10,19->(17,10,19->(18,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20->(15,10,20->(16,10,20->(17,10,20->(18,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1->(15,11,-1->(16,11,-1->(17,11,-1->(18,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0->(15,11,0->(16,11,0->(17,11,0->(18,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(15,11,1->(16,11,1->(17,11,1->(18,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,11,2->(17,11,2->(18,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(17,11,3->(18,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(18,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(18,11,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(18,11,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(17,11,16->(18,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(17,11,17->(18,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(15,11,18->(16,11,18->(17,11,18->(18,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19->(15,11,19->(16,11,19->(17,11,19->(18,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20->(15,11,20->(16,11,20->(17,11,20->(18,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1->(15,12,-1->(16,12,-1->(17,12,-1->(18,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0->(15,12,0->(16,12,0->(17,12,0->(18,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(16,12,1->(17,12,1->(18,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(15,12,2->(16,12,2->(17,12,2->(18,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(16,12,3->(17,12,3->(18,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(18,11,4->(18,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,12,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(18,12,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(19,12,12->(18,12,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13->(18,12,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(17,12,16->(18,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(17,12,17->(18,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(15,12,18->(16,12,18->(17,12,18->(18,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19->(15,12,19->(16,12,19->(17,12,19->(18,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20->(15,12,20->(16,12,20->(17,12,20->(18,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1->(15,13,-1->(16,13,-1->(17,13,-1->(18,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0->(15,13,0->(16,13,0->(17,13,0->(18,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(15,13,1->(16,13,1->(17,13,1->(18,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(16,13,2->(17,13,2->(18,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(17,13,3->(18,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(17,13,4->(18,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,12,5->(18,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9->(19,12,9->(19,13,9->(18,13,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11->(19,12,11->(19,13,11->(18,13,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(19,12,12->(19,13,12->(18,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13->(19,13,13->(18,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(17,13,16->(18,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(17,13,17->(18,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18->(15,13,18->(16,13,18->(17,13,18->(18,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19->(15,13,19->(16,13,19->(17,13,19->(18,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20->(15,13,20->(16,13,20->(17,13,20->(18,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1->(15,14,-1->(16,14,-1->(17,14,-1->(18,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0->(15,14,0->(16,14,0->(17,14,0->(18,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1->(15,14,1->(16,14,1->(17,14,1->(18,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(15,14,2->(16,14,2->(17,14,2->(18,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(15,14,3->(16,14,3->(17,14,3->(18,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(18,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(17,14,5->(18,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12->(18,14,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(18,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(18,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(17,14,16->(18,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(17,14,17->(18,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18->(15,14,18->(16,14,18->(17,14,18->(18,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19->(15,14,19->(16,14,19->(17,14,19->(18,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20->(15,14,20->(16,14,20->(17,14,20->(18,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1->(15,15,-1->(16,15,-1->(17,15,-1->(18,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0->(15,15,0->(16,15,0->(17,15,0->(18,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1->(15,15,1->(16,15,1->(17,15,1->(18,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2->(15,15,2->(16,15,2->(17,15,2->(18,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(15,15,3->(16,15,3->(17,15,3->(18,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(17,15,4->(18,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(17,15,5->(18,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(18,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(18,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(18,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(18,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(18,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(18,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(18,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(18,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(18,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(18,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(17,15,16->(18,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(16,15,17->(17,15,17->(18,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18->(15,15,18->(16,15,18->(17,15,18->(18,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19->(15,15,19->(16,15,19->(17,15,19->(18,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20->(15,15,20->(16,15,20->(17,15,20->(18,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1->(15,16,-1->(16,16,-1->(17,16,-1->(18,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0->(15,16,0->(16,16,0->(17,16,0->(18,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1->(15,16,1->(16,16,1->(17,16,1->(18,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2->(15,16,2->(16,16,2->(17,16,2->(18,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3->(15,16,3->(16,16,3->(17,16,3->(18,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(16,16,4->(17,16,4->(18,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(15,16,5->(16,16,5->(17,16,5->(18,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(17,16,6->(18,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(17,16,7->(18,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(17,16,8->(18,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,16,9->(18,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,16,10->(18,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,16,11->(18,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,16,12->(18,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,16,13->(18,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,16,14->(18,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(17,16,15->(18,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(16,16,16->(17,16,16->(18,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17->(15,16,17->(16,16,17->(17,16,17->(18,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18->(15,16,18->(16,16,18->(17,16,18->(18,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19->(15,16,19->(16,16,19->(17,16,19->(18,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20->(15,16,20->(16,16,20->(17,16,20->(18,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1->(15,17,-1->(16,17,-1->(17,17,-1->(18,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0->(15,17,0->(16,17,0->(17,17,0->(18,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1->(15,17,1->(16,17,1->(17,17,1->(18,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2->(15,17,2->(16,17,2->(17,17,2->(18,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3->(15,17,3->(16,17,3->(17,17,3->(18,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4->(15,17,4->(16,17,4->(17,17,4->(18,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(15,17,5->(16,17,5->(17,17,5->(18,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(15,17,6->(16,17,6->(17,17,6->(18,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7->(15,17,7->(16,17,7->(17,17,7->(18,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(17,17,8->(18,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(17,17,9->(18,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(17,17,10->(18,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(17,17,11->(18,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(17,17,12->(18,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(17,17,13->(18,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(16,17,14->(17,17,14->(18,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15->(15,17,15->(16,17,15->(17,17,15->(18,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16->(15,17,16->(16,17,16->(17,17,16->(18,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17->(15,17,17->(16,17,17->(17,17,17->(18,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18->(15,17,18->(16,17,18->(17,17,18->(18,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19->(15,17,19->(16,17,19->(17,17,19->(18,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20->(15,17,20->(16,17,20->(17,17,20->(18,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1->(15,18,-1->(16,18,-1->(17,18,-1->(18,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0->(15,18,0->(16,18,0->(17,18,0->(18,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1->(15,18,1->(16,18,1->(17,18,1->(18,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2->(15,18,2->(16,18,2->(17,18,2->(18,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3->(15,18,3->(16,18,3->(17,18,3->(18,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4->(15,18,4->(16,18,4->(17,18,4->(18,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5->(15,18,5->(16,18,5->(17,18,5->(18,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6->(15,18,6->(16,18,6->(17,18,6->(18,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7->(15,18,7->(16,18,7->(17,18,7->(18,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(15,18,8->(16,18,8->(17,18,8->(18,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(15,18,9->(16,18,9->(17,18,9->(18,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(15,18,10->(16,18,10->(17,18,10->(18,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(15,18,11->(16,18,11->(17,18,11->(18,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(15,18,12->(16,18,12->(17,18,12->(18,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(15,18,13->(16,18,13->(17,18,13->(18,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14->(15,18,14->(16,18,14->(17,18,14->(18,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15->(15,18,15->(16,18,15->(17,18,15->(18,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16->(15,18,16->(16,18,16->(17,18,16->(18,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17->(15,18,17->(16,18,17->(17,18,17->(18,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18->(15,18,18->(16,18,18->(17,18,18->(18,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19->(15,18,19->(16,18,19->(17,18,19->(18,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20->(15,18,20->(16,18,20->(17,18,20->(18,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1->(15,19,-1->(16,19,-1->(17,19,-1->(18,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0->(15,19,0->(16,19,0->(17,19,0->(18,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1->(15,19,1->(16,19,1->(17,19,1->(18,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2->(15,19,2->(16,19,2->(17,19,2->(18,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3->(15,19,3->(16,19,3->(17,19,3->(18,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4->(15,19,4->(16,19,4->(17,19,4->(18,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5->(15,19,5->(16,19,5->(17,19,5->(18,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6->(15,19,6->(16,19,6->(17,19,6->(18,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7->(15,19,7->(16,19,7->(17,19,7->(18,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8->(15,19,8->(16,19,8->(17,19,8->(18,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9->(15,19,9->(16,19,9->(17,19,9->(18,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10->(15,19,10->(16,19,10->(17,19,10->(18,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11->(15,19,11->(16,19,11->(17,19,11->(18,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12->(15,19,12->(16,19,12->(17,19,12->(18,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13->(15,19,13->(16,19,13->(17,19,13->(18,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14->(15,19,14->(16,19,14->(17,19,14->(18,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15->(15,19,15->(16,19,15->(17,19,15->(18,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16->(15,19,16->(16,19,16->(17,19,16->(18,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17->(15,19,17->(16,19,17->(17,19,17->(18,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18->(15,19,18->(16,19,18->(17,19,18->(18,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19->(15,19,19->(16,19,19->(17,19,19->(18,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20->(15,19,20->(16,19,20->(17,19,20->(18,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1->(15,-1,-1->(16,-1,-1->(17,-1,-1->(18,-1,-1->(19,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0->(15,-1,0->(16,-1,0->(17,-1,0->(18,-1,0->(19,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1->(15,-1,1->(16,-1,1->(17,-1,1->(18,-1,1->(19,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2->(15,-1,2->(16,-1,2->(17,-1,2->(18,-1,2->(19,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3->(15,-1,3->(16,-1,3->(17,-1,3->(18,-1,3->(19,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4->(15,-1,4->(16,-1,4->(17,-1,4->(18,-1,4->(19,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5->(15,-1,5->(16,-1,5->(17,-1,5->(18,-1,5->(19,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6->(15,-1,6->(16,-1,6->(17,-1,6->(18,-1,6->(19,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7->(15,-1,7->(16,-1,7->(17,-1,7->(18,-1,7->(19,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8->(15,-1,8->(16,-1,8->(17,-1,8->(18,-1,8->(19,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9->(15,-1,9->(16,-1,9->(17,-1,9->(18,-1,9->(19,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10->(15,-1,10->(16,-1,10->(17,-1,10->(18,-1,10->(19,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11->(15,-1,11->(16,-1,11->(17,-1,11->(18,-1,11->(19,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12->(15,-1,12->(16,-1,12->(17,-1,12->(18,-1,12->(19,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13->(15,-1,13->(16,-1,13->(17,-1,13->(18,-1,13->(19,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14->(15,-1,14->(16,-1,14->(17,-1,14->(18,-1,14->(19,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15->(15,-1,15->(16,-1,15->(17,-1,15->(18,-1,15->(19,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16->(15,-1,16->(16,-1,16->(17,-1,16->(18,-1,16->(19,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17->(15,-1,17->(16,-1,17->(17,-1,17->(18,-1,17->(19,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18->(15,-1,18->(16,-1,18->(17,-1,18->(18,-1,18->(19,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19->(15,-1,19->(16,-1,19->(17,-1,19->(18,-1,19->(19,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20->(15,-1,20->(16,-1,20->(17,-1,20->(18,-1,20->(19,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1->(15,0,-1->(16,0,-1->(17,0,-1->(18,0,-1->(19,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0->(15,0,0->(16,0,0->(17,0,0->(18,0,0->(19,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1->(15,0,1->(16,0,1->(17,0,1->(18,0,1->(19,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2->(15,0,2->(16,0,2->(17,0,2->(18,0,2->(19,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3->(15,0,3->(16,0,3->(17,0,3->(18,0,3->(19,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4->(15,0,4->(16,0,4->(17,0,4->(18,0,4->(19,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5->(15,0,5->(16,0,5->(17,0,5->(18,0,5->(19,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6->(15,0,6->(16,0,6->(17,0,6->(18,0,6->(19,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7->(15,0,7->(16,0,7->(17,0,7->(18,0,7->(19,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8->(15,0,8->(16,0,8->(17,0,8->(18,0,8->(19,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9->(15,0,9->(16,0,9->(17,0,9->(18,0,9->(19,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10->(15,0,10->(16,0,10->(17,0,10->(18,0,10->(19,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11->(15,0,11->(16,0,11->(17,0,11->(18,0,11->(19,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12->(15,0,12->(16,0,12->(17,0,12->(18,0,12->(19,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13->(15,0,13->(16,0,13->(17,0,13->(18,0,13->(19,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14->(15,0,14->(16,0,14->(17,0,14->(18,0,14->(19,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15->(15,0,15->(16,0,15->(17,0,15->(18,0,15->(19,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16->(15,0,16->(16,0,16->(17,0,16->(18,0,16->(19,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17->(15,0,17->(16,0,17->(17,0,17->(18,0,17->(19,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18->(15,0,18->(16,0,18->(17,0,18->(18,0,18->(19,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19->(15,0,19->(16,0,19->(17,0,19->(18,0,19->(19,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20->(15,0,20->(16,0,20->(17,0,20->(18,0,20->(19,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1->(15,1,-1->(16,1,-1->(17,1,-1->(18,1,-1->(19,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0->(15,1,0->(16,1,0->(17,1,0->(18,1,0->(19,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1->(15,1,1->(16,1,1->(17,1,1->(18,1,1->(19,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2->(15,1,2->(16,1,2->(17,1,2->(18,1,2->(19,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3->(15,1,3->(16,1,3->(17,1,3->(18,1,3->(19,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4->(15,1,4->(16,1,4->(17,1,4->(18,1,4->(19,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5->(15,1,5->(16,1,5->(17,1,5->(18,1,5->(19,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6->(15,1,6->(16,1,6->(17,1,6->(18,1,6->(19,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(15,1,7->(16,1,7->(17,1,7->(18,1,7->(19,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(16,1,8->(17,1,8->(18,1,8->(19,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(16,1,9->(17,1,9->(18,1,9->(19,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(17,1,10->(18,1,10->(19,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(16,1,11->(17,1,11->(18,1,11->(19,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(15,1,12->(16,1,12->(17,1,12->(18,1,12->(19,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(16,1,13->(17,1,13->(18,1,13->(19,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14->(15,1,14->(16,1,14->(17,1,14->(18,1,14->(19,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15->(15,1,15->(16,1,15->(17,1,15->(18,1,15->(19,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16->(15,1,16->(16,1,16->(17,1,16->(18,1,16->(19,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17->(15,1,17->(16,1,17->(17,1,17->(18,1,17->(19,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18->(15,1,18->(16,1,18->(17,1,18->(18,1,18->(19,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19->(15,1,19->(16,1,19->(17,1,19->(18,1,19->(19,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20->(15,1,20->(16,1,20->(17,1,20->(18,1,20->(19,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1->(15,2,-1->(16,2,-1->(17,2,-1->(18,2,-1->(19,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0->(15,2,0->(16,2,0->(17,2,0->(18,2,0->(19,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1->(15,2,1->(16,2,1->(17,2,1->(18,2,1->(19,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2->(15,2,2->(16,2,2->(17,2,2->(18,2,2->(19,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3->(15,2,3->(16,2,3->(17,2,3->(18,2,3->(19,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4->(15,2,4->(16,2,4->(17,2,4->(18,2,4->(19,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(16,2,5->(17,2,5->(18,2,5->(19,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(17,2,6->(18,2,6->(19,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(17,2,7->(18,2,7->(19,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(17,2,8->(18,2,8->(19,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(18,2,9->(19,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(18,2,10->(19,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(17,2,11->(18,2,11->(19,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(17,2,12->(18,2,12->(19,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(17,2,13->(18,2,13->(19,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(16,2,14->(17,2,14->(18,2,14->(19,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(15,2,15->(16,2,15->(17,2,15->(18,2,15->(19,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16->(15,2,16->(16,2,16->(17,2,16->(18,2,16->(19,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17->(15,2,17->(16,2,17->(17,2,17->(18,2,17->(19,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18->(15,2,18->(16,2,18->(17,2,18->(18,2,18->(19,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19->(15,2,19->(16,2,19->(17,2,19->(18,2,19->(19,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20->(15,2,20->(16,2,20->(17,2,20->(18,2,20->(19,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1->(15,3,-1->(16,3,-1->(17,3,-1->(18,3,-1->(19,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0->(15,3,0->(16,3,0->(17,3,0->(18,3,0->(19,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1->(15,3,1->(16,3,1->(17,3,1->(18,3,1->(19,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2->(15,3,2->(16,3,2->(17,3,2->(18,3,2->(19,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(15,3,3->(16,3,3->(17,3,3->(18,3,3->(19,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(15,3,4->(16,3,4->(17,3,4->(18,3,4->(19,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(17,3,5->(18,3,5->(19,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(17,3,6->(18,3,6->(19,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(18,3,7->(19,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(18,3,8->(19,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(19,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(18,3,10->(19,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(19,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(17,3,12->(18,3,12->(19,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(17,3,13->(18,3,13->(19,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(17,3,14->(18,3,14->(19,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(16,3,15->(17,3,15->(18,3,15->(19,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16->(15,3,16->(16,3,16->(17,3,16->(18,3,16->(19,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17->(15,3,17->(16,3,17->(17,3,17->(18,3,17->(19,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18->(15,3,18->(16,3,18->(17,3,18->(18,3,18->(19,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19->(15,3,19->(16,3,19->(17,3,19->(18,3,19->(19,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20->(15,3,20->(16,3,20->(17,3,20->(18,3,20->(19,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1->(15,4,-1->(16,4,-1->(17,4,-1->(18,4,-1->(19,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0->(15,4,0->(16,4,0->(17,4,0->(18,4,0->(19,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1->(15,4,1->(16,4,1->(17,4,1->(18,4,1->(19,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(15,4,2->(16,4,2->(17,4,2->(18,4,2->(19,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(15,4,3->(16,4,3->(17,4,3->(18,4,3->(19,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(16,4,4->(17,4,4->(18,4,4->(19,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(18,4,5->(19,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(17,4,6->(18,4,6->(19,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(18,4,7->(19,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(19,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(19,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(19,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(18,4,11->(19,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(19,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(18,4,13->(19,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(17,4,14->(18,4,14->(19,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(16,4,15->(17,4,15->(18,4,15->(19,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(16,4,16->(17,4,16->(18,4,16->(19,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17->(15,4,17