[Event "Fastchess Tournament"]
[Site "?"]
[Date "2026.04.09"]
[Round "5237"]
[White "PZChessBot-dev"]
[Black "PZChessBot-base"]
[Result "1-0"]
[SetUp "1"]
[FEN "r2qkbnr/pbp4p/3p1pp1/2p1p3/4P3/N1P4P/PP1P1PP1/R1BQK1NR b KQkq - 1 425"]
[GameDuration "00:00:20"]
[GameStartTime "2026-04-09T19:53:43 -0400"]
[GameEndTime "2026-04-09T19:54:04 -0400"]
[PlyCount "1024"]
[Termination "abandoned"]
[TimeControl "-"]

425... Qd7 {+1.32/8 0.014s, n=8711, sd=8} 426. f3 {-1.11/8 0.011s, n=6035, sd=8}
d5 {+1.26/8 0.012s, n=5502, sd=8} 427. exd5 {-1.44/9 0.032s, n=16972, sd=14}
Bxd5 {+1.44/10 0.017s, n=9088, sd=11} 428. Ne2 {-1.35/10 0.008s, n=5030, sd=12}
Ne7 {+1.36/9 0.018s, n=8235, sd=10} 429. O-O {-1.44/10 0.025s, n=13509, sd=13}
Nf5 {+1.41/9 0.017s, n=9483, sd=12} 430. b3 {-1.54/9 0.018s, n=10161, sd=10}
O-O-O {+1.68/9 0.022s, n=13078, sd=12} 431. Qc2 {-1.61/9 0.021s, n=12415, sd=10}
Rg8 {+1.61/8 0.012s, n=7509, sd=9} 432. Nc4 {-1.59/8 0.010s, n=6476, sd=8}
Be7 {+1.51/8 0.012s, n=8698, sd=9} 433. d4 {-1.32/8 0.014s, n=6779, sd=9}
cxd4 {+1.54/9 0.023s, n=13276, sd=13} 434. cxd4 {-1.64/10 0.026s, n=9361, sd=16}
Nxd4 {+2.02/11 0.043s, n=30182, sd=17}
435. Nxd4 {-1.58/10 0.062s, n=30165, sd=19}
Bxc4 {+1.53/11 0.084s, n=49322, sd=22}
436. Qxc4 {-1.67/10 0.018s, n=13128, sd=19}
Qxd4+ {+1.46/10 0.007s, n=5424, sd=17}
437. Qxd4 {-1.67/10 0.008s, n=6894, sd=16}
exd4 {+1.45/11 0.012s, n=11035, sd=15} 438. Bd2 {-1.57/11 0.009s, n=8790, sd=17}
Bd6 {+1.52/10 0.016s, n=12661, sd=13}
439. Rac1 {-1.56/11 0.018s, n=15694, sd=14} Rge8 {+1.67/9 0.016s, n=9833, sd=12}
440. Kf2 {-1.44/10 0.022s, n=8690, sd=14} Re6 {+1.36/8 0.009s, n=7502, sd=8}
441. Rfe1 {-1.10/11 0.017s, n=13660, sd=14}
Rde8 {+1.22/10 0.025s, n=17500, sd=14}
442. Rxe6 {-0.98/9 0.011s, n=10386, sd=17}
Rxe6 {+0.96/10 0.027s, n=30285, sd=24}
443. Re1 {-0.88/11 0.025s, n=23433, sd=21} Kd7 {+0.92/9 0.010s, n=8589, sd=23}
444. Rxe6 {-0.97/9 0.005s, n=5458, sd=20} Kxe6 {+0.88/10 0.011s, n=12613, sd=18}
445. Ke2 {-0.93/9 0.007s, n=7767, sd=19} c5 {+0.95/11 0.012s, n=8199, sd=22}
446. Kd3 {-0.90/11 0.021s, n=14967, sd=17} Kd5 {+0.95/11 0.007s, n=5623, sd=13}
447. Be1 {-0.89/9 0.006s, n=7134, sd=17} Bf4 {+0.96/8 0.007s, n=7174, sd=14}
448. g4 {-0.88/9 0.011s, n=12320, sd=12} Bd6 {+0.93/9 0.015s, n=7933, sd=14}
449. Bh4 {-0.87/9 0.007s, n=5801, sd=15} Ke5 {+0.88/9 0.012s, n=9949, sd=13}
450. Bg3+ {-0.87/11 0.010s, n=8939, sd=16} Kd5 {+0.85/10 0.008s, n=6697, sd=14}
451. Bh4 {-0.85/11 0.008s, n=6061, sd=15} Be7 {+0.84/9 0.007s, n=5773, sd=12}
452. Bg3 {-0.77/9 0.006s, n=5195, sd=15} Bf8 {+0.80/9 0.019s, n=16031, sd=15}
453. Bb8 {-0.72/9 0.010s, n=8386, sd=15} a5 {+0.73/9 0.011s, n=8369, sd=12}
454. Bc7 {-0.89/9 0.024s, n=18110, sd=15} a4 {+0.82/9 0.013s, n=10182, sd=11}
455. Ba5 {-0.89/10 0.013s, n=9898, sd=12} axb3 {+0.91/9 0.011s, n=7883, sd=14}
456. axb3 {-0.82/11 0.011s, n=8644, sd=16} Ke5 {+0.94/9 0.006s, n=5110, sd=11}
457. Bd2 {-0.82/10 0.010s, n=8537, sd=15} Bd6 {+0.89/10 0.009s, n=7012, sd=17}
458. Bc1 {-0.80/11 0.006s, n=5511, sd=18} Be7 {+0.86/10 0.008s, n=6798, sd=17}
459. Kc4 {-0.87/11 0.015s, n=12368, sd=15} Bf8 {+0.85/10 0.004s, n=5269, sd=16}
460. Kd3 {-0.87/12 0.004s, n=5090, sd=15} Be7 {+0.84/10 0.005s, n=6737, sd=15}
461. Kc4 {-0.88/13 0.008s, n=10109, sd=18} Bf8 {+0.84/11 0.005s, n=6458, sd=20}
462. Kd3 {-0.85/10 0.004s, n=5156, sd=18} Bd6 {+0.85/11 0.006s, n=6061, sd=17}
463. Bd2 {-0.88/12 0.009s, n=7894, sd=20} Be7 {+0.80/12 0.008s, n=10081, sd=16}
464. Bc1 {-0.88/11 0.004s, n=5678, sd=17} Bd6 {+0.80/11 0.006s, n=5910, sd=17}
465. Bd2 {-0.87/14 0.012s, n=12775, sd=23} Be7 {+0.80/12 0.008s, n=7813, sd=19}
466. Bc1 {-0.82/13 0.008s, n=9556, sd=19} f5 {+0.76/11 0.015s, n=9727, sd=19}
467. Bd2 {-0.76/11 0.009s, n=9947, sd=17} Bf8 {+0.72/10 0.008s, n=10690, sd=14}
468. Bc1 {-0.76/9 0.009s, n=5996, sd=19} Be7 {+0.74/11 0.007s, n=5597, sd=16}
469. Bd2 {-0.76/11 0.010s, n=8979, sd=22} Bf6 {+0.76/11 0.009s, n=7723, sd=19}
470. Bh6 {-0.79/10 0.006s, n=5355, sd=18} Kd5 {+0.74/9 0.012s, n=10124, sd=19}
471. Bc1 {-0.79/9 0.009s, n=8744, sd=15} Ke5 {+0.78/9 0.018s, n=9765, sd=17}
