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