->(16,4,17->(17,4,17->(18,4,17->(19,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18->(15,4,18->(16,4,18->(17,4,18->(18,4,18->(19,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19->(15,4,19->(16,4,19->(17,4,19->(18,4,19->(19,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20->(15,4,20->(16,4,20->(17,4,20->(18,4,20->(19,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1->(15,5,-1->(16,5,-1->(17,5,-1->(18,5,-1->(19,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0->(15,5,0->(16,5,0->(17,5,0->(18,5,0->(19,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1->(15,5,1->(16,5,1->(17,5,1->(18,5,1->(19,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(15,5,2->(16,5,2->(17,5,2->(18,5,2->(19,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(17,5,3->(18,5,3->(19,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(18,5,4->(19,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5->(18,5,5->(19,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(19,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(19,5,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(19,5,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(19,5,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(18,4,11->(19,4,11->(19,5,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(19,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(18,5,13->(19,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(17,5,14->(18,5,14->(19,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(17,5,15->(18,5,15->(19,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(17,5,16->(18,5,16->(19,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17->(15,5,17->(16,5,17->(17,5,17->(18,5,17->(19,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18->(15,5,18->(16,5,18->(17,5,18->(18,5,18->(19,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19->(15,5,19->(16,5,19->(17,5,19->(18,5,19->(19,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20->(15,5,20->(16,5,20->(17,5,20->(18,5,20->(19,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1->(15,6,-1->(16,6,-1->(17,6,-1->(18,6,-1->(19,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0->(15,6,0->(16,6,0->(17,6,0->(18,6,0->(19,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1->(15,6,1->(16,6,1->(17,6,1->(18,6,1->(19,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(15,6,2->(16,6,2->(17,6,2->(18,6,2->(19,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(17,6,3->(18,6,3->(19,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(18,6,4->(19,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5->(18,5,5->(18,6,5->(19,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(19,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(19,6,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8->(19,6,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9->(19,6,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(19,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(18,6,14->(19,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(18,6,15->(19,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(17,6,16->(18,6,16->(19,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(15,6,17->(16,6,17->(17,6,17->(18,6,17->(19,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(15,6,18->(16,6,18->(17,6,18->(18,6,18->(19,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19->(15,6,19->(16,6,19->(17,6,19->(18,6,19->(19,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20->(15,6,20->(16,6,20->(17,6,20->(18,6,20->(19,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1->(15,7,-1->(16,7,-1->(17,7,-1->(18,7,-1->(19,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0->(15,7,0->(16,7,0->(17,7,0->(18,7,0->(19,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(15,7,1->(16,7,1->(17,7,1->(18,7,1->(19,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(15,7,2->(16,7,2->(17,7,2->(18,7,2->(19,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(17,7,3->(18,7,3->(19,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(18,7,4->(19,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(19,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(19,7,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(19,7,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8->(19,6,8->(19,7,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(18,7,14->(19,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(18,7,15->(19,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(17,7,16->(18,7,16->(19,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(17,7,17->(18,7,17->(19,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(15,7,18->(16,7,18->(17,7,18->(18,7,18->(19,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19->(15,7,19->(16,7,19->(17,7,19->(18,7,19->(19,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20->(15,7,20->(16,7,20->(17,7,20->(18,7,20->(19,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1->(15,8,-1->(16,8,-1->(17,8,-1->(18,8,-1->(19,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0->(15,8,0->(16,8,0->(17,8,0->(18,8,0->(19,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(15,8,1->(16,8,1->(17,8,1->(18,8,1->(19,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(15,8,2->(16,8,2->(17,8,2->(18,8,2->(19,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(18,8,3->(19,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(18,8,4->(19,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(19,8,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(19,8,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9->(19,6,9->(20,6,9->(20,7,9->(20,8,9->(19,8,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(19,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(19,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(17,8,16->(18,8,16->(19,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(17,8,17->(18,8,17->(19,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(15,8,18->(16,8,18->(17,8,18->(18,8,18->(19,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19->(15,8,19->(16,8,19->(17,8,19->(18,8,19->(19,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20->(15,8,20->(16,8,20->(17,8,20->(18,8,20->(19,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1->(15,9,-1->(16,9,-1->(17,9,-1->(18,9,-1->(19,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0->(15,9,0->(16,9,0->(17,9,0->(18,9,0->(19,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(15,9,1->(16,9,1->(17,9,1->(18,9,1->(19,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(16,9,2->(17,9,2->(18,9,2->(19,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(17,9,3->(18,9,3->(19,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(18,9,4->(19,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(18,9,5->(19,9,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(18,9,6->(19,9,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(19,9,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(19,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(17,9,16->(18,9,16->(19,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(17,9,17->(18,9,17->(19,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(15,9,18->(16,9,18->(17,9,18->(18,9,18->(19,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19->(15,9,19->(16,9,19->(17,9,19->(18,9,19->(19,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20->(15,9,20->(16,9,20->(17,9,20->(18,9,20->(19,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1->(15,10,-1->(16,10,-1->(17,10,-1->(18,10,-1->(19,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0->(15,10,0->(16,10,0->(17,10,0->(18,10,0->(19,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(15,10,1->(16,10,1->(17,10,1->(18,10,1->(19,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(17,10,2->(18,10,2->(19,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(17,10,3->(18,10,3->(19,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(18,10,4->(19,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(18,9,5->(18,10,5->(19,10,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(18,9,6->(19,9,6->(19,10,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,10,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(19,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(19,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(17,10,16->(18,10,16->(19,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(17,10,17->(18,10,17->(19,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(15,10,18->(16,10,18->(17,10,18->(18,10,18->(19,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19->(15,10,19->(16,10,19->(17,10,19->(18,10,19->(19,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20->(15,10,20->(16,10,20->(17,10,20->(18,10,20->(19,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1->(15,11,-1->(16,11,-1->(17,11,-1->(18,11,-1->(19,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0->(15,11,0->(16,11,0->(17,11,0->(18,11,0->(19,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(15,11,1->(16,11,1->(17,11,1->(18,11,1->(19,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,11,2->(17,11,2->(18,11,2->(19,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(17,11,3->(18,11,3->(19,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(18,11,4->(19,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(19,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(19,11,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(19,11,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(19,11,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(19,11,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(19,11,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(19,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(17,11,16->(18,11,16->(19,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(17,11,17->(18,11,17->(19,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(15,11,18->(16,11,18->(17,11,18->(18,11,18->(19,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19->(15,11,19->(16,11,19->(17,11,19->(18,11,19->(19,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20->(15,11,20->(16,11,20->(17,11,20->(18,11,20->(19,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1->(15,12,-1->(16,12,-1->(17,12,-1->(18,12,-1->(19,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0->(15,12,0->(16,12,0->(17,12,0->(18,12,0->(19,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(16,12,1->(17,12,1->(18,12,1->(19,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(15,12,2->(16,12,2->(17,12,2->(18,12,2->(19,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(16,12,3->(17,12,3->(18,12,3->(19,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(18,11,4->(18,12,4->(19,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,12,5->(19,12,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(19,12,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(18,12,7->(19,12,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(19,11,8->(19,12,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9->(19,12,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(19,11,10->(19,12,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11->(19,12,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(19,12,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(19,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(19,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(17,12,16->(18,12,16->(19,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(17,12,17->(18,12,17->(19,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(15,12,18->(16,12,18->(17,12,18->(18,12,18->(19,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19->(15,12,19->(16,12,19->(17,12,19->(18,12,19->(19,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20->(15,12,20->(16,12,20->(17,12,20->(18,12,20->(19,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1->(15,13,-1->(16,13,-1->(17,13,-1->(18,13,-1->(19,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0->(15,13,0->(16,13,0->(17,13,0->(18,13,0->(19,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(15,13,1->(16,13,1->(17,13,1->(18,13,1->(19,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(16,13,2->(17,13,2->(18,13,2->(19,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(17,13,3->(18,13,3->(19,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(17,13,4->(18,13,4->(19,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,12,5->(18,13,5->(19,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(19,13,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(18,12,7->(19,12,7->(19,13,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(19,11,8->(19,12,8->(19,13,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9->(19,12,9->(19,13,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(19,11,10->(19,12,10->(19,13,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11->(19,12,11->(19,13,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(19,12,12->(19,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13->(19,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(19,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(19,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(17,13,16->(18,13,16->(19,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(17,13,17->(18,13,17->(19,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18->(15,13,18->(16,13,18->(17,13,18->(18,13,18->(19,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19->(15,13,19->(16,13,19->(17,13,19->(18,13,19->(19,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20->(15,13,20->(16,13,20->(17,13,20->(18,13,20->(19,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1->(15,14,-1->(16,14,-1->(17,14,-1->(18,14,-1->(19,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0->(15,14,0->(16,14,0->(17,14,0->(18,14,0->(19,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1->(15,14,1->(16,14,1->(17,14,1->(18,14,1->(19,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(15,14,2->(16,14,2->(17,14,2->(18,14,2->(19,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(15,14,3->(16,14,3->(17,14,3->(18,14,3->(19,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(18,14,4->(19,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(17,14,5->(18,14,5->(19,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(19,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(19,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(19,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(19,14,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(19,14,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(19,14,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12->(19,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12->(18,14,13->(19,14,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(18,14,14->(19,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(18,14,15->(19,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(17,14,16->(18,14,16->(19,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(17,14,17->(18,14,17->(19,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18->(15,14,18->(16,14,18->(17,14,18->(18,14,18->(19,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19->(15,14,19->(16,14,19->(17,14,19->(18,14,19->(19,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20->(15,14,20->(16,14,20->(17,14,20->(18,14,20->(19,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1->(15,15,-1->(16,15,-1->(17,15,-1->(18,15,-1->(19,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0->(15,15,0->(16,15,0->(17,15,0->(18,15,0->(19,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1->(15,15,1->(16,15,1->(17,15,1->(18,15,1->(19,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2->(15,15,2->(16,15,2->(17,15,2->(18,15,2->(19,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(15,15,3->(16,15,3->(17,15,3->(18,15,3->(19,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(17,15,4->(18,15,4->(19,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(17,15,5->(18,15,5->(19,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(18,15,6->(19,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(18,15,7->(19,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(18,15,8->(19,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(18,15,9->(19,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(18,15,10->(19,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(18,15,11->(19,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(18,15,12->(19,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(18,15,13->(19,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(18,15,14->(19,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(18,15,15->(19,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(17,15,16->(18,15,16->(19,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(16,15,17->(17,15,17->(18,15,17->(19,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18->(15,15,18->(16,15,18->(17,15,18->(18,15,18->(19,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19->(15,15,19->(16,15,19->(17,15,19->(18,15,19->(19,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20->(15,15,20->(16,15,20->(17,15,20->(18,15,20->(19,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1->(15,16,-1->(16,16,-1->(17,16,-1->(18,16,-1->(19,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0->(15,16,0->(16,16,0->(17,16,0->(18,16,0->(19,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1->(15,16,1->(16,16,1->(17,16,1->(18,16,1->(19,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2->(15,16,2->(16,16,2->(17,16,2->(18,16,2->(19,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3->(15,16,3->(16,16,3->(17,16,3->(18,16,3->(19,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(16,16,4->(17,16,4->(18,16,4->(19,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(15,16,5->(16,16,5->(17,16,5->(18,16,5->(19,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(17,16,6->(18,16,6->(19,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(17,16,7->(18,16,7->(19,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(17,16,8->(18,16,8->(19,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,16,9->(18,16,9->(19,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,16,10->(18,16,10->(19,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,16,11->(18,16,11->(19,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,16,12->(18,16,12->(19,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,16,13->(18,16,13->(19,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,16,14->(18,16,14->(19,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(17,16,15->(18,16,15->(19,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(16,16,16->(17,16,16->(18,16,16->(19,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17->(15,16,17->(16,16,17->(17,16,17->(18,16,17->(19,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18->(15,16,18->(16,16,18->(17,16,18->(18,16,18->(19,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19->(15,16,19->(16,16,19->(17,16,19->(18,16,19->(19,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20->(15,16,20->(16,16,20->(17,16,20->(18,16,20->(19,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1->(15,17,-1->(16,17,-1->(17,17,-1->(18,17,-1->(19,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0->(15,17,0->(16,17,0->(17,17,0->(18,17,0->(19,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1->(15,17,1->(16,17,1->(17,17,1->(18,17,1->(19,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2->(15,17,2->(16,17,2->(17,17,2->(18,17,2->(19,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3->(15,17,3->(16,17,3->(17,17,3->(18,17,3->(19,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4->(15,17,4->(16,17,4->(17,17,4->(18,17,4->(19,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(15,17,5->(16,17,5->(17,17,5->(18,17,5->(19,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(15,17,6->(16,17,6->(17,17,6->(18,17,6->(19,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7->(15,17,7->(16,17,7->(17,17,7->(18,17,7->(19,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(17,17,8->(18,17,8->(19,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(17,17,9->(18,17,9->(19,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(17,17,10->(18,17,10->(19,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(17,17,11->(18,17,11->(19,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(17,17,12->(18,17,12->(19,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(17,17,13->(18,17,13->(19,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(16,17,14->(17,17,14->(18,17,14->(19,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15->(15,17,15->(16,17,15->(17,17,15->(18,17,15->(19,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16->(15,17,16->(16,17,16->(17,17,16->(18,17,16->(19,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17->(15,17,17->(16,17,17->(17,17,17->(18,17,17->(19,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18->(15,17,18->(16,17,18->(17,17,18->(18,17,18->(19,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19->(15,17,19->(16,17,19->(17,17,19->(18,17,19->(19,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20->(15,17,20->(16,17,20->(17,17,20->(18,17,20->(19,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1->(15,18,-1->(16,18,-1->(17,18,-1->(18,18,-1->(19,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0->(15,18,0->(16,18,0->(17,18,0->(18,18,0->(19,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1->(15,18,1->(16,18,1->(17,18,1->(18,18,1->(19,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2->(15,18,2->(16,18,2->(17,18,2->(18,18,2->(19,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3->(15,18,3->(16,18,3->(17,18,3->(18,18,3->(19,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4->(15,18,4->(16,18,4->(17,18,4->(18,18,4->(19,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5->(15,18,5->(16,18,5->(17,18,5->(18,18,5->(19,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6->(15,18,6->(16,18,6->(17,18,6->(18,18,6->(19,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7->(15,18,7->(16,18,7->(17,18,7->(18,18,7->(19,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(15,18,8->(16,18,8->(17,18,8->(18,18,8->(19,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(15,18,9->(16,18,9->(17,18,9->(18,18,9->(19,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(15,18,10->(16,18,10->(17,18,10->(18,18,10->(19,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(15,18,11->(16,18,11->(17,18,11->(18,18,11->(19,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(15,18,12->(16,18,12->(17,18,12->(18,18,12->(19,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(15,18,13->(16,18,13->(17,18,13->(18,18,13->(19,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14->(15,18,14->(16,18,14->(17,18,14->(18,18,14->(19,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15->(15,18,15->(16,18,15->(17,18,15->(18,18,15->(19,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16->(15,18,16->(16,18,16->(17,18,16->(18,18,16->(19,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17->(15,18,17->(16,18,17->(17,18,17->(18,18,17->(19,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18->(15,18,18->(16,18,18->(17,18,18->(18,18,18->(19,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19->(15,18,19->(16,18,19->(17,18,19->(18,18,19->(19,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20->(15,18,20->(16,18,20->(17,18,20->(18,18,20->(19,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1->(15,19,-1->(16,19,-1->(17,19,-1->(18,19,-1->(19,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0->(15,19,0->(16,19,0->(17,19,0->(18,19,0->(19,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1->(15,19,1->(16,19,1->(17,19,1->(18,19,1->(19,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2->(15,19,2->(16,19,2->(17,19,2->(18,19,2->(19,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3->(15,19,3->(16,19,3->(17,19,3->(18,19,3->(19,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4->(15,19,4->(16,19,4->(17,19,4->(18,19,4->(19,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5->(15,19,5->(16,19,5->(17,19,5->(18,19,5->(19,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6->(15,19,6->(16,19,6->(17,19,6->(18,19,6->(19,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7->(15,19,7->(16,19,7->(17,19,7->(18,19,7->(19,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8->(15,19,8->(16,19,8->(17,19,8->(18,19,8->(19,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9->(15,19,9->(16,19,9->(17,19,9->(18,19,9->(19,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10->(15,19,10->(16,19,10->(17,19,10->(18,19,10->(19,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11->(15,19,11->(16,19,11->(17,19,11->(18,19,11->(19,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12->(15,19,12->(16,19,12->(17,19,12->(18,19,12->(19,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13->(15,19,13->(16,19,13->(17,19,13->(18,19,13->(19,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14->(15,19,14->(16,19,14->(17,19,14->(18,19,14->(19,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15->(15,19,15->(16,19,15->(17,19,15->(18,19,15->(19,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16->(15,19,16->(16,19,16->(17,19,16->(18,19,16->(19,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17->(15,19,17->(16,19,17->(17,19,17->(18,19,17->(19,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18->(15,19,18->(16,19,18->(17,19,18->(18,19,18->(19,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19->(15,19,19->(16,19,19->(17,19,19->(18,19,19->(19,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20->(15,19,20->(16,19,20->(17,19,20->(18,19,20->(19,19,20
Trying to path to (0,0,0)...