472. Bh6 {-0.82/11 0.005s, n=5270, sd=18} Bd8 {+0.76/10 0.005s, n=5020, sd=17}
473. Bd2 {-0.82/11 0.006s, n=7174, sd=19} Be7 {+0.76/11 0.012s, n=9968, sd=15}
474. Bc1 {-0.82/12 0.008s, n=6386, sd=13} Bh4 {+0.76/12 0.005s, n=5893, sd=12}
475. Bh6 {-0.80/11 0.015s, n=13290, sd=19} Be1 {+0.76/11 0.006s, n=5637, sd=16}
476. Bg5 {-0.80/10 0.008s, n=8703, sd=20} Bb4 {+0.74/11 0.005s, n=6338, sd=19}
477. Bc1 {-0.80/10 0.009s, n=8166, sd=18} Ba5 {+0.74/9 0.005s, n=6875, sd=18}
478. Bg5 {-0.82/10 0.005s, n=5894, sd=19} Bb6 {+0.74/11 0.006s, n=6851, sd=15}
479. Bd2 {-0.81/11 0.005s, n=6183, sd=21} Bc7 {+0.74/11 0.004s, n=5092, sd=11}
480. Bc1 {-0.77/11 0.006s, n=7479, sd=19} Bd8 {+0.74/11 0.005s, n=5632, sd=25}
481. Bd2 {-0.77/11 0.007s, n=7290, sd=19} Be7 {+0.72/9 0.005s, n=5734, sd=17}
482. Bc1 {-0.76/11 0.006s, n=5264, sd=21} fxg4 {+0.76/10 0.006s, n=6084, sd=17}
483. fxg4 {-0.69/9 0.007s, n=6420, sd=18} g5 {+0.68/9 0.010s, n=8221, sd=19}
484. Bd2 {-0.86/10 0.008s, n=5941, sd=16} h6 {+0.61/9 0.013s, n=6969, sd=27}
485. Bc1 {-0.62/11 0.010s, n=8236, sd=18} Bf6 {+0.61/9 0.012s, n=6202, sd=18}
486. Bd2 {-0.67/11 0.009s, n=6708, sd=24} Be7 {+0.59/10 0.008s, n=6159, sd=27}
487. Bc1 {-0.58/11 0.007s, n=6647, sd=22} Bf8 {+0.56/10 0.005s, n=5767, sd=25}
488. Bd2 {-0.61/12 0.010s, n=10075, sd=19} Bd6 {+0.56/10 0.005s, n=5403, sd=23}
489. Bc1 {-0.72/12 0.008s, n=8388, sd=25} Kd5 {+0.55/9 0.005s, n=5722, sd=25}
490. Bd2 {-0.76/12 0.005s, n=5292, sd=27} Ke5 {+0.47/10 0.015s, n=15699, sd=27}
491. Bc1 {-0.76/13 0.009s, n=7434, sd=25} Bb8 {+0.73/11 0.007s, n=6381, sd=21}
492. Ba3 {-0.75/12 0.007s, n=5840, sd=26} Kd5 {+0.81/11 0.008s, n=5691, sd=15}
493. Bb2 {-0.76/12 0.010s, n=5262, sd=27} Bg3 {+0.73/12 0.018s, n=14973, sd=23}
494. Bc1 {-0.72/11 0.008s, n=5885, sd=18} Be1 {+0.73/12 0.007s, n=5654, sd=19}
495. Ba3 {-0.75/12 0.007s, n=5345, sd=22} Bb4 {+0.73/14 0.008s, n=6449, sd=26}
496. Bb2 {-0.98/12 0.040s, n=24588, sd=34} Ke5 {+0.73/12 0.006s, n=5808, sd=24}
497. Bc1 {-1.09/11 0.006s, n=6892, sd=29} Be1 {+0.70/14 0.007s, n=8273, sd=29}
498. Ba3 {-1.15/12 0.006s, n=6192, sd=31} Kd5 {+0.70/13 0.010s, n=5459, sd=25}
499. Bc1 {-1.19/14 0.019s, n=10501, sd=32} Bb4 {+0.88/14 0.012s, n=13521, sd=25}
500. Bb2 {-1.26/11 0.008s, n=5554, sd=26} Kd6 {+0.95/11 0.008s, n=6115, sd=24}
501. Ke4 {-1.16/10 0.008s, n=6276, sd=27} Kc6 {+0.94/11 0.010s, n=6761, sd=17}
502. Bc1 {-0.94/13 0.016s, n=7824, sd=26} Kb5 {+1.04/12 0.011s, n=7293, sd=21}
503. Kd3 {-1.02/13 0.010s, n=5124, sd=24} Bc3 {+1.22/12 0.009s, n=9167, sd=20}
504. Ba3 {-0.90/10 0.009s, n=6051, sd=25} Be1 {+1.12/11 0.008s, n=5854, sd=19}
505. Ke2 {-0.95/10 0.014s, n=8392, sd=26} Bb4 {+1.40/11 0.006s, n=6094, sd=21}
506. Bc1 {-0.99/11 0.010s, n=5635, sd=22} c4 {+1.64/12 0.006s, n=6170, sd=18}
507. bxc4+ {-1.04/11 0.008s, n=5807, sd=25} Kxc4 {+1.08/9 0.005s, n=5294, sd=21}
508. Bb2 {-2.26/12 0.078s, n=72741, sd=30} Bc5 {+1.14/10 0.005s, n=5251, sd=18}
509. Kd2 {-2.37/11 0.010s, n=11426, sd=23} Bd6 {+1.28/12 0.013s, n=9131, sd=20}
510. Ke2 {-2.74/9 0.008s, n=5458, sd=17} Bb4 {+2.30/11 0.006s, n=5613, sd=14}
511. Kd1 {-2.44/11 0.019s, n=20569, sd=25} Kd3 {+1.89/11 0.017s, n=17211, sd=23}
512. h4 {-3.02/12 0.012s, n=13151, sd=26} gxh4 {+2.01/12 0.006s, n=7718, sd=22}
513. Bxd4 {-3.20/10 0.016s, n=17340, sd=24}
Kxd4 {+2.93/14 0.006s, n=8266, sd=27} 514. Ke2 {-1.85/11 0.010s, n=11395, sd=22}
Ke4 {+3.13/12 0.004s, n=5481, sd=24} 515. Kf2 {-1.97/12 0.009s, n=11029, sd=26}
Kf4 {+3.19/13 0.013s, n=14636, sd=28} 516. Kg1 {-1.92/12 0.006s, n=5848, sd=38}
Kf3 {+3.41/11 0.004s, n=5931, sd=30} 517. Kh2 {-4.17/12 0.005s, n=6767, sd=28}
Bd6+ {+3.13/12 0.004s, n=7577, sd=23} 518. Kh1 {-2.65/13 0.008s, n=8575, sd=35}
Be7 {+3.53/11 0.010s, n=9861, sd=37} 519. Kh2 {-1.94/12 0.007s, n=5840, sd=32}
Bc5 {+2.37/12 0.007s, n=7771, sd=36} 520. Kh1 {-1.97/13 0.007s, n=6029, sd=28}
Bd6 {+2.31/10 0.005s, n=5021, sd=21} 521. Kg1 {-2.33/11 0.010s, n=6042, sd=26}
Kg3 {+2.13/10 0.008s, n=7183, sd=35} 522. Kh1 {-4.42/12 0.016s, n=9004, sd=34}
Kh3 {+2.13/11 0.007s, n=5145, sd=33} 523. Kg1 {-2.65/14 0.010s, n=8188, sd=38}
