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r7/8/8/2k2b2/5K2/8/8/8 w - - 28 135 | [
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3k4/r7/5r2/8/R3p1P1/1K3Bp1/4q3/1N6 b - - 5 91 | [
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1r1b3r/R3nP1P/3k2bR/2pp4/4P3/B3NB2/5P2/4K1N1 w - - 5 45 | [
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q4rn1/3b2Nr/Qp1k3p/p2Pn2B/7K/PP2R2P/7R/5b2 w - - 0 60 | [
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5rk1/3p4/1r1q2P1/B3nN2/p1P5/4P3/6pb/4K3 b - - 0 66 | [
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2k2r2/8/3B4/1P1p2p1/3PprP1/4P3/1K4P1/8 b - - 10 90 | [
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7n/8/8/K7/5k1p/7P/6r1/8 w - - 114 203 | [
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1n6/3k4/8/8/1rb5/6K1/8/8 w - - 3 186 | [
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r1n4r/1p1kb2n/p2p4/3PppBP/b1P5/N2K1N2/PP4R1/R7 b - - 2 37 | [
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1B6/7K/4b1n1/8/8/3k2B1/8/8 w - - 90 179 | [
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6k1/1p1r4/1P2p3/p6P/P5n1/6K1/5R2/7r b - - 4 104 | [
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rbb2k1r/Np1Q1ppp/n6n/2p1p3/4pP2/4q1P1/PBP4P/R2K1BNR w - - 1 16 | [
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8/5N1k/P7/2B5/n3b3/7N/K1R4p/8 b - - 1 65 | [
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null
] |
8/8/8/2k5/B5Kb/8/8/b2B4 w - - 71 162 | [
322
] | [
459
] | [
3
] | [
null
] |
r3k3/7K/3r1b2/Pp3P1p/1R2p3/8/3P4/2BN1R1b b - - 3 51 | [
101
] | [
244
] | [
3
] | [
null
] |
1nb2k1r/rN5p/p4p2/3B1np1/6PP/1PPKb3/8/2B2RR1 w - - 7 40 | [
78
] | [
501
] | [
3
] | [
null
] |
3R1N2/r7/3r3p/p2p2q1/Pp3P1k/1Rb2B1P/3p1K2/6N1 w - - 0 47 | [
92
] | [
142
] | [
1
] | [
false
] |
r7/8/pk6/8/1p3r2/1PbK3Q/8/5Q2 w - - 9 79 | [
156
] | [
371
] | [
3
] | [
null
] |
8/8/1r2k3/4r3/4Bp2/7K/8/B7 w - - 6 132 | [
262
] | [
385
] | [
3
] | [
null
] |
1k4K1/5B2/5b2/1P6/7p/8/8/8 w - - 7 116 | [
230
] | [
423
] | [
4
] | [
null
] |
rn1q2n1/3b2Nr/1pp3k1/p2p3p/P2P1P1p/b5P1/1P2P3/R1BQKBNR w KQ - 4 16 | [
30
] | [
190
] | [
1
] | [
false
] |
R7/1r6/R2p2kb/3p3b/1PpP4/2Q1P3/q1P5/1n2KB1R b - - 0 52 | [
103
] | [
122
] | [
1
] | [
false
] |
4k3/4n1b1/q1pB2pr/3n2P1/2bP1Pp1/1P5N/QRP1P3/6RK b - - 2 39 | [
77
] | [
297
] | [
1
] | [
true
] |
8/Rr5N/1k1N3P/8/1P1n4/8/8/K7 w - - 4 109 | [
216
] | [
343
] | [
3
] | [
null
] |
3Q4/5k2/1p6/2np4/2pP4/R1B4p/5r1P/1K4R1 b - - 0 49 | [
97
] | [
483
] | [
4
] | [
null
] |
8/8/3N4/3K4/5k2/2n5/8/8 w - - 2 194 | [
386
] | [
472
] | [
3
] | [
null
] |
3R4/p1b5/6k1/5p2/P5p1/5N2/B4K2/8 b - - 6 75 | [
149
] | [
305
] | [
3
] | [
null
] |
r1b1k1nr/ppp4p/5pp1/3ppP2/1b4P1/2NqBP1B/P1P1Q2P/R3K1NR b KQkq - 1 13 | [
25
] | [
457
] | [
3
] | [
null
] |
rnq2b2/4kppr/4b3/1p1p3n/P2P2P1/p3Q3/R3PP1R/3K2N1 w - - 0 31 | [
60
] | [
387
] | [
3
] | [
null
] |
5k2/1R6/8/p3K3/P7/2p5/r7/8 w - - 18 130 | [
258
] | [
408
] | [
3
] | [
null
] |
3k4/8/8/8/3Kq3/8/8/8 w - - 23 171 | [
340
] | [
341
] | [
3
] | [
null
] |
Subsets and Splits