->(0,-1,-1->(1,-1,-1->(2,-1,-1->(3,-1,-1->(4,-1,-1->(5,-1,-1->(6,-1,-1->(7,-1,-1->(8,-1,-1->(9,-1,-1->(10,-1,-1->(11,-1,-1->(12,-1,-1->(13,-1,-1->(14,-1,-1->(15,-1,-1->(16,-1,-1->(17,-1,-1->(18,-1,-1->(19,-1,-1->(20,-1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(0,-1,0->(1,-1,0->(2,-1,0->(3,-1,0->(4,-1,0->(5,-1,0->(6,-1,0->(7,-1,0->(8,-1,0->(9,-1,0->(10,-1,0->(11,-1,0->(12,-1,0->(13,-1,0->(14,-1,0->(15,-1,0->(16,-1,0->(17,-1,0->(18,-1,0->(19,-1,0->(20,-1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(0,-1,1->(1,-1,1->(2,-1,1->(3,-1,1->(4,-1,1->(5,-1,1->(6,-1,1->(7,-1,1->(8,-1,1->(9,-1,1->(10,-1,1->(11,-1,1->(12,-1,1->(13,-1,1->(14,-1,1->(15,-1,1->(16,-1,1->(17,-1,1->(18,-1,1->(19,-1,1->(20,-1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(0,-1,2->(1,-1,2->(2,-1,2->(3,-1,2->(4,-1,2->(5,-1,2->(6,-1,2->(7,-1,2->(8,-1,2->(9,-1,2->(10,-1,2->(11,-1,2->(12,-1,2->(13,-1,2->(14,-1,2->(15,-1,2->(16,-1,2->(17,-1,2->(18,-1,2->(19,-1,2->(20,-1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(0,-1,3->(1,-1,3->(2,-1,3->(3,-1,3->(4,-1,3->(5,-1,3->(6,-1,3->(7,-1,3->(8,-1,3->(9,-1,3->(10,-1,3->(11,-1,3->(12,-1,3->(13,-1,3->(14,-1,3->(15,-1,3->(16,-1,3->(17,-1,3->(18,-1,3->(19,-1,3->(20,-1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(0,-1,4->(1,-1,4->(2,-1,4->(3,-1,4->(4,-1,4->(5,-1,4->(6,-1,4->(7,-1,4->(8,-1,4->(9,-1,4->(10,-1,4->(11,-1,4->(12,-1,4->(13,-1,4->(14,-1,4->(15,-1,4->(16,-1,4->(17,-1,4->(18,-1,4->(19,-1,4->(20,-1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(0,-1,5->(1,-1,5->(2,-1,5->(3,-1,5->(4,-1,5->(5,-1,5->(6,-1,5->(7,-1,5->(8,-1,5->(9,-1,5->(10,-1,5->(11,-1,5->(12,-1,5->(13,-1,5->(14,-1,5->(15,-1,5->(16,-1,5->(17,-1,5->(18,-1,5->(19,-1,5->(20,-1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(0,-1,6->(1,-1,6->(2,-1,6->(3,-1,6->(4,-1,6->(5,-1,6->(6,-1,6->(7,-1,6->(8,-1,6->(9,-1,6->(10,-1,6->(11,-1,6->(12,-1,6->(13,-1,6->(14,-1,6->(15,-1,6->(16,-1,6->(17,-1,6->(18,-1,6->(19,-1,6->(20,-1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(12,-1,7->(13,-1,7->(14,-1,7->(15,-1,7->(16,-1,7->(17,-1,7->(18,-1,7->(19,-1,7->(20,-1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(12,-1,8->(13,-1,8->(14,-1,8->(15,-1,8->(16,-1,8->(17,-1,8->(18,-1,8->(19,-1,8->(20,-1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(0,-1,9->(1,-1,9->(2,-1,9->(3,-1,9->(4,-1,9->(5,-1,9->(6,-1,9->(7,-1,9->(8,-1,9->(9,-1,9->(10,-1,9->(11,-1,9->(12,-1,9->(13,-1,9->(14,-1,9->(15,-1,9->(16,-1,9->(17,-1,9->(18,-1,9->(19,-1,9->(20,-1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(0,-1,10->(1,-1,10->(2,-1,10->(3,-1,10->(4,-1,10->(5,-1,10->(6,-1,10->(7,-1,10->(8,-1,10->(9,-1,10->(10,-1,10->(11,-1,10->(12,-1,10->(13,-1,10->(14,-1,10->(15,-1,10->(16,-1,10->(17,-1,10->(18,-1,10->(19,-1,10->(20,-1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(12,-1,11->(13,-1,11->(14,-1,11->(15,-1,11->(16,-1,11->(17,-1,11->(18,-1,11->(19,-1,11->(20,-1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(0,-1,12->(1,-1,12->(2,-1,12->(3,-1,12->(4,-1,12->(5,-1,12->(6,-1,12->(7,-1,12->(8,-1,12->(9,-1,12->(10,-1,12->(11,-1,12->(12,-1,12->(13,-1,12->(14,-1,12->(15,-1,12->(16,-1,12->(17,-1,12->(18,-1,12->(19,-1,12->(20,-1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(0,-1,13->(1,-1,13->(2,-1,13->(3,-1,13->(4,-1,13->(5,-1,13->(6,-1,13->(7,-1,13->(8,-1,13->(9,-1,13->(10,-1,13->(11,-1,13->(12,-1,13->(13,-1,13->(14,-1,13->(15,-1,13->(16,-1,13->(17,-1,13->(18,-1,13->(19,-1,13->(20,-1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(0,-1,14->(1,-1,14->(2,-1,14->(3,-1,14->(4,-1,14->(5,-1,14->(6,-1,14->(7,-1,14->(8,-1,14->(9,-1,14->(10,-1,14->(11,-1,14->(12,-1,14->(13,-1,14->(14,-1,14->(15,-1,14->(16,-1,14->(17,-1,14->(18,-1,14->(19,-1,14->(20,-1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(0,-1,15->(1,-1,15->(2,-1,15->(3,-1,15->(4,-1,15->(5,-1,15->(6,-1,15->(7,-1,15->(8,-1,15->(9,-1,15->(10,-1,15->(11,-1,15->(12,-1,15->(13,-1,15->(14,-1,15->(15,-1,15->(16,-1,15->(17,-1,15->(18,-1,15->(19,-1,15->(20,-1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(0,-1,16->(1,-1,16->(2,-1,16->(3,-1,16->(4,-1,16->(5,-1,16->(6,-1,16->(7,-1,16->(8,-1,16->(9,-1,16->(10,-1,16->(11,-1,16->(12,-1,16->(13,-1,16->(14,-1,16->(15,-1,16->(16,-1,16->(17,-1,16->(18,-1,16->(19,-1,16->(20,-1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(0,-1,17->(1,-1,17->(2,-1,17->(3,-1,17->(4,-1,17->(5,-1,17->(6,-1,17->(7,-1,17->(8,-1,17->(9,-1,17->(10,-1,17->(11,-1,17->(12,-1,17->(13,-1,17->(14,-1,17->(15,-1,17->(16,-1,17->(17,-1,17->(18,-1,17->(19,-1,17->(20,-1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(0,-1,18->(1,-1,18->(2,-1,18->(3,-1,18->(4,-1,18->(5,-1,18->(6,-1,18->(7,-1,18->(8,-1,18->(9,-1,18->(10,-1,18->(11,-1,18->(12,-1,18->(13,-1,18->(14,-1,18->(15,-1,18->(16,-1,18->(17,-1,18->(18,-1,18->(19,-1,18->(20,-1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(0,-1,19->(1,-1,19->(2,-1,19->(3,-1,19->(4,-1,19->(5,-1,19->(6,-1,19->(7,-1,19->(8,-1,19->(9,-1,19->(10,-1,19->(11,-1,19->(12,-1,19->(13,-1,19->(14,-1,19->(15,-1,19->(16,-1,19->(17,-1,19->(18,-1,19->(19,-1,19->(20,-1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(0,-1,20->(1,-1,20->(2,-1,20->(3,-1,20->(4,-1,20->(5,-1,20->(6,-1,20->(7,-1,20->(8,-1,20->(9,-1,20->(10,-1,20->(11,-1,20->(12,-1,20->(13,-1,20->(14,-1,20->(15,-1,20->(16,-1,20->(17,-1,20->(18,-1,20->(19,-1,20->(20,-1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(0,0,-1->(1,0,-1->(2,0,-1->(3,0,-1->(4,0,-1->(5,0,-1->(6,0,-1->(7,0,-1->(8,0,-1->(9,0,-1->(10,0,-1->(11,0,-1->(12,0,-1->(13,0,-1->(14,0,-1->(15,0,-1->(16,0,-1->(17,0,-1->(18,0,-1->(19,0,-1->(20,0,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(0,0,0->(1,0,0->(2,0,0->(3,0,0->(4,0,0->(5,0,0->(6,0,0->(7,0,0->(8,0,0->(9,0,0->(10,0,0->(11,0,0->(12,0,0->(13,0,0->(14,0,0->(15,0,0->(16,0,0->(17,0,0->(18,0,0->(19,0,0->(20,0,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(0,0,1->(1,0,1->(2,0,1->(3,0,1->(4,0,1->(5,0,1->(6,0,1->(7,0,1->(8,0,1->(9,0,1->(10,0,1->(11,0,1->(12,0,1->(13,0,1->(14,0,1->(15,0,1->(16,0,1->(17,0,1->(18,0,1->(19,0,1->(20,0,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(0,0,2->(1,0,2->(2,0,2->(3,0,2->(4,0,2->(5,0,2->(6,0,2->(7,0,2->(8,0,2->(9,0,2->(10,0,2->(11,0,2->(12,0,2->(13,0,2->(14,0,2->(15,0,2->(16,0,2->(17,0,2->(18,0,2->(19,0,2->(20,0,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(0,0,3->(1,0,3->(2,0,3->(3,0,3->(4,0,3->(5,0,3->(6,0,3->(7,0,3->(8,0,3->(9,0,3->(10,0,3->(11,0,3->(12,0,3->(13,0,3->(14,0,3->(15,0,3->(16,0,3->(17,0,3->(18,0,3->(19,0,3->(20,0,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(0,0,4->(1,0,4->(2,0,4->(3,0,4->(4,0,4->(5,0,4->(6,0,4->(7,0,4->(8,0,4->(9,0,4->(10,0,4->(11,0,4->(12,0,4->(13,0,4->(14,0,4->(15,0,4->(16,0,4->(17,0,4->(18,0,4->(19,0,4->(20,0,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(0,0,5->(1,0,5->(2,0,5->(3,0,5->(4,0,5->(5,0,5->(6,0,5->(7,0,5->(8,0,5->(9,0,5->(10,0,5->(11,0,5->(12,0,5->(13,0,5->(14,0,5->(15,0,5->(16,0,5->(17,0,5->(18,0,5->(19,0,5->(20,0,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(13,0,6->(14,0,6->(15,0,6->(16,0,6->(17,0,6->(18,0,6->(19,0,6->(20,0,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(13,0,7->(14,0,7->(15,0,7->(16,0,7->(17,0,7->(18,0,7->(19,0,7->(20,0,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(14,0,8->(15,0,8->(16,0,8->(17,0,8->(18,0,8->(19,0,8->(20,0,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(14,0,9->(15,0,9->(16,0,9->(17,0,9->(18,0,9->(19,0,9->(20,0,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(14,0,10->(15,0,10->(16,0,10->(17,0,10->(18,0,10->(19,0,10->(20,0,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(13,0,11->(14,0,11->(15,0,11->(16,0,11->(17,0,11->(18,0,11->(19,0,11->(20,0,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(14,0,12->(15,0,12->(16,0,12->(17,0,12->(18,0,12->(19,0,12->(20,0,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(10,0,13->(11,0,13->(12,0,13->(13,0,13->(14,0,13->(15,0,13->(16,0,13->(17,0,13->(18,0,13->(19,0,13->(20,0,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(13,0,14->(14,0,14->(15,0,14->(16,0,14->(17,0,14->(18,0,14->(19,0,14->(20,0,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(0,0,15->(1,0,15->(2,0,15->(3,0,15->(4,0,15->(5,0,15->(6,0,15->(7,0,15->(8,0,15->(9,0,15->(10,0,15->(11,0,15->(12,0,15->(13,0,15->(14,0,15->(15,0,15->(16,0,15->(17,0,15->(18,0,15->(19,0,15->(20,0,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(0,0,16->(1,0,16->(2,0,16->(3,0,16->(4,0,16->(5,0,16->(6,0,16->(7,0,16->(8,0,16->(9,0,16->(10,0,16->(11,0,16->(12,0,16->(13,0,16->(14,0,16->(15,0,16->(16,0,16->(17,0,16->(18,0,16->(19,0,16->(20,0,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(0,0,17->(1,0,17->(2,0,17->(3,0,17->(4,0,17->(5,0,17->(6,0,17->(7,0,17->(8,0,17->(9,0,17->(10,0,17->(11,0,17->(12,0,17->(13,0,17->(14,0,17->(15,0,17->(16,0,17->(17,0,17->(18,0,17->(19,0,17->(20,0,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(0,0,18->(1,0,18->(2,0,18->(3,0,18->(4,0,18->(5,0,18->(6,0,18->(7,0,18->(8,0,18->(9,0,18->(10,0,18->(11,0,18->(12,0,18->(13,0,18->(14,0,18->(15,0,18->(16,0,18->(17,0,18->(18,0,18->(19,0,18->(20,0,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(0,0,19->(1,0,19->(2,0,19->(3,0,19->(4,0,19->(5,0,19->(6,0,19->(7,0,19->(8,0,19->(9,0,19->(10,0,19->(11,0,19->(12,0,19->(13,0,19->(14,0,19->(15,0,19->(16,0,19->(17,0,19->(18,0,19->(19,0,19->(20,0,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(0,0,20->(1,0,20->(2,0,20->(3,0,20->(4,0,20->(5,0,20->(6,0,20->(7,0,20->(8,0,20->(9,0,20->(10,0,20->(11,0,20->(12,0,20->(13,0,20->(14,0,20->(15,0,20->(16,0,20->(17,0,20->(18,0,20->(19,0,20->(20,0,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(0,1,-1->(1,1,-1->(2,1,-1->(3,1,-1->(4,1,-1->(5,1,-1->(6,1,-1->(7,1,-1->(8,1,-1->(9,1,-1->(10,1,-1->(11,1,-1->(12,1,-1->(13,1,-1->(14,1,-1->(15,1,-1->(16,1,-1->(17,1,-1->(18,1,-1->(19,1,-1->(20,1,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(0,1,0->(1,1,0->(2,1,0->(3,1,0->(4,1,0->(5,1,0->(6,1,0->(7,1,0->(8,1,0->(9,1,0->(10,1,0->(11,1,0->(12,1,0->(13,1,0->(14,1,0->(15,1,0->(16,1,0->(17,1,0->(18,1,0->(19,1,0->(20,1,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(0,1,1->(1,1,1->(2,1,1->(3,1,1->(4,1,1->(5,1,1->(6,1,1->(7,1,1->(8,1,1->(9,1,1->(10,1,1->(11,1,1->(12,1,1->(13,1,1->(14,1,1->(15,1,1->(16,1,1->(17,1,1->(18,1,1->(19,1,1->(20,1,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(0,1,2->(1,1,2->(2,1,2->(3,1,2->(4,1,2->(5,1,2->(6,1,2->(7,1,2->(8,1,2->(9,1,2->(10,1,2->(11,1,2->(12,1,2->(13,1,2->(14,1,2->(15,1,2->(16,1,2->(17,1,2->(18,1,2->(19,1,2->(20,1,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(0,1,3->(1,1,3->(2,1,3->(3,1,3->(4,1,3->(5,1,3->(6,1,3->(7,1,3->(8,1,3->(9,1,3->(10,1,3->(11,1,3->(12,1,3->(13,1,3->(14,1,3->(15,1,3->(16,1,3->(17,1,3->(18,1,3->(19,1,3->(20,1,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(0,1,4->(1,1,4->(2,1,4->(3,1,4->(4,1,4->(5,1,4->(6,1,4->(7,1,4->(8,1,4->(9,1,4->(10,1,4->(11,1,4->(12,1,4->(13,1,4->(14,1,4->(15,1,4->(16,1,4->(17,1,4->(18,1,4->(19,1,4->(20,1,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(13,1,5->(14,1,5->(15,1,5->(16,1,5->(17,1,5->(18,1,5->(19,1,5->(20,1,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(14,1,6->(15,1,6->(16,1,6->(17,1,6->(18,1,6->(19,1,6->(20,1,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(15,1,7->(16,1,7->(17,1,7->(18,1,7->(19,1,7->(20,1,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(16,1,8->(17,1,8->(18,1,8->(19,1,8->(20,1,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(16,1,9->(17,1,9->(18,1,9->(19,1,9->(20,1,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(17,1,10->(18,1,10->(19,1,10->(20,1,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(16,1,11->(17,1,11->(18,1,11->(19,1,11->(20,1,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(15,1,12->(16,1,12->(17,1,12->(18,1,12->(19,1,12->(20,1,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(16,1,13->(17,1,13->(18,1,13->(19,1,13->(20,1,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(13,1,14->(14,1,14->(15,1,14->(16,1,14->(17,1,14->(18,1,14->(19,1,14->(20,1,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(12,1,15->(13,1,15->(14,1,15->(15,1,15->(16,1,15->(17,1,15->(18,1,15->(19,1,15->(20,1,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(11,1,16->(12,1,16->(13,1,16->(14,1,16->(15,1,16->(16,1,16->(17,1,16->(18,1,16->(19,1,16->(20,1,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(0,1,17->(1,1,17->(2,1,17->(3,1,17->(4,1,17->(5,1,17->(6,1,17->(7,1,17->(8,1,17->(9,1,17->(10,1,17->(11,1,17->(12,1,17->(13,1,17->(14,1,17->(15,1,17->(16,1,17->(17,1,17->(18,1,17->(19,1,17->(20,1,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(0,1,18->(1,1,18->(2,1,18->(3,1,18->(4,1,18->(5,1,18->(6,1,18->(7,1,18->(8,1,18->(9,1,18->(10,1,18->(11,1,18->(12,1,18->(13,1,18->(14,1,18->(15,1,18->(16,1,18->(17,1,18->(18,1,18->(19,1,18->(20,1,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(0,1,19->(1,1,19->(2,1,19->(3,1,19->(4,1,19->(5,1,19->(6,1,19->(7,1,19->(8,1,19->(9,1,19->(10,1,19->(11,1,19->(12,1,19->(13,1,19->(14,1,19->(15,1,19->(16,1,19->(17,1,19->(18,1,19->(19,1,19->(20,1,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(0,1,20->(1,1,20->(2,1,20->(3,1,20->(4,1,20->(5,1,20->(6,1,20->(7,1,20->(8,1,20->(9,1,20->(10,1,20->(11,1,20->(12,1,20->(13,1,20->(14,1,20->(15,1,20->(16,1,20->(17,1,20->(18,1,20->(19,1,20->(20,1,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(0,2,-1->(1,2,-1->(2,2,-1->(3,2,-1->(4,2,-1->(5,2,-1->(6,2,-1->(7,2,-1->(8,2,-1->(9,2,-1->(10,2,-1->(11,2,-1->(12,2,-1->(13,2,-1->(14,2,-1->(15,2,-1->(16,2,-1->(17,2,-1->(18,2,-1->(19,2,-1->(20