Kg3 {+2.54/11 0.013s, n=11372, sd=43} 524. Kh1 {-2.26/12 0.009s, n=6089, sd=34}
Bf4 {+2.02/13 0.006s, n=5127, sd=26} 525. Kg1 {-2.18/12 0.012s, n=6805, sd=38}
Be3+ {+2.02/12 0.007s, n=5742, sd=45} 526. Kh1 {-2.56/14 0.012s, n=8888, sd=39}
Kf2 {+2.14/15 0.019s, n=11518, sd=57} 527. Kh2 {-2.20/13 0.010s, n=8856, sd=27}
Kf1 {+2.04/9 0.017s, n=10764, sd=61} 528. Kh1 {-1.99/12 0.007s, n=5407, sd=22}
Ba7 {+2.04/13 0.008s, n=6566, sd=57} 529. Kh2 {-1.96/11 0.007s, n=5259, sd=28}
Bf2 {+2.04/11 0.006s, n=5205, sd=47} 530. Kh1 {-2.00/12 0.009s, n=6687, sd=40}
Bd4 {+2.04/14 0.006s, n=6175, sd=33} 531. Kh2 {-2.33/13 0.008s, n=7685, sd=34}
Bf6 {+2.04/15 0.006s, n=6306, sd=40} 532. Kh1 {-1.97/12 0.004s, n=5585, sd=34}
Bg5 {+2.04/14 0.004s, n=5508, sd=27} 533. Kh2 {-1.97/13 0.004s, n=6315, sd=35}
Kf2 {+5.42/14 0.005s, n=6806, sd=31} 534. Kh1 {-1.97/12 0.006s, n=7636, sd=35}
Kg3 {+2.04/14 0.005s, n=5698, sd=32} 535. Kg1 {-1.97/12 0.004s, n=5435, sd=38}
Be3+ {+3.93/16 0.005s, n=6696, sd=29} 536. Kh1 {-1.97/15 0.005s, n=6217, sd=41}
Bf4 {+4.18/11 0.004s, n=5094, sd=34} 537. Kg1 {-1.97/14 0.004s, n=5845, sd=54}
Bg5 {+4.38/12 0.005s, n=7287, sd=35} 538. Kh1 {-1.97/15 0.004s, n=5764, sd=52}
Kf3 {+2.29/11 0.005s, n=6992, sd=41} 539. Kh2 {-1.99/12 0.010s, n=11960, sd=55}
Be3 {+2.16/12 0.005s, n=7056, sd=33} 540. Kh1 {-5.20/10 0.008s, n=6733, sd=25}
Kf2 {+2.16/14 0.005s, n=5731, sd=34} 541. Kh2 {-5.55/14 0.008s, n=10420, sd=38}
Bg5 {+2.16/13 0.004s, n=5820, sd=26} 542. Kh1 {-2.32/15 0.005s, n=6947, sd=30}
Kg3 {+2.16/16 0.004s, n=5629, sd=26} 543. Kg1 {-5.76/11 0.007s, n=8335, sd=41}
Bf4 {+2.17/13 0.007s, n=7099, sd=42} 544. Kh1 {-3.35/13 0.007s, n=5855, sd=39}
Kf3 {+2.29/11 0.006s, n=5920, sd=35} 545. Kg1 {-5.64/13 0.007s, n=5618, sd=53}
Kg3 {+5.59/11 0.006s, n=5042, sd=47} 546. Kh1 {-3.85/13 0.007s, n=5865, sd=41}
Bd6 {+1.99/13 0.011s, n=8080, sd=32} 547. Kg1 {-2.60/14 0.010s, n=8268, sd=40}
Bc5+ {+1.99/12 0.012s, n=9250, sd=35} 548. Kh1 {-2.17/15 0.015s, n=8847, sd=32}
Kf2 {+5.04/13 0.009s, n=6509, sd=37} 549. Kh2 {-2.09/13 0.007s, n=5407, sd=31}
Bd4 {+1.98/11 0.007s, n=6288, sd=41} 550. Kh1 {-1.95/13 0.008s, n=5829, sd=28}
Kf1 {+1.97/13 0.009s, n=12039, sd=38} 551. Kh2 {-1.95/13 0.006s, n=5329, sd=26}
Be3 {+3.47/13 0.011s, n=6363, sd=35} 552. Kh1 {-1.90/14 0.011s, n=6271, sd=24}
Bg5 {+1.97/14 0.013s, n=7463, sd=33} 553. Kh2 {-1.92/13 0.016s, n=10690, sd=34}
Bf4+ {+2.89/11 0.010s, n=6321, sd=27} 554. Kh1 {-1.88/11 0.007s, n=5636, sd=29}
Be3 {+2.02/11 0.012s, n=9405, sd=36} 555. Kh2 {-3.05/13 0.008s, n=6305, sd=29}
Bg5 {+2.02/13 0.008s, n=6135, sd=26} 556. Kh1 {-3.54/14 0.030s, n=19794, sd=40}
Be3 {+2.96/12 0.014s, n=10541, sd=45} 557. Kh2 {-2.52/12 0.012s, n=8575, sd=27}
Bf4+ {+2.17/11 0.022s, n=14623, sd=54} 558. Kh1 {-1.73/12 0.008s, n=5830, sd=30}
Kf2 {+1.97/16 0.008s, n=6518, sd=31} 559. g5 {-1.75/14 0.007s, n=5864, sd=24}
Bxg5 {+1.97/14 0.007s, n=5454, sd=31} 560. Kh2 {-1.85/14 0.007s, n=5536, sd=26}
Kf3 {+1.96/14 0.008s, n=6479, sd=29} 561. Kg1 {-2.00/12 0.006s, n=5001, sd=24}
Be3+ {+2.18/14 0.008s, n=7427, sd=33} 562. Kh1 {-1.86/12 0.007s, n=5269, sd=19}
Bc5 {+1.73/13 0.018s, n=15592, sd=31} 563. Kh2 {-1.93/15 0.007s, n=5901, sd=20}
Bd4 {+1.73/12 0.008s, n=7334, sd=28} 564. Kh1 {-1.96/15 0.007s, n=5758, sd=29}
Kf2 {+1.86/13 0.007s, n=6714, sd=33} 565. Kh2 {-2.14/13 0.008s, n=6012, sd=30}
Kf1 {+1.86/12 0.006s, n=5540, sd=29} 566. Kh1 {-1.85/14 0.009s, n=7427, sd=25}
Ba7 {+1.94/12 0.007s, n=6526, sd=33} 567. Kh2 {-1.80/14 0.010s, n=7531, sd=26}
Bd4 {+2.28/13 0.005s, n=5210, sd=29} 568. Kh1 {-1.84/13 0.008s, n=5975, sd=40}
Ba7 {+1.86/11 0.007s, n=5817, sd=21} 569. Kh2 {-1.84/11 0.007s, n=5566, sd=28}
Be3 {+2.16/12 0.007s, n=6047, sd=31} 570. Kh1 {-1.84/15 0.008s, n=5095, sd=30}
Bg5 {+1.72/13 0.013s, n=10661, sd=41} 571. Kh2 {-1.94/13 0.010s, n=5907, sd=24}
Bd8 {+1.73/13 0.015s, n=5413, sd=28} 572. Kh1 {-1.72/11 0.005s, n=5146, sd=30}
Ba5 {+2.24/12 0.007s, n=7099, sd=29} 573. Kh2 {-1.78/12 0.008s, n=6704, sd=22}
Bb6 {+1.68/13 0.011s, n=13764, sd=37} 574. Kh1 {-1.85/14 0.007s, n=5375, sd=28}