,2,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(0,2,0->(1,2,0->(2,2,0->(3,2,0->(4,2,0->(5,2,0->(6,2,0->(7,2,0->(8,2,0->(9,2,0->(10,2,0->(11,2,0->(12,2,0->(13,2,0->(14,2,0->(15,2,0->(16,2,0->(17,2,0->(18,2,0->(19,2,0->(20,2,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(0,2,1->(1,2,1->(2,2,1->(3,2,1->(4,2,1->(5,2,1->(6,2,1->(7,2,1->(8,2,1->(9,2,1->(10,2,1->(11,2,1->(12,2,1->(13,2,1->(14,2,1->(15,2,1->(16,2,1->(17,2,1->(18,2,1->(19,2,1->(20,2,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(0,2,2->(1,2,2->(2,2,2->(3,2,2->(4,2,2->(5,2,2->(6,2,2->(7,2,2->(8,2,2->(9,2,2->(10,2,2->(11,2,2->(12,2,2->(13,2,2->(14,2,2->(15,2,2->(16,2,2->(17,2,2->(18,2,2->(19,2,2->(20,2,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(13,2,3->(14,2,3->(15,2,3->(16,2,3->(17,2,3->(18,2,3->(19,2,3->(20,2,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(13,2,4->(14,2,4->(15,2,4->(16,2,4->(17,2,4->(18,2,4->(19,2,4->(20,2,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(16,2,5->(17,2,5->(18,2,5->(19,2,5->(20,2,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(17,2,6->(18,2,6->(19,2,6->(20,2,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(17,2,7->(18,2,7->(19,2,7->(20,2,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(17,2,8->(18,2,8->(19,2,8->(20,2,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(18,2,9->(19,2,9->(20,2,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(18,2,10->(19,2,10->(20,2,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(17,2,11->(18,2,11->(19,2,11->(20,2,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(17,2,12->(18,2,12->(19,2,12->(20,2,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(17,2,13->(18,2,13->(19,2,13->(20,2,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(16,2,14->(17,2,14->(18,2,14->(19,2,14->(20,2,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(15,2,15->(16,2,15->(17,2,15->(18,2,15->(19,2,15->(20,2,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(13,2,16->(14,2,16->(15,2,16->(16,2,16->(17,2,16->(18,2,16->(19,2,16->(20,2,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(0,2,17->(1,2,17->(2,2,17->(3,2,17->(4,2,17->(5,2,17->(6,2,17->(7,2,17->(8,2,17->(9,2,17->(10,2,17->(11,2,17->(12,2,17->(13,2,17->(14,2,17->(15,2,17->(16,2,17->(17,2,17->(18,2,17->(19,2,17->(20,2,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(0,2,18->(1,2,18->(2,2,18->(3,2,18->(4,2,18->(5,2,18->(6,2,18->(7,2,18->(8,2,18->(9,2,18->(10,2,18->(11,2,18->(12,2,18->(13,2,18->(14,2,18->(15,2,18->(16,2,18->(17,2,18->(18,2,18->(19,2,18->(20,2,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(0,2,19->(1,2,19->(2,2,19->(3,2,19->(4,2,19->(5,2,19->(6,2,19->(7,2,19->(8,2,19->(9,2,19->(10,2,19->(11,2,19->(12,2,19->(13,2,19->(14,2,19->(15,2,19->(16,2,19->(17,2,19->(18,2,19->(19,2,19->(20,2,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(0,2,20->(1,2,20->(2,2,20->(3,2,20->(4,2,20->(5,2,20->(6,2,20->(7,2,20->(8,2,20->(9,2,20->(10,2,20->(11,2,20->(12,2,20->(13,2,20->(14,2,20->(15,2,20->(16,2,20->(17,2,20->(18,2,20->(19,2,20->(20,2,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(0,3,-1->(1,3,-1->(2,3,-1->(3,3,-1->(4,3,-1->(5,3,-1->(6,3,-1->(7,3,-1->(8,3,-1->(9,3,-1->(10,3,-1->(11,3,-1->(12,3,-1->(13,3,-1->(14,3,-1->(15,3,-1->(16,3,-1->(17,3,-1->(18,3,-1->(19,3,-1->(20,3,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(0,3,0->(1,3,0->(2,3,0->(3,3,0->(4,3,0->(5,3,0->(6,3,0->(7,3,0->(8,3,0->(9,3,0->(10,3,0->(11,3,0->(12,3,0->(13,3,0->(14,3,0->(15,3,0->(16,3,0->(17,3,0->(18,3,0->(19,3,0->(20,3,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(0,3,1->(1,3,1->(2,3,1->(3,3,1->(4,3,1->(5,3,1->(6,3,1->(7,3,1->(8,3,1->(9,3,1->(10,3,1->(11,3,1->(12,3,1->(13,3,1->(14,3,1->(15,3,1->(16,3,1->(17,3,1->(18,3,1->(19,3,1->(20,3,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(12,3,2->(13,3,2->(14,3,2->(15,3,2->(16,3,2->(17,3,2->(18,3,2->(19,3,2->(20,3,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(15,3,3->(16,3,3->(17,3,3->(18,3,3->(19,3,3->(20,3,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(15,3,4->(16,3,4->(17,3,4->(18,3,4->(19,3,4->(20,3,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(17,3,5->(18,3,5->(19,3,5->(20,3,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(17,3,6->(18,3,6->(19,3,6->(20,3,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(18,3,7->(19,3,7->(20,3,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(18,3,8->(19,3,8->(20,3,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(19,3,9->(20,3,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(18,3,10->(19,3,10->(20,3,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(19,3,11->(20,3,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(17,3,12->(18,3,12->(19,3,12->(20,3,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(17,3,13->(18,3,13->(19,3,13->(20,3,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(17,3,14->(18,3,14->(19,3,14->(20,3,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(16,3,15->(17,3,15->(18,3,15->(19,3,15->(20,3,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(14,3,16->(15,3,16->(16,3,16->(17,3,16->(18,3,16->(19,3,16->(20,3,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(12,3,17->(13,3,17->(14,3,17->(15,3,17->(16,3,17->(17,3,17->(18,3,17->(19,3,17->(20,3,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(0,3,18->(1,3,18->(2,3,18->(3,3,18->(4,3,18->(5,3,18->(6,3,18->(7,3,18->(8,3,18->(9,3,18->(10,3,18->(11,3,18->(12,3,18->(13,3,18->(14,3,18->(15,3,18->(16,3,18->(17,3,18->(18,3,18->(19,3,18->(20,3,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(0,3,19->(1,3,19->(2,3,19->(3,3,19->(4,3,19->(5,3,19->(6,3,19->(7,3,19->(8,3,19->(9,3,19->(10,3,19->(11,3,19->(12,3,19->(13,3,19->(14,3,19->(15,3,19->(16,3,19->(17,3,19->(18,3,19->(19,3,19->(20,3,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(0,3,20->(1,3,20->(2,3,20->(3,3,20->(4,3,20->(5,3,20->(6,3,20->(7,3,20->(8,3,20->(9,3,20->(10,3,20->(11,3,20->(12,3,20->(13,3,20->(14,3,20->(15,3,20->(16,3,20->(17,3,20->(18,3,20->(19,3,20->(20,3,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(0,4,-1->(1,4,-1->(2,4,-1->(3,4,-1->(4,4,-1->(5,4,-1->(6,4,-1->(7,4,-1->(8,4,-1->(9,4,-1->(10,4,-1->(11,4,-1->(12,4,-1->(13,4,-1->(14,4,-1->(15,4,-1->(16,4,-1->(17,4,-1->(18,4,-1->(19,4,-1->(20,4,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(0,4,0->(1,4,0->(2,4,0->(3,4,0->(4,4,0->(5,4,0->(6,4,0->(7,4,0->(8,4,0->(9,4,0->(10,4,0->(11,4,0->(12,4,0->(13,4,0->(14,4,0->(15,4,0->(16,4,0->(17,4,0->(18,4,0->(19,4,0->(20,4,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(11,4,1->(12,4,1->(13,4,1->(14,4,1->(15,4,1->(16,4,1->(17,4,1->(18,4,1->(19,4,1->(20,4,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(15,4,2->(16,4,2->(17,4,2->(18,4,2->(19,4,2->(20,4,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(15,4,3->(16,4,3->(17,4,3->(18,4,3->(19,4,3->(20,4,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(16,4,4->(17,4,4->(18,4,4->(19,4,4->(20,4,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(18,4,5->(19,4,5->(20,4,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(17,4,6->(18,4,6->(19,4,6->(20,4,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(18,4,7->(19,4,7->(20,4,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(19,4,8->(20,4,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(19,4,9->(20,4,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(19,4,10->(20,4,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(18,4,11->(19,4,11->(20,4,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(19,4,12->(20,4,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(18,4,13->(19,4,13->(20,4,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(17,4,14->(18,4,14->(19,4,14->(20,4,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(16,4,15->(17,4,15->(18,4,15->(19,4,15->(20,4,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(16,4,16->(17,4,16->(18,4,16->(19,4,16->(20,4,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(14,4,17->(15,4,17->(16,4,17->(17,4,17->(18,4,17->(19,4,17->(20,4,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(0,4,18->(1,4,18->(2,4,18->(3,4,18->(4,4,18->(5,4,18->(6,4,18->(7,4,18->(8,4,18->(9,4,18->(10,4,18->(11,4,18->(12,4,18->(13,4,18->(14,4,18->(15,4,18->(16,4,18->(17,4,18->(18,4,18->(19,4,18->(20,4,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(0,4,19->(1,4,19->(2,4,19->(3,4,19->(4,4,19->(5,4,19->(6,4,19->(7,4,19->(8,4,19->(9,4,19->(10,4,19->(11,4,19->(12,4,19->(13,4,19->(14,4,19->(15,4,19->(16,4,19->(17,4,19->(18,4,19->(19,4,19->(20,4,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(0,4,20->(1,4,20->(2,4,20->(3,4,20->(4,4,20->(5,4,20->(6,4,20->(7,4,20->(8,4,20->(9,4,20->(10,4,20->(11,4,20->(12,4,20->(13,4,20->(14,4,20->(15,4,20->(16,4,20->(17,4,20->(18,4,20->(19,4,20->(20,4,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(0,5,-1->(1,5,-1->(2,5,-1->(3,5,-1->(4,5,-1->(5,5,-1->(6,5,-1->(7,5,-1->(8,5,-1->(9,5,-1->(10,5,-1->(11,5,-1->(12,5,-1->(13,5,-1->(14,5,-1->(15,5,-1->(16,5,-1->(17,5,-1->(18,5,-1->(19,5,-1->(20,5,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(0,5,0->(1,5,0->(2,5,0->(3,5,0->(4,5,0->(5,5,0->(6,5,0->(7,5,0->(8,5,0->(9,5,0->(10,5,0->(11,5,0->(12,5,0->(13,5,0->(14,5,0->(15,5,0->(16,5,0->(17,5,0->(18,5,0->(19,5,0->(20,5,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(13,5,1->(14,5,1->(15,5,1->(16,5,1->(17,5,1->(18,5,1->(19,5,1->(20,5,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(15,5,2->(16,5,2->(17,5,2->(18,5,2->(19,5,2->(20,5,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(17,5,3->(18,5,3->(19,5,3->(20,5,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(18,5,4->(19,5,4->(20,5,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5->(18,5,5->(19,5,5->(20,5,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(19,5,6->(20,5,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(19,5,7->(20,5,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8->(20,5,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(19,5,9->(20,5,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(19,5,10->(20,5,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(0,-1,11->(1,-1,11->(2,-1,11->(3,-1,11->(4,-1,11->(5,-1,11->(6,-1,11->(7,-1,11->(8,-1,11->(9,-1,11->(10,-1,11->(11,-1,11->(11,0,11->(12,0,11->(12,1,11->(13,1,11->(14,1,11->(15,1,11->(15,2,11->(16,2,11->(16,3,11->(17,3,11->(18,3,11->(18,4,11->(19,4,11->(19,5,11->(20,5,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(19,5,12->(20,5,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(18,5,13->(19,5,13->(20,5,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(17,5,14->(18,5,14->(19,5,14->(20,5,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(17,5,15->(18,5,15->(19,5,15->(20,5,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(17,5,16->(18,5,16->(19,5,16->(20,5,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(14,5,17->(15,5,17->(16,5,17->(17,5,17->(18,5,17->(19,5,17->(20,5,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(14,5,18->(15,5,18->(16,5,18->(17,5,18->(18,5,18->(19,5,18->(20,5,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(0,5,19->(1,5,19->(2,5,19->(3,5,19->(4,5,19->(5,5,19->(6,5,19->(7,5,19->(8,5,19->(9,5,19->(10,5,19->(11,5,19->(12,5,19->(13,5,19->(14,5,19->(15,5,19->(16,5,19->(17,5,19->(18,5,19->(19,5,19->(20,5,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(0,5,20->(1,5,20->(2,5,20->(3,5,20->(4,5,20->(5,5,20->(6,5,20->(7,5,20->(8,5,20->(9,5,20->(10,5,20->(11,5,20->(12,5,20->(13,5,20->(14,5,20->(15,5,20->(16,5,20->(17,5,20->(18,5,20->(19,5,20->(20,5,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(0,6,-1->(1,6,-1->(2,6,-1->(3,6,-1->(4,6,-1->(5,6,-1->(6,6,-1->(7,6,-1->(8,6,-1->(9,6,-1->(10,6,-1->(11,6,-1->(12,6,-1->(13,6,-1->(14,6,-1->(15,6,-1->(16,6,-1->(17,6,-1->(18,6,-1->(19,6,-1->(20,6,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(0,6,0->(1,6,0->(2,6,0->(3,6,0->(4,6,0->(5,6,0->(6,6,0->(7,6,0->(8,6,0->(9,6,0->(10,6,0->(11,6,0->(12,6,0->(13,6,0->(14,6,0->(15,6,0->(16,6,0->(17,6,0->(18,6,0->(19,6,0->(20,6,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(13,6,1->(14,6,1->(15,6,1->(16,6,1->(17,6,1->(18,6,1->(19,6,1->(20,6,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(15,6,2->(16,6,2->(17,6,2->(18,6,2->(19,6,2->(20,6,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(17,6,3->(18,6,3->(19,6,3->(20,6,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(18,6,4->(19,6,4->(20,6,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(0,1,5->(1,1,5->(2,1,5->(3,1,5->(4,1,5->(5,1,5->(6,1,5->(7,1,5->(8,1,5->(9,1,5->(10,1,5->(11,1,5->(12,1,5->(12,2,5->(13,2,5->(14,2,5->(15,2,5->(15,3,5->(16,3,5->(16,4,5->(17,4,5->(17,5,5->(18,5,5->(18,6,5->(19,6,5->(20,6,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(19,6,6->(20,6,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(19,6,7->(20,6,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8->(19,6,8->(20,6,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9->(19,6,9->(20,6,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(20,6,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(20,6,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(20,6,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(19,6,13->(20,6,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(18,6,14->(19,6,14->(20,6,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(18,6,15->(19,6,15->(20,6,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(17,6,16->(18,6,16->(19,6,16->(20,6,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(15,6,17->(16,6,17->(17,6,17->(18,6,17->(19,6,17->(20,6,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(15,6,18->(16,6,18->(17,6,18->(18,6,18->(19,6,18->(20,6,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(0,6,19->(1,6,19->(2,6,19->(3,6,19->(4,6,19->(5,6,19->(6,6,19->(7,6,19->(8,6,19->(9,6,19->(10,6,19->(11,6,19->(12,6,19->(13,6,19->(14,6,19->(15,6,19->(16,6,19->(17,6,19->(18,6,19->(19,6,19->(20,6,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(0,6,20->(1,6,20->(2,6,20->(3,6,20->(4,6,20->(5,6,20->(6,6,20->(7,6,20->(8,6,20->(9,6,20->(10,6,20->(11,6,20->(12,6,20->(13,6,20->(14,6,20->(15,6,20->(16,6,20->(17,6,20->(18,6,20->(19,6,20->(20,6,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(0,7,-1->(1,7,-1->(2,7,-1->(3,7,-1->(4,7,-1->(5,7,-1->(6,7,-1->(7,7,-1->(8,7,-1->(9,7,-1->(10,7,-1->(11,7,-1->(12,7,-1->(13,7,-1->(14,7,-1->(15,7,-1->(16,7,-1->(17,7,-1->(18,7,-1->(19,7,-1->(20,7,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(0,7,0->(1,7,0->(2,7,0->(3,7,0->(4,7,0->(5,7,0->(6,7,0->(7,7,0->(8,7,0->(9,7,0->(10,7,0->(11,7,0->(12,7,0->(13,7,0->(14,7,0->(15,7,0->(16,7,0->(17,7,0->(18,7,0->(19,7,0->(20,7,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(15,7,1->(16,7,1->(17,7,1->(18,7,1->(19,7,1->(20,7,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(15,7,2->(16,7,2->(17,7,2->(18,7,2->(19,7,2->(20,7,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(17,7,3->(18,7,3->(19,7,3->(20,7,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(18,7,4->(19,7,4->(20,7,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(19,7,5->(20,7,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(19,7,6->(20,7,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(19,7,7->(20,7,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8->(19,6,8->(19,7,8->(20,7,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9->(19,6,9->(20,6,9->(20,7,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(20,7,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(20,7,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(20,7,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(20,7,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(18,7,14->(19,7,14->(20,7,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(18,7,15->(19,7,15->(20,7,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(17,7,16->(18,7,16->(19,7,16->(20,7,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(17,7,17->(18,7,17->(19,7,17->(20,7,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(15,7,18->(16,7,18->(17,7,18->(18,7,18->(19,7,18->(20,7,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(0,7,19->(1,7,19->(2,7,19->(3,7,19->(4,7,19->(5,7,19->(6,7,19->(7,7,19->(8,7,19->(9,7,19->(10,7,19->(11,7,19->(12,7,19->(13,7,19->(14,7,19->(15,7,19->(16,7,19->(17,7,19->(18,7,19->(19,7,19->(20,7,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(0,7,20->(1,7,20->(2,7,20->(3,7,20->(4,7,20->(5,7,20->(6,7,20->(7,7,20->(8,7,20->(9,7,20->(10,7,20->(11,7,20->(12,7,20->(13,7,20->(14,7,20->(15,7,20->(16,7,20->(17,7,20->(18,7,20->(19,7,20->(20,7,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(0,8,-1->(1,8,-1->(2,8,-1->(3,8,-1->(4,8,-1->(5,8,-1->(6,8,-1->(7,8,-1->(8,8,-1->(9,8,-1->(10,8,-1->(11,8,-1->(12,8,-1->(13,8,-1->(14,8,-1->(15,8,-1->(16,8,-1->(17,8,-1->(18,8,-1->(19,8,-1->(20,8,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(12,8,0->(13,8,0->(14,8,0->(15,8,0->(16,8,0->(17,8,0->(18,8,0->(19,8,0->(20,8,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(15,8,1->(16,8,1->(17,8,1->(18,8,1->(19,8,1->(20,8,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(15,8,2->(16,8,2->(17,8,2->(18,8,2->(19,8,2->(20,8,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(18,8,3->(19,8,3->(20,8,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(18,8,4->(19,8,4->(20,8,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(19,8,5->(20,8,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(19,8,6->(20,8,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(20,8,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(0,-1,8->(1,-1,8->(2,-1,8->(3,-1,8->(4,-1,8->(5,-1,8->(6,-1,8->(7,-1,8->(8,-1,8->(9,-1,8->(10,-1,8->(11,-1,8->(11,0,8->(12,0,8->(13,0,8->(13,1,8->(14,1,8->(15,1,8->(15,2,8->(16,2,8->(16,3,8->(17,3,8->(17,4,8->(18,4,8->(18,5,8->(19,5,8->(19,6,8->(19,7,8->(20,7,8->(20,8,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(0,0,9->(1,0,9->(2,0,9->(3,0,9->(4,0,9->(5,0,9->(6,0,9->(7,0,9->(8,0,9->(9,0,9->(10,0,9->(11,0,9->(12,0,9->(13,0,9->(13,1,9->(14,1,9->(15,1,9->(15,2,9->(16,2,9->(17,2,9->(17,3,9->(18,3,9->(18,4,9->(18,5,9->(18,6,9->(19,6,9->(20,6,9->(20,7,9->(20,8,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(20,8,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(20,8,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(20,8,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(20,8,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(19,8,14->(20,8,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(19,8,15->(20,8,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(17,8,16->(18,8,16->(19,8,16->(20,8,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(17,8,17->(18,8,17->(19,8,17->(20,8,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(15,8,18->(16,8,18->(17,8,18->(18,8,18->(19,8,18->(20,8,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(11,8,19->(12,8,19->(13,8,19->(14,8,19->(15,8,19->(16,8,19->(17,8,19->(18,8,19->(19,8,19->(20,8,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(0,8,20->(1,8,20->(2,8,20->(3,8,20->(4,8,20->(5,8,20->(6,8,20->(7,8,20->(8,8,20->(9,8,20->(10,8,20->(11,8,20->(12,8,20->(13,8,20->(14,8,20->(15,8,20->(16,8,20->(17,8,20->(18,8,20->(19,8,20->(20,8,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(0,9,-1->(1,9,-1->(2,9,-1->(3,9,-1->(4,9,-1->(5,9,-1->(6,9,-1->(7,9,-1->(8,9,-1->(9,9,-1->(10,9,-1->(11,9,-1->(12,9,-1->(13,9,-1->(14,9,-1->(15,9,-1->(16,9,-1->(17,9,-1->(18,9,-1->(19,9,-1->(20,9,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(0,8,0->(1,8,0->(2,8,0->(3,8,0->(4,8,0->(5,8,0->(6,8,0->(7,8,0->(8,8,0->(9,8,0->(10,8,0->(11,8,0->(11,9,0->(12,9,0->(13,9,0->(14,9,0->(15,9,0->(16,9,0->(17,9,0->(18,9,0->(19,9,0->(20,9,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(15,9,1->(16,9,1->(17,9,1->(18,9,1->(19,9,1->(20,9,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(16,9,2->(17,9,2->(18,9,2->(19,9,2->(20,9,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(0,2,3->(1,2,3->(2,2,3->(3,2,3->(4,2,3->(5,2,3->(6,2,3->(7,2,3->(8,2,3->(9,2,3->(10,2,3->(11,2,3->(12,2,3->(12,3,3->(13,3,3->(14,3,3->(14,4,3->(14,5,3->(15,5,3->(16,5,3->(16,6,3->(16,7,3->(16,8,3->(17,8,3->(17,9,3->(18,9,3->(19,9,3->(20,9,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(18,9,4->(19,9,4->(20,9,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(18,9,5->(19,9,5->(20,9,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(18,9,6->(19,9,6->(20,9,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(20,9,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(20,9,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(20,9,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(20,9,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(20,9,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(20,9,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(20,9,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(19,9,14->(20,9,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(19,9,15->(20,9,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(17,9,16->(18,9,16->(19,9,16->(20,9,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(17,9,17->(18,9,17->(19,9,17->(20,9,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(15,9,18->(16,9,18->(17,9,18->(18,9,18->(19,9,18->(20,9,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(0,8,19->(1,8,19->(2,8,19->(3,8,19->(4,8,19->(5,8,19->(6,8,19->(7,8,19->(8,8,19->(9,8,19->(10,8,19->(10,9,19->(11,9,19->(12,9,19->(13,9,19->(14,9,19->(15,9,19->(16,9,19->(17,9,19->(18,9,19->(19,9,19->(20,9,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(0,9,20->(1,9,20->(2,9,20->(3,9,20->(4,9,20->(5,9,20->(6,9,20->(7,9,20->(8,9,20->(9,9,20->(10,9,20->(11,9,20->(12,9,20->(13,9,20->(14,9,20->(15,9,20->(16,9,20->(17,9,20->(18,9,20->(19,9,20->(20,9,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(0,10,-1->(1,10,-1->(2,10,-1->(3,10,-1->(4,10,-1->(5,10,-1->(6,10,-1->(7,10,-1->(8,10,-1->(9,10,-1->(10,10,-1->(11,10,-1->(12,10,-1->(13,10,-1->(14,10,-1->(15,10,-1->(16,10,-1->(17,10,-1->(18,10,-1->(19,10,-1->(20,10,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(11,10,0->(12,10,0->(13,10,0->(14,10,0->(15,10,0->(16,10,0->(17,10,0->(18,10,0->(19,10,0->(20,10,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(15,10,1->(16,10,1->(17,10,1->(18,10,1->(19,10,1->(20,10,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(17,10,2->(18,10,2->(19,10,2->(20,10,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(17,10,3->(18,10,3->(19,10,3->(20,10,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(18,10,4->(19,10,4->(20,10,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,7,5->(18,7,5->(18,8,5->(18,9,5->(18,10,5->(19,10,5->(20,10,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(0,0,6->(1,0,6->(2,0,6->(3,0,6->(4,0,6->(5,0,6->(6,0,6->(7,0,6->(8,0,6->(9,0,6->(10,0,6->(11,0,6->(12,0,6->(12,1,6->(13,1,6->(13,2,6->(14,2,6->(15,2,6->(16,2,6->(16,3,6->(16,4,6->(16,5,6->(17,5,6->(18,5,6->(18,6,6->(18,7,6->(18,8,6->(18,9,6->(19,9,6->(19,10,6->(20,10,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,10,7->(20,10,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(20,10,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(20,10,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(20,10,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(20,10,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(20,10,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(20,10,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(19,10,14->(20,10,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(19,10,15->(20,10,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(17,10,16->(18,10,16->(19,10,16->(20,10,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(17,10,17->(18,10,17->(19,10,17->(20,10,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(15,10,18->(16,10,18->(17,10,18->(18,10,18->(19,10,18->(20,10,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(0,9,19->(1,9,19->(2,9,19->(3,9,19->(4,9,19->(5,9,19->(6,9,19->(7,9,19->(8,9,19->(8,10,19->(9,10,19->(10,10,19->(11,10,19->(12,10,19->(13,10,19->(14,10,19->(15,10,19->(16,10,19->(17,10,19->(18,10,19->(19,10,19->(20,10,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(0,10,20->(1,10,20->(2,10,20->(3,10,20->(4,10,20->(5,10,20->(6,10,20->(7,10,20->(8,10,20->(9,10,20->(10,10,20->(11,10,20->(12,10,20->(13,10,20->(14,10,20->(15,10,20->(16,10,20->(17,10,20->(18,10,20->(19,10,20->(20,10,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(0,11,-1->(1,11,-1->(2,11,-1->(3,11,-1->(4,11,-1->(5,11,-1->(6,11,-1->(7,11,-1->(8,11,-1->(9,11,-1->(10,11,-1->(11,11,-1->(12,11,-1->(13,11,-1->(14,11,-1->(15,11,-1->(16,11,-1->(17,11,-1->(18,11,-1->(19,11,-1->(20,11,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(0,10,0->(1,10,0->(2,10,0->(3,10,0->(4,10,0->(5,10,0->(6,10,0->(7,10,0->(8,10,0->(9,10,0->(10,10,0->(10,11,0->(11,11,0->(12,11,0->(13,11,0->(14,11,0->(15,11,0->(16,11,0->(17,11,0->(18,11,0->(19,11,0->(20,11,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(15,11,1->(16,11,1->(17,11,1->(18,11,1->(19,11,1->(20,11,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,11,2->(17,11,2->(18,11,2->(19,11,2->(20,11,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(17,11,3->(18,11,3->(19,11,3->(20,11,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(18,11,4->(19,11,4->(20,11,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(19,11,5->(20,11,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(19,11,6->(20,11,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(19,11,7->(20,11,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(19,11,8->(20,11,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9->(20,11,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(19,11,10->(20,11,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11->(20,11,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(20,11,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(20,11,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(19,11,14->(20,11,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(19,11,15->(20,11,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(17,11,16->(18,11,16->(19,11,16->(20,11,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(17,11,17->(18,11,17->(19,11,17->(20,11,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(15,11,18->(16,11,18->(17,11,18->(18,11,18->(19,11,18->(20,11,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(0,11,19->(1,11,19->(2,11,19->(3,11,19->(4,11,19->(5,11,19->(6,11,19->(7,11,19->(8,11,19->(9,11,19->(10,11,19->(11,11,19->(12,11,19->(13,11,19->(14,11,19->(15,11,19->(16,11,19->(17,11,19->(18,11,19->(19,11,19->(20,11,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(0,11,20->(1,11,20->(2,11,20->(3,11,20->(4,11,20->(5,11,20->(6,11,20->(7,11,20->(8,11,20->(9,11,20->(10,11,20->(11,11,20->(12,11,20->(13,11,20->(14,11,20->(15,11,20->(16,11,20->(17,11,20->(18,11,20->(19,11,20->(20,11,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(0,12,-1->(1,12,-1->(2,12,-1->(3,12,-1->(4,12,-1->(5,12,-1->(6,12,-1->(7,12,-1->(8,12,-1->(9,12,-1->(10,12,-1->(11,12,-1->(12,12,-1->(13,12,-1->(14,12,-1->(15,12,-1->(16,12,-1->(17,12,-1->(18,12,-1->(19,12,-1->(20,12