Be3 {+2.04/14 0.009s, n=8654, sd=29} 575. Kh2 {-1.50/15 0.011s, n=9484, sd=26}
Bf4+ {+1.76/12 0.007s, n=6345, sd=41} 576. Kh1 {-1.66/13 0.008s, n=5029, sd=28}
Bd2 {+1.76/15 0.009s, n=6312, sd=27} 577. Kh2 {-1.85/14 0.004s, n=5175, sd=39}
Be3 {+1.88/16 0.005s, n=5297, sd=35} 578. Kh1 {-2.04/14 0.006s, n=5070, sd=22}
Bg5 {+2.14/15 0.013s, n=13144, sd=33} 579. Kh2 {-1.79/14 0.006s, n=6554, sd=28}
Bc1 {+2.33/12 0.009s, n=5515, sd=35} 580. Kh1 {-1.77/15 0.006s, n=5191, sd=32}
Be3 {+1.77/12 0.007s, n=5193, sd=51} 581. Kh2 {-1.77/12 0.010s, n=5897, sd=24}
Bc5 {+1.88/12 0.010s, n=6115, sd=43} 582. Kh1 {-1.77/16 0.011s, n=7568, sd=28}
Bd4 {+1.84/13 0.006s, n=5975, sd=37} 583. Kh2 {-1.72/16 0.008s, n=9208, sd=38}
Bc3 {+1.70/14 0.010s, n=6435, sd=35} 584. Kh1 {-1.72/12 0.009s, n=5393, sd=26}
Bb4 {+1.88/13 0.007s, n=6328, sd=33} 585. Kh2 {-1.72/12 0.004s, n=5185, sd=36}
Bd2 {+2.16/11 0.008s, n=5004, sd=29} 586. Kh1 {-1.72/13 0.008s, n=6003, sd=38}
Bb4 {+1.84/13 0.005s, n=5111, sd=26} 587. Kh2 {-1.72/13 0.009s, n=5357, sd=50}
Bd2 {+1.69/14 0.009s, n=8143, sd=33} 588. Kh1 {-1.72/15 0.005s, n=6022, sd=34}
Kf2 {+1.84/12 0.004s, n=5530, sd=31} 589. Kh2 {-1.72/15 0.005s, n=5175, sd=36}
Bg5 {+1.88/11 0.005s, n=6580, sd=29} 590. Kh1 {-1.72/16 0.004s, n=5031, sd=40}
Be3 {+1.70/12 0.006s, n=7171, sd=27} 591. Kh2 {-1.76/15 0.004s, n=5256, sd=38}
Bd2 {+1.89/12 0.004s, n=5831, sd=37} 592. Kh1 {-1.76/15 0.004s, n=5190, sd=36}
Bc1 {+1.88/15 0.007s, n=6626, sd=35} 593. Kh2 {-1.75/14 0.005s, n=6740, sd=34}
Bd2 {+1.72/13 0.006s, n=5786, sd=29} 594. Kh1 {-1.60/15 0.011s, n=12279, sd=32}
Bc1 {+1.84/15 0.005s, n=5879, sd=45} 595. Kh2 {-1.60/12 0.005s, n=5316, sd=26}
Bf4+ {+1.73/11 0.004s, n=5630, sd=35} 596. Kh1 {-2.04/14 0.004s, n=5340, sd=28}
Kg3 {+1.69/13 0.008s, n=10599, sd=27} 597. Kg1 {-1.74/14 0.006s, n=5776, sd=26}
Be3+ {+1.73/14 0.005s, n=5673, sd=39} 598. Kh1 {-1.82/13 0.005s, n=5899, sd=30}
Kf2 {+1.88/13 0.006s, n=5716, sd=41} 599. Kh2 {-1.82/14 0.007s, n=7427, sd=22}
Bg5 {+1.73/10 0.006s, n=5434, sd=27} 600. Kh1 {-1.64/13 0.007s, n=5261, sd=18}
Kg3 {+2.00/13 0.005s, n=6465, sd=33} 601. Kg1 {-2.00/14 0.004s, n=5052, sd=26}
Be7 {+1.69/16 0.023s, n=17189, sd=41} 602. Kh1 {-1.66/15 0.004s, n=6078, sd=28}
Kf2 {+1.69/13 0.009s, n=8038, sd=33} 603. Kh2 {-1.82/15 0.006s, n=6073, sd=34}
Kf1 {+2.17/12 0.004s, n=5189, sd=37} 604. Kh1 {-1.70/15 0.010s, n=7913, sd=36}
Ba3 {+1.84/15 0.007s, n=5713, sd=37} 605. Kh2 {-1.67/15 0.010s, n=7796, sd=32}
Bc1 {+1.88/15 0.009s, n=7545, sd=44} 606. Kh1 {-1.67/15 0.011s, n=6035, sd=28}
h3 {+1.84/13 0.004s, n=5420, sd=37} 607. Kh2 {-1.67/15 0.014s, n=6521, sd=28}
Kf2 {+1.88/14 0.016s, n=8376, sd=43} 608. Kh1 {-1.67/14 0.008s, n=5897, sd=34}
Be3 {+1.84/14 0.009s, n=6201, sd=33} 609. Kh2 {-1.67/14 0.009s, n=6797, sd=26}
Bc5 {+1.82/13 0.011s, n=6650, sd=31} 610. Kh1 {-1.64/14 0.007s, n=6681, sd=38}
Be7 {+1.79/15 0.011s, n=6806, sd=29} 611. Kh2 {-1.64/13 0.010s, n=5892, sd=40}
Bc5 {+1.79/13 0.005s, n=5617, sd=31} 612. Kh1 {-1.64/14 0.011s, n=6505, sd=40}
Be7 {+1.77/14 0.005s, n=5997, sd=38} 613. Kh2 {-1.82/14 0.007s, n=5035, sd=34}
Kf1 {+1.74/12 0.011s, n=7677, sd=35} 614. Kh1 {-1.94/16 0.005s, n=5491, sd=36}
Ba3 {+1.88/12 0.008s, n=6308, sd=29} 615. Kh2 {-1.94/18 0.007s, n=5121, sd=38}
Bc1 {+1.73/12 0.008s, n=6659, sd=27} 616. Kh1 {-1.94/18 0.008s, n=5384, sd=40}
Be3 {+1.84/13 0.008s, n=6858, sd=55} 617. Kh2 {-1.94/17 0.005s, n=5861, sd=43}
Kf2 {+1.84/12 0.009s, n=7381, sd=45} 618. Kh1 {-1.85/15 0.006s, n=5222, sd=33}
Bd2 {+1.74/13 0.008s, n=6590, sd=37} 619. Kh2 {-1.94/17 0.008s, n=6744, sd=29}
Bf4+ {+1.79/11 0.006s, n=6377, sd=29} 620. Kh1 {-1.87/16 0.005s, n=5232, sd=28}
Be3 {+1.72/14 0.005s, n=6081, sd=29} 621. Kh2 {-1.75/13 0.012s, n=7164, sd=48}
Bf4+ {+1.88/14 0.007s, n=5540, sd=35} 622. Kh1 {-1.66/14 0.014s, n=8239, sd=30}
Bg5 {+1.72/13 0.005s, n=7140, sd=39} 623. Kh2 {-1.66/14 0.005s, n=6301, sd=28}
Kf1 {+1.84/12 0.004s, n=5108, sd=45} 624. Kh1 {-1.65/15 0.005s, n=6259, sd=36}
Be7 {+1.72/12 0.009s, n=5715, sd=27} 625. Kh2 {-1.65/13 0.010s, n=7026, sd=28}
Bc5 {+1.73/11 0.004s, n=5519, sd=27} 626. Kh1 {-1.65/13 0.005s, n=6191, sd=38}
Be7 {+1.84/12 0.005s, n=5335, sd=21} 627. Kh2 {-1.94/13 0.009s, n=5916, sd=32}
Bc5 {+1.72/14 0.009s, n=9221, sd=39} 628. Kh1 {-1.94/15 0.005s, n=5377, sd=25}
Kf2 {+1.63/16 0.022s, n=14271, sd=41} 629. Kh2 {-1.91/14 0.009s, n=5781, sd=28}
Bd6+ {+1.87/13 0.005s, n=5847, sd=37} 630. Kh1 {-1.67/14 0.006s, n=5969, sd=32}
Kg3 {+1.65/12 0.010s, n=5644, sd=28} 631. Kg1 {-1.66/14 0.007s, n=5804, sd=45}
Ba3 {+1.63/13 0.010s, n=6651, sd=45} 632. Kh1 {-1.85/16 0.010s, n=5323, sd=35}
Be7 {+1.63/12 0.005s, n=5280, sd=43} 633. Kg1 {-1.85/14 0.006s, n=5371, sd=26}
Bd6 {+1.63/14 0.007s, n=5976, sd=33} 634. Kh1 {-1.65/15 0.007s, n=5358, sd=21}
Ba3 {+1.68/15 0.007s, n=5236, sd=33} 635. Kg1 {-1.72/14 0.006s, n=5260, sd=25}
Bb4 {+1.64/13 0.007s, n=5275, sd=29} 636. Kh1 {-1.82/15 0.006s, n=5360, sd=26}
Bd6 {+1.70/13 0.005s, n=5698, sd=29} 637. Kg1 {-2.04/14 0.007s, n=5442, sd=24}
Bc5+ {+1.70/12 0.006s, n=5232, sd=23} 638. Kh1 {-2.04/16 0.005s, n=5151, sd=26}
Kf2 {+1.68/13 0.007s, n=6832, sd=34} 639. Kh2 {-1.94/15 0.006s, n=5472, sd=28}
Bb4 {+1.40/13 0.021s, n=16863, sd=35} 640. Kh1 {-1.74/13 0.004s, n=5064, sd=26}
Kg3 {+1.73/14 0.010s, n=9778, sd=33} 641. Kg1 {-1.69/14 0.007s, n=6829, sd=26}
Bc3 {+1.61/13 0.005s, n=6928, sd=31} 642. Kh1 {-1.68/14 0.009s, n=6789, sd=30}
Be5 {+1.61/12 0.004s, n=5006, sd=25} 643. Kg1 {-1.90/14 0.005s, n=5128, sd=28}
Bd4+ {+1.35/13 0.024s, n=18808, sd=31} 644. Kh1 {-1.71/15 0.004s, n=5405, sd=26}
Kf3 {+1.23/12 0.017s, n=11309, sd=33} 645. Kh2 {-1.71/14 0.004s, n=5107, sd=24}
Bc5 {+1.87/10 0.010s, n=6002, sd=23} 646. Kh1 {-1.71/15 0.006s, n=6934, sd=22}
Bd6 {+1.20/11 0.014s, n=10412, sd=21} 647. Kg1 {-1.94/13 0.009s, n=6724, sd=20}
Kg3 {+1.71/11 0.005s, n=5446, sd=28} 648. Kh1 {-1.58/13 0.006s, n=5865, sd=18}
Ba3 {+1.21/12 0.010s, n=7140, sd=30} 649. Kg1 {-1.54/13 0.010s, n=6656, sd=17}
Bc5+ {+1.09/11 0.010s, n=9979, sd=26} 650. Kh1 {-1.39/12 0.008s, n=5495, sd=14}
Kf3 {+1.49/14 0.014s, n=10566, sd=27} 651. Kh2 {-1.31/11 0.007s, n=6958, sd=12}
Kg4 {+1.13/11 0.008s, n=7372, sd=21} 652. Kh1 {-1.13/10 0.008s, n=7067, sd=17}
Kf3 {+1.59/9 0.007s, n=5839, sd=19} 653. Kh2 {-2.34/14 0.007s, n=7061, sd=22}
Bd6+ {+1.17/12 0.009s, n=7085, sd=21} 654. Kh1 {-1.13/14 0.012s, n=9845, sd=26}
Bf4 {+1.61/10 0.010s, n=6163, sd=21} 655. Kg1 {-1.20/12 0.015s, n=8577, sd=30}
h2+ {+1.34/10 0.009s, n=5955, sd=19} 656. Kh1 {-1.12/12 0.005s, n=5300, sd=26}
Ke3 {+1.81/13 0.009s, n=6205, sd=26} 657. Kg2 {-1.11/12 0.009s, n=7837, sd=26}
Bb8 {+1.28/11 0.011s, n=8633, sd=23} 658. Kh1 {-1.11/12 0.006s, n=5291, sd=24}
Ke2 {+1.28/12 0.007s, n=6732, sd=25} 659. Kg2 {-2.05/13 0.009s, n=5692, sd=34}
Bc7 {+1.58/12 0.012s, n=7781, sd=27} 660. Kh1 {-1.11/14 0.007s, n=5129, sd=27}
Bf4 {+1.32/13 0.015s, n=11869, sd=31} 661. Kg2 {-1.11/15 0.015s, n=10077, sd=34}
Ke3 {+1.40/11 0.010s, n=7352, sd=27} 662. Kh1 {-1.11/14 0.008s, n=6490, sd=30}
Bd6 {+1.35/12 0.008s, n=6305, sd=27} 663. Kg2 {-1.11/15 0.007s, n=6274, sd=36}
Ke2 {+1.33/13 0.016s, n=11589, sd=35} 664. Kh1 {-1.11/15 0.006s, n=5316, sd=32}
Be5 {+1.33/12 0.009s, n=6218, sd=33} 665. Kg2 {-1.11/15 0.009s, n=5291, sd=36}
Bf4 {+1.33/11 0.010s, n=6603, sd=30} 666. Kh1 {-1.11/16 0.015s, n=8714, sd=45}
Bd6 {+1.33/12 0.007s, n=5266, sd=35} 667. Kg2 {-1.11/15 0.010s, n=6142, sd=38}
Bb8 {+1.33/12 0.009s, n=8680, sd=37} 668. Kh1 {-1.11/15 0.009s, n=6297, sd=40}
Ke3 {+1.33/12 0.008s, n=5669, sd=31} 669. Kg2 {-1.11/13 0.006s, n=5260, sd=34}
Bf4 {+1.33/12 0.005s, n=5179, sd=29} 670. Kh1 {-1.11/13 0.005s, n=5087, sd=28}
Ke2 {+1.31/12 0.005s, n=5018, sd=27} 671. Kg2 {-1.76/15 0.014s, n=10105, sd=50}
Bg3 {+1.30/11 0.007s, n=5420, sd=27} 672. Kh1 {-1.60/14 0.006s, n=5184, sd=28}
Bb8 {+1.24/12 0.016s, n=12105, sd=45} 673. Kg2 {-1.76/13 0.005s, n=5450, sd=26}
Ke3 {+1.24/12 0.006s, n=5913, sd=31} 674. Kh1 {-1.50/13 0.005s, n=5761, sd=30}
Bg3 {+1.24/11 0.005s, n=5567, sd=41} 675. Kg2 {-1.35/13 0.008s, n=7260, sd=34}
Ke2 {+1.24/11 0.009s, n=5776, sd=39} 676. Kh1 {-1.16/13 0.014s, n=8445, sd=28}
Bd6 {+1.55/12 0.007s, n=6103, sd=35} 677. Kg2 {-1.16/13 0.017s, n=7378, sd=32}