,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(12,12,0->(13,12,0->(14,12,0->(15,12,0->(16,12,0->(17,12,0->(18,12,0->(19,12,0->(20,12,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(16,12,1->(17,12,1->(18,12,1->(19,12,1->(20,12,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(0,4,1->(1,4,1->(2,4,1->(3,4,1->(4,4,1->(5,4,1->(6,4,1->(7,4,1->(8,4,1->(9,4,1->(10,4,1->(10,5,1->(11,5,1->(12,5,1->(12,6,1->(12,7,1->(13,7,1->(14,7,1->(14,8,1->(14,9,1->(14,10,1->(14,11,1->(14,12,1->(15,12,1->(15,12,2->(16,12,2->(17,12,2->(18,12,2->(19,12,2->(20,12,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(0,3,2->(1,3,2->(2,3,2->(3,3,2->(4,3,2->(5,3,2->(6,3,2->(7,3,2->(8,3,2->(9,3,2->(10,3,2->(11,3,2->(11,4,2->(12,4,2->(13,4,2->(14,4,2->(14,5,2->(14,6,2->(14,7,2->(14,8,2->(14,9,2->(15,9,2->(15,10,2->(16,10,2->(16,10,3->(16,11,3->(16,12,3->(17,12,3->(18,12,3->(19,12,3->(20,12,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(18,11,4->(18,12,4->(19,12,4->(20,12,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,12,5->(19,12,5->(20,12,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(19,12,6->(20,12,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(18,12,7->(19,12,7->(20,12,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(19,11,8->(19,12,8->(20,12,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9->(19,12,9->(20,12,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(19,11,10->(19,12,10->(20,12,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11->(19,12,11->(20,12,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(19,12,12->(20,12,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13->(20,12,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(19,12,14->(20,12,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(19,12,15->(20,12,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(17,12,16->(18,12,16->(19,12,16->(20,12,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(17,12,17->(18,12,17->(19,12,17->(20,12,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(15,12,18->(16,12,18->(17,12,18->(18,12,18->(19,12,18->(20,12,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(0,12,19->(1,12,19->(2,12,19->(3,12,19->(4,12,19->(5,12,19->(6,12,19->(7,12,19->(8,12,19->(9,12,19->(10,12,19->(11,12,19->(12,12,19->(13,12,19->(14,12,19->(15,12,19->(16,12,19->(17,12,19->(18,12,19->(19,12,19->(20,12,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(0,12,20->(1,12,20->(2,12,20->(3,12,20->(4,12,20->(5,12,20->(6,12,20->(7,12,20->(8,12,20->(9,12,20->(10,12,20->(11,12,20->(12,12,20->(13,12,20->(14,12,20->(15,12,20->(16,12,20->(17,12,20->(18,12,20->(19,12,20->(20,12,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(0,13,-1->(1,13,-1->(2,13,-1->(3,13,-1->(4,13,-1->(5,13,-1->(6,13,-1->(7,13,-1->(8,13,-1->(9,13,-1->(10,13,-1->(11,13,-1->(12,13,-1->(13,13,-1->(14,13,-1->(15,13,-1->(16,13,-1->(17,13,-1->(18,13,-1->(19,13,-1->(20,13,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(0,13,0->(1,13,0->(2,13,0->(3,13,0->(4,13,0->(5,13,0->(6,13,0->(7,13,0->(8,13,0->(9,13,0->(10,13,0->(11,13,0->(12,13,0->(13,13,0->(14,13,0->(15,13,0->(16,13,0->(17,13,0->(18,13,0->(19,13,0->(20,13,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(15,13,1->(16,13,1->(17,13,1->(18,13,1->(19,13,1->(20,13,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(16,13,2->(17,13,2->(18,13,2->(19,13,2->(20,13,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(17,13,3->(18,13,3->(19,13,3->(20,13,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(17,13,4->(18,13,4->(19,13,4->(20,13,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,12,5->(18,13,5->(19,13,5->(20,13,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(19,13,6->(20,13,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,11,7->(18,12,7->(19,12,7->(19,13,7->(20,13,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,10,8->(19,11,8->(19,12,8->(19,13,8->(20,13,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(0,-1,7->(1,-1,7->(2,-1,7->(3,-1,7->(4,-1,7->(5,-1,7->(6,-1,7->(7,-1,7->(8,-1,7->(9,-1,7->(10,-1,7->(11,-1,7->(11,0,7->(12,0,7->(12,1,7->(13,1,7->(14,1,7->(14,2,7->(15,2,7->(16,2,7->(16,3,7->(17,3,7->(17,4,7->(17,5,7->(18,5,7->(18,6,7->(18,7,7->(18,8,7->(19,8,7->(19,9,7->(19,9,8->(19,9,9->(19,10,9->(19,11,9->(19,12,9->(19,13,9->(20,13,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(19,6,10->(19,7,10->(19,8,10->(19,9,10->(19,10,10->(19,11,10->(19,12,10->(19,13,10->(20,13,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(0,0,10->(1,0,10->(2,0,10->(3,0,10->(4,0,10->(5,0,10->(6,0,10->(7,0,10->(8,0,10->(9,0,10->(10,0,10->(11,0,10->(12,0,10->(13,0,10->(13,1,10->(14,1,10->(15,1,10->(16,1,10->(16,2,10->(17,2,10->(17,3,10->(17,4,10->(18,4,10->(18,5,10->(18,6,10->(18,6,11->(19,6,11->(19,7,11->(19,8,11->(19,9,11->(19,10,11->(19,11,11->(19,12,11->(19,13,11->(20,13,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(0,0,12->(1,0,12->(2,0,12->(3,0,12->(4,0,12->(5,0,12->(6,0,12->(7,0,12->(8,0,12->(9,0,12->(10,0,12->(11,0,12->(12,0,12->(13,0,12->(13,1,12->(14,1,12->(14,2,12->(15,2,12->(16,2,12->(16,3,12->(16,4,12->(17,4,12->(18,4,12->(18,5,12->(18,6,12->(19,6,12->(19,7,12->(19,8,12->(19,9,12->(19,10,12->(19,11,12->(19,12,12->(19,13,12->(20,13,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(0,0,13->(1,0,13->(2,0,13->(3,0,13->(4,0,13->(5,0,13->(6,0,13->(7,0,13->(8,0,13->(9,0,13->(9,1,13->(10,1,13->(11,1,13->(12,1,13->(13,1,13->(14,1,13->(15,1,13->(15,2,13->(16,2,13->(16,3,13->(16,4,13->(17,4,13->(17,5,13->(17,6,13->(18,6,13->(18,7,13->(19,7,13->(19,8,13->(19,9,13->(19,10,13->(19,11,13->(19,12,13->(19,13,13->(20,13,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(19,13,14->(20,13,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(19,13,15->(20,13,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(17,13,16->(18,13,16->(19,13,16->(20,13,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(17,13,17->(18,13,17->(19,13,17->(20,13,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(0,5,18->(1,5,18->(2,5,18->(3,5,18->(4,5,18->(5,5,18->(6,5,18->(7,5,18->(8,5,18->(9,5,18->(10,5,18->(11,5,18->(12,5,18->(13,5,18->(13,6,18->(14,6,18->(14,7,18->(14,8,18->(14,9,18->(14,10,18->(14,11,18->(14,12,18->(14,13,18->(15,13,18->(16,13,18->(17,13,18->(18,13,18->(19,13,18->(20,13,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(0,13,19->(1,13,19->(2,13,19->(3,13,19->(4,13,19->(5,13,19->(6,13,19->(7,13,19->(8,13,19->(9,13,19->(10,13,19->(11,13,19->(12,13,19->(13,13,19->(14,13,19->(15,13,19->(16,13,19->(17,13,19->(18,13,19->(19,13,19->(20,13,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(0,13,20->(1,13,20->(2,13,20->(3,13,20->(4,13,20->(5,13,20->(6,13,20->(7,13,20->(8,13,20->(9,13,20->(10,13,20->(11,13,20->(12,13,20->(13,13,20->(14,13,20->(15,13,20->(16,13,20->(17,13,20->(18,13,20->(19,13,20->(20,13,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(0,14,-1->(1,14,-1->(2,14,-1->(3,14,-1->(4,14,-1->(5,14,-1->(6,14,-1->(7,14,-1->(8,14,-1->(9,14,-1->(10,14,-1->(11,14,-1->(12,14,-1->(13,14,-1->(14,14,-1->(15,14,-1->(16,14,-1->(17,14,-1->(18,14,-1->(19,14,-1->(20,14,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(0,14,0->(1,14,0->(2,14,0->(3,14,0->(4,14,0->(5,14,0->(6,14,0->(7,14,0->(8,14,0->(9,14,0->(10,14,0->(11,14,0->(12,14,0->(13,14,0->(14,14,0->(15,14,0->(16,14,0->(17,14,0->(18,14,0->(19,14,0->(20,14,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(14,14,1->(15,14,1->(16,14,1->(17,14,1->(18,14,1->(19,14,1->(20,14,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(15,14,2->(16,14,2->(17,14,2->(18,14,2->(19,14,2->(20,14,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(15,14,3->(16,14,3->(17,14,3->(18,14,3->(19,14,3->(20,14,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(18,14,4->(19,14,4->(20,14,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(0,12,0->(1,12,0->(2,12,0->(3,12,0->(4,12,0->(5,12,0->(6,12,0->(7,12,0->(8,12,0->(9,12,0->(10,12,0->(11,12,0->(11,12,1->(11,13,1->(12,13,1->(13,13,1->(14,13,1->(14,13,2->(15,13,2->(15,13,3->(16,13,3->(16,13,4->(16,14,4->(17,14,4->(17,14,5->(18,14,5->(19,14,5->(20,14,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(19,14,6->(20,14,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(19,14,7->(20,14,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(19,14,8->(20,14,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(19,14,9->(20,14,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(19,14,10->(20,14,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(19,14,11->(20,14,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12->(19,14,12->(20,14,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(0,2,4->(1,2,4->(2,2,4->(3,2,4->(4,2,4->(5,2,4->(6,2,4->(7,2,4->(8,2,4->(9,2,4->(10,2,4->(11,2,4->(12,2,4->(12,3,4->(13,3,4->(14,3,4->(14,4,4->(15,4,4->(15,5,4->(16,5,4->(17,5,4->(17,6,4->(17,7,4->(17,8,4->(17,9,4->(17,10,4->(17,11,4->(17,11,5->(18,11,5->(18,11,6->(18,12,6->(18,13,6->(18,14,6->(18,14,7->(18,14,8->(18,14,9->(18,14,10->(18,14,11->(18,14,12->(18,14,13->(19,14,13->(20,14,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(0,0,14->(1,0,14->(2,0,14->(3,0,14->(4,0,14->(5,0,14->(6,0,14->(7,0,14->(8,0,14->(9,0,14->(10,0,14->(11,0,14->(12,0,14->(12,1,14->(12,2,14->(13,2,14->(14,2,14->(15,2,14->(15,3,14->(16,3,14->(16,4,14->(16,5,14->(16,6,14->(17,6,14->(17,7,14->(17,8,14->(18,8,14->(18,9,14->(18,10,14->(18,11,14->(18,12,14->(18,13,14->(18,14,14->(19,14,14->(20,14,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(0,1,15->(1,1,15->(2,1,15->(3,1,15->(4,1,15->(5,1,15->(6,1,15->(7,1,15->(8,1,15->(9,1,15->(10,1,15->(11,1,15->(11,2,15->(12,2,15->(13,2,15->(14,2,15->(14,3,15->(15,3,15->(15,4,15->(15,5,15->(16,5,15->(16,6,15->(17,6,15->(17,7,15->(17,8,15->(18,8,15->(18,9,15->(18,10,15->(18,11,15->(18,12,15->(18,13,15->(18,14,15->(19,14,15->(20,14,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(17,14,16->(18,14,16->(19,14,16->(20,14,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(17,14,17->(18,14,17->(19,14,17->(20,14,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(0,14,18->(1,14,18->(2,14,18->(3,14,18->(4,14,18->(5,14,18->(6,14,18->(7,14,18->(8,14,18->(9,14,18->(10,14,18->(11,14,18->(12,14,18->(13,14,18->(14,14,18->(15,14,18->(16,14,18->(17,14,18->(18,14,18->(19,14,18->(20,14,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(0,14,19->(1,14,19->(2,14,19->(3,14,19->(4,14,19->(5,14,19->(6,14,19->(7,14,19->(8,14,19->(9,14,19->(10,14,19->(11,14,19->(12,14,19->(13,14,19->(14,14,19->(15,14,19->(16,14,19->(17,14,19->(18,14,19->(19,14,19->(20,14,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(0,14,20->(1,14,20->(2,14,20->(3,14,20->(4,14,20->(5,14,20->(6,14,20->(7,14,20->(8,14,20->(9,14,20->(10,14,20->(11,14,20->(12,14,20->(13,14,20->(14,14,20->(15,14,20->(16,14,20->(17,14,20->(18,14,20->(19,14,20->(20,14,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(0,15,-1->(1,15,-1->(2,15,-1->(3,15,-1->(4,15,-1->(5,15,-1->(6,15,-1->(7,15,-1->(8,15,-1->(9,15,-1->(10,15,-1->(11,15,-1->(12,15,-1->(13,15,-1->(14,15,-1->(15,15,-1->(16,15,-1->(17,15,-1->(18,15,-1->(19,15,-1->(20,15,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(0,15,0->(1,15,0->(2,15,0->(3,15,0->(4,15,0->(5,15,0->(6,15,0->(7,15,0->(8,15,0->(9,15,0->(10,15,0->(11,15,0->(12,15,0->(13,15,0->(14,15,0->(15,15,0->(16,15,0->(17,15,0->(18,15,0->(19,15,0->(20,15,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(13,15,1->(14,15,1->(15,15,1->(16,15,1->(17,15,1->(18,15,1->(19,15,1->(20,15,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(0,15,1->(1,15,1->(2,15,1->(3,15,1->(4,15,1->(5,15,1->(6,15,1->(7,15,1->(8,15,1->(9,15,1->(10,15,1->(11,15,1->(12,15,1->(12,15,2->(13,15,2->(14,15,2->(15,15,2->(16,15,2->(17,15,2->(18,15,2->(19,15,2->(20,15,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(15,15,3->(16,15,3->(17,15,3->(18,15,3->(19,15,3->(20,15,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(17,15,4->(18,15,4->(19,15,4->(20,15,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(17,15,5->(18,15,5->(19,15,5->(20,15,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(18,15,6->(19,15,6->(20,15,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(18,15,7->(19,15,7->(20,15,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(18,15,8->(19,15,8->(20,15,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(18,15,9->(19,15,9->(20,15,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(18,15,10->(19,15,10->(20,15,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(18,15,11->(19,15,11->(20,15,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(18,15,12->(19,15,12->(20,15,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(18,15,13->(19,15,13->(20,15,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(18,15,14->(19,15,14->(20,15,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(18,15,15->(19,15,15->(20,15,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(17,15,16->(18,15,16->(19,15,16->(20,15,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(0,3,17->(1,3,17->(2,3,17->(3,3,17->(4,3,17->(5,3,17->(6,3,17->(7,3,17->(8,3,17->(9,3,17->(10,3,17->(11,3,17->(11,4,17->(12,4,17->(13,4,17->(13,5,17->(13,6,17->(14,6,17->(14,7,17->(15,7,17->(16,7,17->(16,8,17->(16,9,17->(16,10,17->(16,11,17->(16,12,17->(16,13,17->(16,14,17->(16,15,17->(17,15,17->(18,15,17->(19,15,17->(20,15,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(0,15,18->(1,15,18->(2,15,18->(3,15,18->(4,15,18->(5,15,18->(6,15,18->(7,15,18->(8,15,18->(9,15,18->(10,15,18->(11,15,18->(12,15,18->(13,15,18->(14,15,18->(15,15,18->(16,15,18->(17,15,18->(18,15,18->(19,15,18->(20,15,