Ke3 {+1.22/11 0.005s, n=5153, sd=31} 678. Kh1 {-1.16/14 0.010s, n=5761, sd=42}
Bc7 {+1.22/11 0.010s, n=5954, sd=21} 679. Kg2 {-2.26/14 0.010s, n=5602, sd=42}
Be5 {+2.17/12 0.015s, n=9031, sd=35} 680. Kh1 {-1.20/15 0.010s, n=7241, sd=30}
Bd6 {+1.54/11 0.008s, n=5834, sd=43} 681. Kg2 {-1.20/13 0.013s, n=6273, sd=38}
Be5 {+1.45/10 0.017s, n=10560, sd=31} 682. Kh1 {-1.20/13 0.005s, n=5172, sd=28}
Bc7 {+1.27/11 0.008s, n=6227, sd=31} 683. Kg2 {-1.20/14 0.006s, n=6122, sd=38}
Ke2 {+1.45/12 0.013s, n=10792, sd=29} 684. Kh1 {-1.20/15 0.011s, n=7050, sd=32}
Bg3 {+1.32/10 0.009s, n=8057, sd=27} 685. Kg2 {-1.46/13 0.005s, n=5783, sd=34}
Bd6 {+2.10/11 0.014s, n=5617, sd=43} 686. Kh1 {-1.20/13 0.005s, n=5125, sd=28}
Bg3 {+1.33/12 0.015s, n=9799, sd=27} 687. Kg2 {-1.20/12 0.011s, n=6483, sd=36}
Ke3 {+1.37/12 0.018s, n=11282, sd=25} 688. Kh1 {-1.92/14 0.011s, n=6935, sd=31}
Ke4 {+1.34/12 0.009s, n=7996, sd=27} 689. Kg2 {-1.20/12 0.009s, n=5937, sd=18}
Be5 {+1.21/12 0.017s, n=15193, sd=35} 690. Kh1 {-1.83/14 0.007s, n=5465, sd=32}
Ke3 {+1.43/11 0.007s, n=6135, sd=33} 691. Kg2 {-1.92/15 0.005s, n=5244, sd=30}
Bc7 {+1.18/10 0.008s, n=7515, sd=23} 692. Kh1 {-1.18/15 0.019s, n=16189, sd=34}
Bg3 {+1.17/11 0.012s, n=6670, sd=23} 693. Kg2 {-1.30/14 0.010s, n=5957, sd=28}
Kf4 {+1.13/11 0.021s, n=16712, sd=31} 694. Kh1 {-1.18/12 0.006s, n=5087, sd=26}
Ke4 {+1.11/13 0.026s, n=22502, sd=33} 695. Kg2 {-1.18/12 0.007s, n=6161, sd=28}
Be5 {+1.11/11 0.010s, n=8560, sd=27} 696. Kh1 {-1.15/11 0.008s, n=6832, sd=30}
Bf4 {+1.10/10 0.014s, n=11876, sd=29} 697. Kg2 {-1.13/11 0.007s, n=5781, sd=18}
Bc7 {+1.10/11 0.011s, n=9721, sd=33} 698. Kh1 {-1.30/14 0.007s, n=6800, sd=22}
Bf4 {+1.09/10 0.015s, n=9874, sd=33} 699. Kg2 {-1.13/12 0.016s, n=10363, sd=29}
Bc7 {+1.07/11 0.017s, n=13569, sd=25} 700. Kh1 {-1.26/15 0.010s, n=6560, sd=28}
h5 {+1.08/10 0.008s, n=5643, sd=25} 701. Kg2 {-1.13/13 0.005s, n=5558, sd=24}
Bf4 {+1.08/11 0.009s, n=5554, sd=35} 702. Kh1 {-1.13/13 0.008s, n=7658, sd=27}
Ke3 {+1.08/10 0.008s, n=5767, sd=29} 703. Kg2 {-1.13/13 0.006s, n=5807, sd=29}
Be5 {+1.08/10 0.010s, n=7019, sd=29} 704. Kh1 {-1.13/14 0.008s, n=5343, sd=30}
Bc7 {+1.16/11 0.007s, n=6026, sd=39} 705. Kg2 {-1.13/13 0.006s, n=5793, sd=40}
Ke4 {+1.16/11 0.010s, n=6696, sd=33} 706. Kh1 {-1.13/14 0.006s, n=5268, sd=30}
Bg3 {+1.14/13 0.011s, n=7495, sd=31} 707. Kg2 {-1.13/15 0.011s, n=7001, sd=34}
Ke3 {+1.14/12 0.007s, n=6478, sd=25} 708. Kh1 {-1.13/15 0.006s, n=6224, sd=33}
Ke2 {+1.14/11 0.010s, n=5802, sd=27} 709. Kg2 {-1.13/14 0.011s, n=5094, sd=30}
Bd6 {+1.14/12 0.010s, n=6737, sd=25} 710. Kh1 {-1.94/15 0.009s, n=5579, sd=60}
Ke3 {+1.16/13 0.014s, n=9299, sd=49} 711. Kg2 {-1.14/14 0.017s, n=9153, sd=28}
Bc7 {+1.19/11 0.007s, n=5049, sd=33} 712. Kh1 {-1.14/13 0.010s, n=6183, sd=32}
Bg3 {+1.16/12 0.008s, n=5560, sd=27} 713. Kg2 {-1.33/14 0.010s, n=5933, sd=36}
Ke2 {+1.16/13 0.008s, n=5474, sd=33} 714. Kh1 {-1.15/12 0.009s, n=5311, sd=32}
Bf4 {+1.16/12 0.015s, n=10492, sd=29} 715. Kg2 {-1.94/13 0.008s, n=6804, sd=30}
Ke3 {+1.16/12 0.008s, n=5066, sd=35} 716. Kh1 {-1.18/13 0.009s, n=5640, sd=30}
Bd6 {+1.16/12 0.008s, n=5324, sd=33} 717. Kg2 {-1.18/12 0.009s, n=6241, sd=28}
Ke2 {+1.81/13 0.009s, n=5398, sd=37} 718. Kh1 {-1.94/12 0.009s, n=5263, sd=30}
Bg3 {+1.16/11 0.011s, n=6844, sd=33} 719. Kg2 {-1.26/13 0.011s, n=6667, sd=22}
Bf4 {+1.18/11 0.013s, n=7249, sd=23} 720. Kh1 {-1.15/13 0.008s, n=5903, sd=27}
Ke3 {+1.16/11 0.008s, n=5259, sd=25} 721. Kg2 {-1.30/12 0.016s, n=6112, sd=30}
Be5 {+1.15/11 0.012s, n=7412, sd=27} 722. Kh1 {-1.15/12 0.014s, n=7094, sd=22}
Bg3 {+0.90/11 0.049s, n=27529, sd=27} 723. Kg2 {-1.17/11 0.011s, n=6013, sd=34}
Ke2 {+0.88/11 0.041s, n=21106, sd=29} 724. Kh1 {-1.03/12 0.025s, n=15109, sd=26}
Bd6 {+2.13/12 0.040s, n=20815, sd=34} 725. Kg2 {-1.10/12 0.013s, n=7758, sd=22}
Be5 {+0.93/10 0.016s, n=9364, sd=32} 726. Kh1 {-0.88/12 0.013s, n=7274, sd=29}
Bc7 {+0.93/11 0.010s, n=5973, sd=36} 727. Kg2 {-1.03/11 0.011s, n=6422, sd=26}
Bb8 {+0.94/12 0.013s, n=7764, sd=29} 728. Kh1 {-1.03/12 0.009s, n=5145, sd=26}
Bd6 {+0.94/12 0.009s, n=5107, sd=30} 729. Kg2 {-1.03/12 0.013s, n=7154, sd=26}
Be5 {+0.98/11 0.010s, n=6234, sd=31} 730. Kh1 {-1.03/13 0.006s, n=5168, sd=24}
Bb8 {+1.13/11 0.010s, n=5707, sd=29} 731. Kg2 {-1.03/14 0.007s, n=5860, sd=30}
Kd1 {+0.92/11 0.014s, n=7843, sd=35} 732. Kh1 {-0.93/13 0.028s, n=12978, sd=30}
Ke2 {+0.92/12 0.032s, n=22616, sd=47} 733. Kg2 {-0.93/10 0.010s, n=5034, sd=20}
Kd1 {+0.92/10 0.009s, n=5764, sd=27} 734. Kh1 {-0.93/12 0.014s, n=7449, sd=30}
Bc7 {+0.92/12 0.016s, n=7091, sd=41} 735. Kg2 {-0.98/12 0.006s, n=5053, sd=26}
Ke2 {+0.92/13 0.016s, n=7299, sd=39} 736. Kh1 {-1.06/13 0.009s, n=6669, sd=27}
Bf4 {+0.92/13 0.008s, n=6385, sd=37} 737. Kg2 {-1.02/12 0.009s, n=6140, sd=18}
Ke1 {+0.92/12 0.017s, n=8898, sd=36} 738. Kh1 {-1.04/13 0.013s, n=7096, sd=24}
Be5 {+0.92/12 0.014s, n=7641, sd=37} 739. Kg2 {-1.04/15 0.011s, n=6239, sd=48}
Bc7 {+0.92/12 0.010s, n=5688, sd=35} 740. Kh1 {-1.04/14 0.011s, n=6446, sd=44}
Bd6 {+0.92/12 0.010s, n=6444, sd=33} 741. Kg2 {-1.04/15 0.009s, n=5116, sd=46}
Be5 {+0.89/12 0.025s, n=16759, sd=33} 742. Kh1 {-1.04/15 0.010s, n=6055, sd=40}
Bb8 {+0.96/11 0.011s, n=9149, sd=37} 743. Kg2 {-1.04/15 0.009s, n=5378, sd=40}
Be5 {+0.87/10 0.027s, n=14070, sd=24} 744. Kh1 {-1.05/15 0.009s, n=5534, sd=44}
Bd6 {+0.87/11 0.012s, n=5405, sd=31} 745. Kg2 {-1.05/14 0.014s, n=7681, sd=28}
Bb8 {+0.81/10 0.041s, n=24377, sd=29} 746. Kh1 {-1.00/14 0.006s, n=5423, sd=28}
h4 {+0.81/11 0.012s, n=5789, sd=31} 747. Kg2 {-1.10/13 0.011s, n=5863, sd=26}
Kd2 {+0.81/11 0.015s, n=8777, sd=31} 748. Kh1 {-1.10/13 0.011s, n=5826, sd=26}
Bg3 {+0.81/11 0.009s, n=6356, sd=31} 749. Kg2 {-1.10/13 0.013s, n=7372, sd=28}
Kd1 {+0.81/10 0.012s, n=6347, sd=37} 750. Kh1 {-1.10/14 0.009s, n=7123, sd=32}
Bc7 {+0.81/12 0.016s, n=9760, sd=39} 751. Kg2 {-1.10/16 0.010s, n=6475, sd=37}
Kd2 {+0.81/11 0.010s, n=5800, sd=27} 752. Kh1 {-1.10/14 0.006s, n=5454, sd=32}
Bg3 {+0.81/12 0.007s, n=5606, sd=35} 753. Kg2 {-1.10/14 0.008s, n=5064, sd=32}
Kd1 {+0.81/10 0.008s, n=6014, sd=33} 754. Kh1 {-1.10/15 0.010s, n=5691, sd=38}
Kc1 {+0.81/11 0.014s, n=8140, sd=23} 755. Kg2 {-1.10/11 0.008s, n=5231, sd=28}
Bd6 {+0.81/12 0.009s, n=7183, sd=31} 756. Kh1 {-1.10/14 0.009s, n=5829, sd=34}
Kd1 {+0.81/11 0.008s, n=5291, sd=27} 757. Kg2 {-1.10/14 0.008s, n=5217, sd=32}
Bb8 {+0.81/12 0.008s, n=5821, sd=29} 758. Kh1 {-1.10/16 0.008s, n=5393, sd=36}
Bg3 {+0.81/14 0.013s, n=8218, sd=35} 759. Kg2 {-1.10/15 0.017s, n=5616, sd=34}
Kc1 {+0.81/14 0.021s, n=11290, sd=41} 760. Kh1 {-1.10/15 0.008s, n=5727, sd=40}
Kb2 {+0.81/12 0.010s, n=5292, sd=45} 761. Kg2 {-1.10/12 0.010s, n=5772, sd=30}
Kb1 {+0.81/14 0.016s, n=9209, sd=39} 762. Kh1 {-1.10/12 0.009s, n=5197, sd=32}
Ka1 {+0.81/14 0.008s, n=6437, sd=33} 763. Kg2 {-1.10/14 0.008s, n=5299, sd=34}
Bd6 {+0.81/14 0.008s, n=5260, sd=33} 764. Kh1 {-1.10/14 0.007s, n=5902, sd=42}
Bc7 {+0.81/14 0.010s, n=6383, sd=33} 765. Kg2 {-1.10/16 0.008s, n=5960, sd=46}
Kb1 {+0.84/15 0.012s, n=7345, sd=47} 766. Kh1 {-1.10/15 0.011s, n=5857, sd=38}
Kc1 {+0.84/13 0.008s, n=5281, sd=37} 767. Kg2 {-1.10/15 0.009s, n=5816, sd=42}
Bd6 {+0.81/14 0.010s, n=7896, sd=35} 768. Kh1 {-1.10/14 0.007s, n=5213, sd=40}
Kb1 {+0.81/13 0.008s, n=6499, sd=33} 769. Kg2 {-1.10/13 0.010s, n=5087, sd=38}
Bb8 {+0.81/13 0.010s, n=5190, sd=41} 770. Kh1 {-1.10/15 0.012s, n=5975, sd=34}
Kc2 {+0.81/13 0.013s, n=6909, sd=39} 771. Kg2 {-1.10/12 0.009s, n=5227, sd=34}
Bc7 {+0.81/13 0.013s, n=6829, sd=33} 772. Kh1 {-1.10/14 0.012s, n=6308, sd=38}
Kb1 {+0.86/14 0.010s, n=5549, sd=36} 773. Kg2 {-1.10/14 0.012s, n=5746, sd=48}
Bd6 {+0.87/13 0.010s, n=5199, sd=34} 774. Kh1 {-1.10/15 0.009s, n=5197, sd=32}
Bg3 {+0.81/12 0.010s, n=5666, sd=35} 775. Kg2 {-1.10/13 0.010s, n=5491, sd=44}
Kc2 {+0.81/13 0.014s, n=7008, sd=36} 776. Kh1 {-1.10/13 0.013s, n=7255, sd=32}
Bc7 {+0.81/12 0.010s, n=5309, sd=27} 777. Kg2 {-1.10/12 0.010s, n=5236, sd=34}
Kb1 {+0.81/12 0.010s, n=5525, sd=27} 778. Kh1 {-1.11/15 0.013s, n=7234, sd=38}
Bg3 {+0.81/13 0.011s, n=6117, sd=31} 779. Kg2 {-1.11/12 0.011s, n=6141, sd=34}