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(0,15,19->(1,15,19->(2,15,19->(3,15,19->(4,15,19->(5,15,19->(6,15,19->(7,15,19->(8,15,19->(9,15,19->(10,15,19->(11,15,19->(12,15,19->(13,15,19->(14,15,19->(15,15,19->(16,15,19->(17,15,19->(18,15,19->(19,15,19->(20,15,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(0,15,20->(1,15,20->(2,15,20->(3,15,20->(4,15,20->(5,15,20->(6,15,20->(7,15,20->(8,15,20->(9,15,20->(10,15,20->(11,15,20->(12,15,20->(13,15,20->(14,15,20->(15,15,20->(16,15,20->(17,15,20->(18,15,20->(19,15,20->(20,15,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(0,16,-1->(1,16,-1->(2,16,-1->(3,16,-1->(4,16,-1->(5,16,-1->(6,16,-1->(7,16,-1->(8,16,-1->(9,16,-1->(10,16,-1->(11,16,-1->(12,16,-1->(13,16,-1->(14,16,-1->(15,16,-1->(16,16,-1->(17,16,-1->(18,16,-1->(19,16,-1->(20,16,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(0,16,0->(1,16,0->(2,16,0->(3,16,0->(4,16,0->(5,16,0->(6,16,0->(7,16,0->(8,16,0->(9,16,0->(10,16,0->(11,16,0->(12,16,0->(13,16,0->(14,16,0->(15,16,0->(16,16,0->(17,16,0->(18,16,0->(19,16,0->(20,16,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(0,16,1->(1,16,1->(2,16,1->(3,16,1->(4,16,1->(5,16,1->(6,16,1->(7,16,1->(8,16,1->(9,16,1->(10,16,1->(11,16,1->(12,16,1->(13,16,1->(14,16,1->(15,16,1->(16,16,1->(17,16,1->(18,16,1->(19,16,1->(20,16,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(13,16,2->(14,16,2->(15,16,2->(16,16,2->(17,16,2->(18,16,2->(19,16,2->(20,16,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(0,16,2->(1,16,2->(2,16,2->(3,16,2->(4,16,2->(5,16,2->(6,16,2->(7,16,2->(8,16,2->(9,16,2->(10,16,2->(11,16,2->(12,16,2->(12,16,3->(13,16,3->(14,16,3->(15,16,3->(16,16,3->(17,16,3->(18,16,3->(19,16,3->(20,16,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(16,16,4->(17,16,4->(18,16,4->(19,16,4->(20,16,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(14,16,4->(15,16,4->(15,16,5->(16,16,5->(17,16,5->(18,16,5->(19,16,5->(20,16,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(17,16,6->(18,16,6->(19,16,6->(20,16,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(17,16,7->(18,16,7->(19,16,7->(20,16,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(17,16,8->(18,16,8->(19,16,8->(20,16,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,16,9->(18,16,9->(19,16,9->(20,16,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,16,10->(18,16,10->(19,16,10->(20,16,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,16,11->(18,16,11->(19,16,11->(20,16,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,16,12->(18,16,12->(19,16,12->(20,16,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,16,13->(18,16,13->(19,16,13->(20,16,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,16,14->(18,16,14->(19,16,14->(20,16,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(17,15,6->(17,15,7->(17,15,8->(17,15,9->(17,15,10->(17,15,11->(17,15,12->(17,15,13->(17,15,14->(17,15,15->(17,16,15->(18,16,15->(19,16,15->(20,16,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(0,1,16->(1,1,16->(2,1,16->(3,1,16->(4,1,16->(5,1,16->(6,1,16->(7,1,16->(8,1,16->(9,1,16->(10,1,16->(10,2,16->(11,2,16->(12,2,16->(12,3,16->(13,3,16->(13,4,16->(14,4,16->(15,4,16->(15,5,16->(16,5,16->(16,6,16->(16,7,16->(16,8,16->(16,9,16->(16,10,16->(16,11,16->(16,12,16->(16,13,16->(16,14,16->(16,15,16->(16,16,16->(17,16,16->(18,16,16->(19,16,16->(20,16,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(0,16,17->(1,16,17->(2,16,17->(3,16,17->(4,16,17->(5,16,17->(6,16,17->(7,16,17->(8,16,17->(9,16,17->(10,16,17->(11,16,17->(12,16,17->(13,16,17->(14,16,17->(15,16,17->(16,16,17->(17,16,17->(18,16,17->(19,16,17->(20,16,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(0,16,18->(1,16,18->(2,16,18->(3,16,18->(4,16,18->(5,16,18->(6,16,18->(7,16,18->(8,16,18->(9,16,18->(10,16,18->(11,16,18->(12,16,18->(13,16,18->(14,16,18->(15,16,18->(16,16,18->(17,16,18->(18,16,18->(19,16,18->(20,16,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(0,16,19->(1,16,19->(2,16,19->(3,16,19->(4,16,19->(5,16,19->(6,16,19->(7,16,19->(8,16,19->(9,16,19->(10,16,19->(11,16,19->(12,16,19->(13,16,19->(14,16,19->(15,16,19->(16,16,19->(17,16,19->(18,16,19->(19,16,19->(20,16,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(0,16,20->(1,16,20->(2,16,20->(3,16,20->(4,16,20->(5,16,20->(6,16,20->(7,16,20->(8,16,20->(9,16,20->(10,16,20->(11,16,20->(12,16,20->(13,16,20->(14,16,20->(15,16,20->(16,16,20->(17,16,20->(18,16,20->(19,16,20->(20,16,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(0,17,-1->(1,17,-1->(2,17,-1->(3,17,-1->(4,17,-1->(5,17,-1->(6,17,-1->(7,17,-1->(8,17,-1->(9,17,-1->(10,17,-1->(11,17,-1->(12,17,-1->(13,17,-1->(14,17,-1->(15,17,-1->(16,17,-1->(17,17,-1->(18,17,-1->(19,17,-1->(20,17,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(0,17,0->(1,17,0->(2,17,0->(3,17,0->(4,17,0->(5,17,0->(6,17,0->(7,17,0->(8,17,0->(9,17,0->(10,17,0->(11,17,0->(12,17,0->(13,17,0->(14,17,0->(15,17,0->(16,17,0->(17,17,0->(18,17,0->(19,17,0->(20,17,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(0,17,1->(1,17,1->(2,17,1->(3,17,1->(4,17,1->(5,17,1->(6,17,1->(7,17,1->(8,17,1->(9,17,1->(10,17,1->(11,17,1->(12,17,1->(13,17,1->(14,17,1->(15,17,1->(16,17,1->(17,17,1->(18,17,1->(19,17,1->(20,17,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(0,17,2->(1,17,2->(2,17,2->(3,17,2->(4,17,2->(5,17,2->(6,17,2->(7,17,2->(8,17,2->(9,17,2->(10,17,2->(11,17,2->(12,17,2->(13,17,2->(14,17,2->(15,17,2->(16,17,2->(17,17,2->(18,17,2->(19,17,2->(20,17,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(0,17,3->(1,17,3->(2,17,3->(3,17,3->(4,17,3->(5,17,3->(6,17,3->(7,17,3->(8,17,3->(9,17,3->(10,17,3->(11,17,3->(12,17,3->(13,17,3->(14,17,3->(15,17,3->(16,17,3->(17,17,3->(18,17,3->(19,17,3->(20,17,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(13,17,4->(14,17,4->(15,17,4->(16,17,4->(17,17,4->(18,17,4->(19,17,4->(20,17,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(15,17,5->(16,17,5->(17,17,5->(18,17,5->(19,17,5->(20,17,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(15,17,6->(16,17,6->(17,17,6->(18,17,6->(19,17,6->(20,17,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(0,17,4->(1,17,4->(2,17,4->(3,17,4->(4,17,4->(5,17,4->(6,17,4->(7,17,4->(8,17,4->(9,17,4->(10,17,4->(11,17,4->(12,17,4->(12,17,5->(13,17,5->(14,17,5->(14,17,6->(14,17,7->(15,17,7->(16,17,7->(17,17,7->(18,17,7->(19,17,7->(20,17,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(17,17,8->(18,17,8->(19,17,8->(20,17,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(17,17,9->(18,17,9->(19,17,9->(20,17,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(17,17,10->(18,17,10->(19,17,10->(20,17,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(17,17,11->(18,17,11->(19,17,11->(20,17,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(17,17,12->(18,17,12->(19,17,12->(20,17,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(17,17,13->(18,17,13->(19,17,13->(20,17,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(0,14,1->(1,14,1->(2,14,1->(3,14,1->(4,14,1->(5,14,1->(6,14,1->(7,14,1->(8,14,1->(9,14,1->(10,14,1->(11,14,1->(12,14,1->(13,14,1->(13,14,2->(14,14,2->(14,14,3->(14,15,3->(14,15,4->(15,15,4->(16,15,4->(16,15,5->(16,15,6->(16,16,6->(16,16,7->(16,16,8->(16,17,8->(16,17,9->(16,17,10->(16,17,11->(16,17,12->(16,17,13->(16,17,14->(17,17,14->(18,17,14->(19,17,14->(20,17,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(0,17,15->(1,17,15->(2,17,15->(3,17,15->(4,17,15->(5,17,15->(6,17,15->(7,17,15->(8,17,15->(9,17,15->(10,17,15->(11,17,15->(12,17,15->(13,17,15->(14,17,15->(15,17,15->(16,17,15->(17,17,15->(18,17,15->(19,17,15->(20,17,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(0,17,16->(1,17,16->(2,17,16->(3,17,16->(4,17,16->(5,17,16->(6,17,16->(7,17,16->(8,17,16->(9,17,16->(10,17,16->(11,17,16->(12,17,16->(13,17,16->(14,17,16->(15,17,16->(16,17,16->(17,17,16->(18,17,16->(19,17,16->(20,17,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(0,17,17->(1,17,17->(2,17,17->(3,17,17->(4,17,17->(5,17,17->(6,17,17->(7,17,17->(8,17,17->(9,17,17->(10,17,17->(11,17,17->(12,17,17->(13,17,17->(14,17,17->(15,17,17->(16,17,17->(17,17,17->(18,17,17->(19,17,17->(20,17,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(0,17,18->(1,17,18->(2,17,18->(3,17,18->(4,17,18->(5,17,18->(6,17,18->(7,17,18->(8,17,18->(9,17,18->(10,17,18->(11,17,18->(12,17,18->(13,17,18->(14,17,18->(15,17,18->(16,17,18->(17,17,18->(18,17,18->(19,17,18->(20,17,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(0,17,19->(1,17,19->(2,17,19->(3,17,19->(4,17,19->(5,17,19->(6,17,19->(7,17,19->(8,17,19->(9,17,19->(10,17,19->(11,17,19->(12,17,19->(13,17,19->(14,17,19->(15,17,19->(16,17,19->(17,17,19->(18,17,19->(19,17,19->(20,17,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(0,17,20->(1,17,20->(2,17,20->(3,17,20->(4,17,20->(5,17,20->(6,17,20->(7,17,20->(8,17,20->(9,17,20->(10,17,20->(11,17,20->(12,17,20->(13,17,20->(14,17,20->(15,17,20->(16,17,20->(17,17,20->(18,17,20->(19,17,20->(20,17,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(0,18,-1->(1,18,-1->(2,18,-1->(3,18,-1->(4,18,-1->(5,18,-1->(6,18,-1->(7,18,-1->(8,18,-1->(9,18,-1->(10,18,-1->(11,18,-1->(12,18,-1->(13,18,-1->(14,18,-1->(15,18,-1->(16,18,-1->(17,18,-1->(18,18,-1->(19,18,-1->(20,18,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(0,18,0->(1,18,0->(2,18,0->(3,18,0->(4,18,0->(5,18,0->(6,18,0->(7,18,0->(8,18,0->(9,18,0->(10,18,0->(11,18,0->(12,18,0->(13,18,0->(14,18,0->(15,18,0->(16,18,0->(17,18,0->(18,18,0->(19,18,0->(20,18,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(0,18,1->(1,18,1->(2,18,1->(3,18,1->(4,18,1->(5,18,1->(6,18,1->(7,18,1->(8,18,1->(9,18,1->(10,18,1->(11,18,1->(12,18,1->(13,18,1->(14,18,1->(15,18,1->(16,18,1->(17,18,1->(18,18,1->(19,18,1->(20,18,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(0,18,2->(1,18,2->(2,18,2->(3,18,2->(4,18,2->(5,18,2->(6,18,2->(7,18,2->(8,18,2->(9,18,2->(10,18,2->(11,18,2->(12,18,2->(13,18,2->(14,18,2->(15,18,2->(16,18,2->(17,18,2->(18,18,2->(19,18,2->(20,18,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(0,18,3->(1,18,3->(2,18,3->(3,18,3->(4,18,3->(5,18,3->(6,18,3->(7,18,3->(8,18,3->(9,18,3->(10,18,3->(11,18,3->(12,18,3->(13,18,3->(14,18,3->(15,18,3->(16,18,3->(17,18,3->(18,18,3->(19,18,3->(20,18,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(12,18,4->(13,18,4->(14,18,4->(15,18,4->(16,18,4->(17,18,4->(18,18,4->(19,18,4->(20,18,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(12,18,5->(13,18,5->(14,18,5->(15,18,5->(16,18,5->(17,18,5->(18,18,5->(19,18,5->(20,18,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(13,18,6->(14,18,6->(15,18,6->(16,18,6->(17,18,6->(18,18,6->(19,18,6->(20,18,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(13,18,7->(14,18,7->(15,18,7->(16,18,7->(17,18,7->(18,18,7->(19,18,7->(20,18,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(15,18,8->(16,18,8->(17,18,8->(18,18,8->(19,18,8->(20,18,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(15,18,9->(16,18,9->(17,18,9->(18,18,9->(19,18,9->(20,18,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(15,18,10->(16,18,10->(17,18,10->(18,18,10->(19,18,10->(20,18,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(15,18,11->(16,18,11->(17,18,11->(18,18,11->(19,18,11->(20,18,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(15,18,12->(16,18,12->(17,18,12->(18,18,12->(19,18,12->(20,18,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(0,18,4->(1,18,4->(2,18,4->(3,18,4->(4,18,4->(5,18,4->(6,18,4->(7,18,4->(8,18,4->(9,18,4->(10,18,4->(11,18,4->(11,18,5->(11,18,6->(12,18,6->(12,18,7->(12,18,8->(13,18,8->(14,18,8->(14,18,9->(14,18,10->(14,18,11->(14,18,12->(14,18,13->(15,18,13->(16,18,13->(17,18,13->(18,18,13->(19,18,13->(20,18,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(0,18,14->(1,18,14->(2,18,14->(3,18,14->(4,18,14->(5,18,14->(6,18,14->(7,18,14->(8,18,14->(9,18,14->(10,18,14->(11,18,14->(12,18,14->(13,18,14->(14,18,14->(15,18,14->(16,18,14->(17,18,14->(18,18,14->(19,18,14->(20,18,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(0,18,15->(1,18,15->(2,18,15->(3,18,15->(4,18,15->(5,18,15->(6,18,15->(7,18,15->(8,18,15->(9,18,15->(10,18,15->(11,18,15->(12,18,15->(13,18,15->(14,18,15->(15,18,15->(16,18,15->(17,18,15->(18,18,15->(19,18,15->(20,18,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(0,18,16->(1,18,16->(2,18,16->(3,18,16->(4,18,16->(5,18,16->(6,18,16->(7,18,16->(8,18,16->(9,18,16->(10,18,16->(11,18,16->(12,18,16->(13,18,16->(14,18,16->(15,18,16->(16,18,16->(17,18,16->(18,18,16->(19,18,16->(20,18,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(0,18,17->(1,18,17->(2,18,17->(3,18,17->(4,18,17->(5,18,17->(6,18,17->(7,18,17->(8,18,17->(9,18,17->(10,18,17->(11,18,17->(12,18,17->(13,18,17->(14,18,17->(15,18,17->(16,18,17->(17,18,17->(18,18,17->(19,18,17->(20,18,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(0,18,18->(1,18,18->(2,18,18->(3,18,18->(4,18,18->(5,18,18->(6,18,18->(7,18,18->(8,18,18->(9,18,18->(10,18,18->(11,18,18->(12,18,18->(13,18,18->(14,18,18->(15,18,18->(16,18,18->(17,18,18->(18,18,18->(19,18,18->(20,18,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(0,18,19->(1,18,19->(2,18,19->(3,18,19->(4,18,19->(5,18,19->(6,18,19->(7,18,19->(8,18,19->(9,18,19->(10,18,19->(11,18,19->(12,18,19->(13,18,19->(14,18,19->(15,18,19->(16,18,19->(17,18,19->(18,18,19->(19,18,19->(20,18,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(0,18,20->(1,18,20->(2,18,20->(3,18,20->(4,18,20->(5,18,20->(6,18,20->(7,18,20->(8,18,20->(9,18,20->(10,18,20->(11,18,20->(12,18,20->(13,18,20->(14,18,20->(15,18,20->(16,18,20->(17,18,20->(18,18,20->(19,18,20->(20,18,20
Trying to path to (0,0,0)...
->(-1,0,-1->(-1,1,-1->(-1,2,-1->(-1,3,-1->(-1,4,-1->(-1,5,-1->(-1,6,-1->(-1,7,-1->(-1,8,-1->(-1,9,-1->(-1,10,-1->(-1,11,-1->(-1,12,-1->(-1,13,-1->(-1,14,-1->(-1,15,-1->(-1,16,-1->(-1,17,-1->(-1,18,-1->(-1,19,-1->(0,19,-1->(1,19,-1->(2,19,-1->(3,19,-1->(4,19,-1->(5,19,-1->(6,19,-1->(7,19,-1->(8,19,-1->(9,19,-1->(10,19,-1->(11,19,-1->(12,19,-1->(13,19,-1->(14,19,-1->(15,19,-1->(16,19,-1->(17,19,-1->(18,19,-1->(19,19,-1->(20,19,-1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,0,0->(-1,1,0->(-1,2,0->(-1,3,0->(-1,4,0->(-1,5,0->(-1,6,0->(-1,7,0->(-1,8,0->(-1,9,0->(-1,10,0->(-1,11,0->(-1,12,0->(-1,13,0->(-1,14,0->(-1,15,0->(-1,16,0->(-1,17,0->(-1,18,0->(-1,19,0->(0,19,0->(1,19,0->(2,19,0->(3,19,0->(4,19,0->(5,19,0->(6,19,0->(7,19,0->(8,19,0->(9,19,0->(10,19,0->(11,19,0->(12,19,0->(13,19,0->(14,19,0->(15,19,0->(16,19,0->(17,19,0->(18,19,0->(19,19,0->(20,19,0
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,0,1->(-1,1,1->(-1,2,1->(-1,3,1->(-1,4,1->(-1,5,1->(-1,6,1->(-1,7,1->(-1,8,1->(-1,9,1->(-1,10,1->(-1,11,1->(-1,12,1->(-1,13,1->(-1,14,1->(-1,15,1->(-1,16,1->(-1,17,1->(-1,18,1->(-1,19,1->(0,19,1->(1,19,1->(2,19,1->(3,19,1->(4,19,1->(5,19,1->(6,19,1->(7,19,1->(8,19,1->(9,19,1->(10,19,1->(11,19,1->(12,19,1->(13,19,1->(14,19,1->(15,19,1->(16,19,1->(17,19,1->(18,19,1->(19,19,1->(20,19,1
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,0,2->(-1,1,2->(-1,2,2->(-1,3,2->(-1,4,2->(-1,5,2->(-1,6,2->(-1,7,2->(-1,8,2->(-1,9,2->(-1,10,2->(-1,11,2->(-1,12,2->(-1,13,2->(-1,14,2->(-1,15,2->(-1,16,2->(-1,17,2->(-1,18,2->(-1,19,2->(0,19,2->(1,19,2->(2,19,2->(3,19,2->(4,19,2->(5,19,2->(6,19,2->(7,19,2->(8,19,2->(9,19,2->(10,19,2->(11,19,2->(12,19,2->(13,19,2->(14,19,2->(15,19,2->(16,19,2->(17,19,2->(18,19,2->(19,19,2->(20,19,2
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,0,3->(-1,1,3->(-1,2,3->(-1,3,3->(-1,4,3->(-1,5,3->(-1,6,3->(-1,7,3->(-1,8,3->(-1,9,3->(-1,10,3->(-1,11,3->(-1,12,3->(-1,13,3->(-1,14,3->(-1,15,3->(-1,16,3->(-1,17,3->(-1,18,3->(-1,19,3->(0,19,3->(1,19,3->(2,19,3->(3,19,3->(4,19,3->(5,19,3->(6,19,3->(7,19,3->(8,19,3->(9,19,3->(10,19,3->(11,19,3->(12,19,3->(13,19,3->(14,19,3->(15,19,3->(16,19,3->(17,19,3->(18,19,3->(19,19,3->(20,19,3
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,0,4->(-1,1,4->(-1,2,4->(-1,3,4->(-1,4,4->(-1,5,4->(-1,6,4->(-1,7,4->(-1,8,4->(-1,9,4->(-1,10,4->(-1,11,4->(-1,12,4->(-1,13,4->(-1,14,4->(-1,15,4->(-1,16,4->(-1,17,4->(-1,18,4->(-1,19,4->(0,19,4->(1,19,4->(2,19,4->(3,19,4->(4,19,4->(5,19,4->(6,19,4->(7,19,4->(8,19,4->(9,19,4->(10,19,4->(11,19,4->(12,19,4->(13,19,4->(14,19,4->(15,19,4->(16,19,4->(17,19,4->(18,19,4->(19,19,4->(20,19,4
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,0,5->(-1,1,5->(-1,2,5->(-1,3,5->(-1,4,5->(-1,5,5->(-1,6,5->(-1,7,5->(-1,8,5->(-1,9,5->(-1,10,5->(-1,11,5->(-1,12,5->(-1,13,5->(-1,14,5->(-1,15,5->(-1,16,5->(-1,17,5->(-1,18,5->(-1,19,5->(0,19,5->(1,19,5->(2,19,5->(3,19,5->(4,19,5->(5,19,5->(6,19,5->(7,19,5->(8,19,5->(9,19,5->(10,19,5->(11,19,5->(12,19,5->(13,19,5->(14,19,5->(15,19,5->(16,19,5->(17,19,5->(18,19,5->(19,19,5->(20,19,5
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,0,6->(-1,1,6->(-1,2,6->(-1,3,6->(-1,4,6->(-1,5,6->(-1,6,6->(-1,7,6->(-1,8,6->(-1,9,6->(-1,10,6->(-1,11,6->(-1,12,6->(-1,13,6->(-1,14,6->(-1,15,6->(-1,16,6->(-1,17,6->(-1,18,6->(-1,19,6->(0,19,6->(1,19,6->(2,19,6->(3,19,6->(4,19,6->(5,19,6->(6,19,6->(7,19,6->(8,19,6->(9,19,6->(10,19,6->(11,19,6->(12,19,6->(13,19,6->(14,19,6->(15,19,6->(16,19,6->(17,19,6->(18,19,6->(19,19,6->(20,19,6
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,0,7->(-1,1,7->(-1,2,7->(-1,3,7->(-1,4,7->(-1,5,7->(-1,6,7->(-1,7,7->(-1,8,7->(-1,9,7->(-1,10,7->(-1,11,7->(-1,12,7->(-1,13,7->(-1,14,7->(-1,15,7->(-1,16,7->(-1,17,7->(-1,18,7->(-1,19,7->(0,19,7->(1,19,7->(2,19,7->(3,19,7->(4,19,7->(5,19,7->(6,19,7->(7,19,7->(8,19,7->(9,19,7->(10,19,7->(11,19,7->(12,19,7->(13,19,7->(14,19,7->(15,19,7->(16,19,7->(17,19,7->(18,19,7->(19,19,7->(20,19,7
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,0,8->(-1,1,8->(-1,2,8->(-1,3,8->(-1,4,8->(-1,5,8->(-1,6,8->(-1,7,8->(-1,8,8->(-1,9,8->(-1,10,8->(-1,11,8->(-1,12,8->(-1,13,8->(-1,14,8->(-1,15,8->(-1,16,8->(-1,17,8->(-1,18,8->(-1,19,8->(0,19,8->(1,19,8->(2,19,8->(3,19,8->(4,19,8->(5,19,8->(6,19,8->(7,19,8->(8,19,8->(9,19,8->(10,19,8->(11,19,8->(12,19,8->(13,19,8->(14,19,8->(15,19,8->(16,19,8->(17,19,8->(18,19,8->(19,19,8->(20,19,8
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,0,9->(-1,1,9->(-1,2,9->(-1,3,9->(-1,4,9->(-1,5,9->(-1,6,9->(-1,7,9->(-1,8,9->(-1,9,9->(-1,10,9->(-1,11,9->(-1,12,9->(-1,13,9->(-1,14,9->(-1,15,9->(-1,16,9->(-1,17,9->(-1,18,9->(-1,19,9->(0,19,9->(1,19,9->(2,19,9->(3,19,9->(4,19,9->(5,19,9->(6,19,9->(7,19,9->(8,19,9->(9,19,9->(10,19,9->(11,19,9->(12,19,9->(13,19,9->(14,19,9->(15,19,9->(16,19,9->(17,19,9->(18,19,9->(19,19,9->(20,19,9
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,0,10->(-1,1,10->(-1,2,10->(-1,3,10->(-1,4,10->(-1,5,10->(-1,6,10->(-1,7,10->(-1,8,10->(-1,9,10->(-1,10,10->(-1,11,10->(-1,12,10->(-1,13,10->(-1,14,10->(-1,15,10->(-1,16,10->(-1,17,10->(-1,18,10->(-1,19,10->(0,19,10->(1,19,10->(2,19,10->(3,19,10->(4,19,10->(5,19,10->(6,19,10->(7,19,10->(8,19,10->(9,19,10->(10,19,10->(11,19,10->(12,19,10->(13,19,10->(14,19,10->(15,19,10->(16,19,10->(17,19,10->(18,19,10->(19,19,10->(20,19,10
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,0,11->(-1,1,11->(-1,2,11->(-1,3,11->(-1,4,11->(-1,5,11->(-1,6,11->(-1,7,11->(-1,8,11->(-1,9,11->(-1,10,11->(-1,11,11->(-1,12,11->(-1,13,11->(-1,14,11->(-1,15,11->(-1,16,11->(-1,17,11->(-1,18,11->(-1,19,11->(0,19,11->(1,19,11->(2,19,11->(3,19,11->(4,19,11->(5,19,11->(6,19,11->(7,19,11->(8,19,11->(9,19,11->(10,19,11->(11,19,11->(12,19,11->(13,19,11->(14,19,11->(15,19,11->(16,19,11->(17,19,11->(18,19,11->(19,19,11->(20,19,11
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,0,12->(-1,1,12->(-1,2,12->(-1,3,12->(-1,4,12->(-1,5,12->(-1,6,12->(-1,7,12->(-1,8,12->(-1,9,12->(-1,10,12->(-1,11,12->(-1,12,12->(-1,13,12->(-1,14,12->(-1,15,12->(-1,16,12->(-1,17,12->(-1,18,12->(-1,19,12->(0,19,12->(1,19,12->(2,19,12->(3,19,12->(4,19,12->(5,19,12->(6,19,12->(7,19,12->(8,19,12->(9,19,12->(10,19,12->(11,19,12->(12,19,12->(13,19,12->(14,19,12->(15,19,12->(16,19,12->(17,19,12->(18,19,12->(19,19,12->(20,19,12
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,0,13->(-1,1,13->(-1,2,13->(-1,3,13->(-1,4,13->(-1,5,13->(-1,6,13->(-1,7,13->(-1,8,13->(-1,9,13->(-1,10,13->(-1,11,13->(-1,12,13->(-1,13,13->(-1,14,13->(-1,15,13->(-1,16,13->(-1,17,13->(-1,18,13->(-1,19,13->(0,19,13->(1,19,13->(2,19,13->(3,19,13->(4,19,13->(5,19,13->(6,19,13->(7,19,13->(8,19,13->(9,19,13->(10,19,13->(11,19,13->(12,19,13->(13,19,13->(14,19,13->(15,19,13->(16,19,13->(17,19,13->(18,19,13->(19,19,13->(20,19,13
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,0,14->(-1,1,14->(-1,2,14->(-1,3,14->(-1,4,14->(-1,5,14->(-1,6,14->(-1,7,14->(-1,8,14->(-1,9,14->(-1,10,14->(-1,11,14->(-1,12,14->(-1,13,14->(-1,14,14->(-1,15,14->(-1,16,14->(-1,17,14->(-1,18,14->(-1,19,14->(0,19,14->(1,19,14->(2,19,14->(3,19,14->(4,19,14->(5,19,14->(6,19,14->(7,19,14->(8,19,14->(9,19,14->(10,19,14->(11,19,14->(12,19,14->(13,19,14->(14,19,14->(15,19,14->(16,19,14->(17,19,14->(18,19,14->(19,19,14->(20,19,14
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,0,15->(-1,1,15->(-1,2,15->(-1,3,15->(-1,4,15->(-1,5,15->(-1,6,15->(-1,7,15->(-1,8,15->(-1,9,15->(-1,10,15->(-1,11,15->(-1,12,15->(-1,13,15->(-1,14,15->(-1,15,15->(-1,16,15->(-1,17,15->(-1,18,15->(-1,19,15->(0,19,15->(1,19,15->(2,19,15->(3,19,15->(4,19,15->(5,19,15->(6,19,15->(7,19,15->(8,19,15->(9,19,15->(10,19,15->(11,19,15->(12,19,15->(13,19,15->(14,19,15->(15,19,15->(16,19,15->(17,19,15->(18,19,15->(19,19,15->(20,19,15
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,0,16->(-1,1,16->(-1,2,16->(-1,3,16->(-1,4,16->(-1,5,16->(-1,6,16->(-1,7,16->(-1,8,16->(-1,9,16->(-1,10,16->(-1,11,16->(-1,12,16->(-1,13,16->(-1,14,16->(-1,15,16->(-1,16,16->(-1,17,16->(-1,18,16->(-1,19,16->(0,19,16->(1,19,16->(2,19,16->(3,19,16->(4,19,16->(5,19,16->(6,19,16->(7,19,16->(8,19,16->(9,19,16->(10,19,16->(11,19,16->(12,19,16->(13,19,16->(14,19,16->(15,19,16->(16,19,16->(17,19,16->(18,19,16->(19,19,16->(20,19,16
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,0,17->(-1,1,17->(-1,2,17->(-1,3,17->(-1,4,17->(-1,5,17->(-1,6,17->(-1,7,17->(-1,8,17->(-1,9,17->(-1,10,17->(-1,11,17->(-1,12,17->(-1,13,17->(-1,14,17->(-1,15,17->(-1,16,17->(-1,17,17->(-1,18,17->(-1,19,17->(0,19,17->(1,19,17->(2,19,17->(3,19,17->(4,19,17->(5,19,17->(6,19,17->(7,19,17->(8,19,17->(9,19,17->(10,19,17->(11,19,17->(12,19,17->(13,19,17->(14,19,17->(15,19,17->(16,19,17->(17,19,17->(18,19,17->(19,19,17->(20,19,17
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,0,18->(-1,1,18->(-1,2,18->(-1,3,18->(-1,4,18->(-1,5,18->(-1,6,18->(-1,7,18->(-1,8,18->(-1,9,18->(-1,10,18->(-1,11,18->(-1,12,18->(-1,13,18->(-1,14,18->(-1,15,18->(-1,16,18->(-1,17,18->(-1,18,18->(-1,19,18->(0,19,18->(1,19,18->(2,19,18->(3,19,18->(4,19,18->(5,19,18->(6,19,18->(7,19,18->(8,19,18->(9,19,18->(10,19,18->(11,19,18->(12,19,18->(13,19,18->(14,19,18->(15,19,18->(16,19,18->(17,19,18->(18,19,18->(19,19,18->(20,19,18
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,0,19->(-1,1,19->(-1,2,19->(-1,3,19->(-1,4,19->(-1,5,19->(-1,6,19->(-1,7,19->(-1,8,19->(-1,9,19->(-1,10,19->(-1,11,19->(-1,12,19->(-1,13,19->(-1,14,19->(-1,15,19->(-1,16,19->(-1,17,19->(-1,18,19->(-1,19,19->(0,19,19->(1,19,19->(2,19,19->(3,19,19->(4,19,19->(5,19,19->(6,19,19->(7,19,19->(8,19,19->(9,19,19->(10,19,19->(11,19,19->(12,19,19->(13,19,19->(14,19,19->(15,19,19->(16,19,19->(17,19,19->(18,19,19->(19,19,19->(20,19,19
Trying to path to (0,0,0)...
->(-1,-1,0->(-1,-1,1->(-1,-1,2->(-1,-1,3->(-1,-1,4->(-1,-1,5->(-1,-1,6->(-1,-1,7->(-1,-1,8->(-1,-1,9->(-1,-1,10->(-1,-1,11->(-1,-1,12->(-1,-1,13->(-1,-1,14->(-1,-1,15->(-1,-1,16->(-1,-1,17->(-1,-1,18->(-1,-1,19->(-1,-1,20->(-1,0,20->(-1,1,20->(-1,2,20->(-1,3,20->(-1,4,20->(-1,5,20->(-1,6,20->(-1,7,20->(-1,8,20->(-1,9,20->(-1,10,20->(-1,11,20->(-1,12,20->(-1,13,20->(-1,14,20->(-1,15,20->(-1,16,20->(-1,17,20->(-1,18,20->(-1,19,20->(0,19,20->(1,19,20->(2,19,20->(3,19,20->(4,19,20->(5,19,20->(6,19,20->(7,19,20->(8,19,20->(9,19,20->(10,19,20->(11,19,20->(12,19,20->(13,19,20->(14,19,20->(15,19,20->(16,19,20->(17,19,20->(18,19,20->(19,19,20->(20,19,20
1986