Kc2 {+0.81/11 0.008s, n=5972, sd=35} 780. Kh1 {-1.11/14 0.010s, n=5874, sd=32}
Bc7 {+0.81/10 0.018s, n=7784, sd=25} 781. Kg2 {-1.11/14 0.011s, n=5618, sd=32}
Bd6 {+0.81/10 0.015s, n=6854, sd=31} 782. Kh1 {-1.13/15 0.025s, n=19675, sd=30}
Kd1 {+0.81/12 0.007s, n=6372, sd=29} 783. Kg2 {-1.11/11 0.012s, n=9032, sd=26}
Bc7 {+0.81/11 0.009s, n=7288, sd=27} 784. Kh1 {-1.11/13 0.012s, n=8409, sd=26}
Kc1 {+0.84/12 0.050s, n=20321, sd=25} 785. Kg2 {-1.08/13 0.036s, n=16907, sd=24}
Kb2 {+0.80/11 0.013s, n=8412, sd=23} 786. Kh1 {-1.04/11 0.018s, n=9673, sd=22}
Be5 {+0.80/10 0.011s, n=5704, sd=21} 787. Kg2 {-1.04/11 0.016s, n=8065, sd=20}
Bd6 {+0.79/11 0.133s, n=68057, sd=21} 788. Kh1 {-0.93/12 0.016s, n=8781, sd=18}
Be5 {+0.63/10 0.017s, n=8499, sd=17} 789. Kg2 {-0.93/10 0.011s, n=5551, sd=16}
Kc2 {+1.29/12 0.068s, n=41091, sd=27} 790. Kh1 {-0.87/12 0.022s, n=12578, sd=14}
Kd3 {+0.62/11 0.011s, n=7182, sd=17} 791. Kg2 {-0.86/11 0.015s, n=7442, sd=12}
Kd4 {+0.65/10 0.015s, n=6833, sd=19} 792. Kh1 {-0.57/10 0.015s, n=6731, sd=10}
Kd3 {+1.33/15 0.020s, n=9730, sd=31} 793. Kg2 {-0.88/11 0.020s, n=9256, sd=12}
Bg3 {+0.93/14 0.014s, n=9754, sd=33} 794. Kh1 {-1.01/12 0.011s, n=6664, sd=22}
Ke4 {+0.92/11 0.008s, n=5623, sd=29} 795. Kg2 {-1.01/14 0.008s, n=6322, sd=27}
h1=R {+0.73/11 0.019s, n=10390, sd=25}
796. Kxh1 {-1.00/12 0.012s, n=6172, sd=30} Kf3 {+0.73/11 0.016s, n=6778, sd=25}
797. Kg1 {-1.00/12 0.008s, n=5408, sd=24} Be5 {+0.73/11 0.012s, n=6716, sd=33}
798. Kh1 {-0.74/15 0.023s, n=14761, sd=38} Kg3 {+0.73/12 0.015s, n=7594, sd=35}
799. Kg1 {-0.74/11 0.009s, n=5013, sd=36} Bf6 {+0.87/12 0.009s, n=5199, sd=37}
800. Kh1 {-0.74/12 0.013s, n=5560, sd=36} Kh3 {+0.76/14 0.018s, n=6589, sd=37}
801. Kg1 {-1.07/13 0.010s, n=5323, sd=46} Be7 {+0.80/15 0.008s, n=7335, sd=41}
802. Kh1 {-0.76/15 0.008s, n=6078, sd=40} Bb4 {+0.80/12 0.008s, n=5375, sd=41}
803. Kg1 {-1.02/14 0.011s, n=6169, sd=42} Bf8 {+0.97/14 0.010s, n=5458, sd=39}
804. Kh1 {-0.90/15 0.011s, n=7361, sd=38} Be7 {+0.76/14 0.009s, n=8421, sd=41}
805. Kg1 {-0.86/15 0.010s, n=8710, sd=48} Kg3 {+0.76/14 0.008s, n=5631, sd=37}
806. Kh1 {-0.86/15 0.009s, n=7717, sd=37} Bf6 {+0.76/15 0.006s, n=5453, sd=38}
807. Kg1 {-0.89/14 0.008s, n=5038, sd=29} Kh3 {+0.76/14 0.008s, n=6792, sd=45}
808. Kh1 {-0.89/17 0.006s, n=5489, sd=30} Bc3 {+0.76/13 0.006s, n=5186, sd=33}
809. Kg1 {-1.09/17 0.007s, n=5623, sd=40} Bd2 {+0.76/15 0.008s, n=6565, sd=47}
810. Kh1 {-0.94/15 0.010s, n=7652, sd=34} Bg5 {+0.76/15 0.006s, n=5405, sd=39}
811. Kg1 {-0.93/13 0.007s, n=5763, sd=38} Bh6 {+0.76/15 0.006s, n=5167, sd=47}
812. Kh1 {-0.92/15 0.008s, n=6611, sd=40} Bf8 {+0.76/14 0.006s, n=5601, sd=53}
813. Kg1 {-0.92/15 0.006s, n=5052, sd=38} Bg7 {+0.81/15 0.009s, n=7533, sd=55}
814. Kh1 {-0.92/17 0.007s, n=5938, sd=44} Bf6 {+0.81/13 0.006s, n=6159, sd=39}
815. Kg1 {-0.92/15 0.007s, n=5367, sd=58} Be7 {+0.81/12 0.006s, n=5035, sd=43}
816. Kh1 {-0.92/19 0.007s, n=5779, sd=44} Kg3 {+0.81/15 0.007s, n=6134, sd=47}
817. Kg1 {-0.92/18 0.008s, n=5881, sd=38} Bf6 {+0.81/14 0.007s, n=5798, sd=43}
818. Kh1 {-1.25/17 0.007s, n=5667, sd=54} Be5 {+1.28/14 0.009s, n=7868, sd=35}
819. Kg1 {-0.92/15 0.008s, n=7242, sd=42} Bd6 {+0.94/13 0.008s, n=6993, sd=31}
820. Kh1 {-0.97/17 0.007s, n=5419, sd=44} Kh3 {+0.93/13 0.007s, n=5219, sd=43}
821. Kg1 {-1.02/17 0.007s, n=5462, sd=44} Bb4 {+1.32/14 0.008s, n=6677, sd=33}
822. Kh1 {-1.02/16 0.009s, n=6695, sd=48} Ba3 {+1.09/11 0.007s, n=5845, sd=29}
823. Kg1 {-1.20/15 0.007s, n=5355, sd=33} Bd6 {+1.05/15 0.007s, n=5953, sd=35}
824. Kh1 {-1.35/16 0.007s, n=5148, sd=38} Be7 {+1.03/13 0.008s, n=6095, sd=29}
825. Kg1 {-1.04/16 0.006s, n=5240, sd=42} Kg3 {+0.81/12 0.014s, n=10939, sd=29}
826. Kh1 {-0.98/14 0.007s, n=5113, sd=38} Bd6 {+0.81/12 0.006s, n=5260, sd=29}
827. Kg1 {-1.25/15 0.007s, n=5276, sd=39} Ba3 {+0.66/10 0.019s, n=13943, sd=36}
828. Kh1 {-0.98/15 0.009s, n=6712, sd=29} Bf8 {+0.66/11 0.010s, n=7473, sd=36}
829. Kg1 {-0.97/13 0.007s, n=5135, sd=35} Bg7 {+0.70/12 0.012s, n=8399, sd=29}
830. Kh1 {-1.10/16 0.010s, n=7751, sd=33} Bf6 {+0.70/14 0.011s, n=7615, sd=32}
831. Kg1 {-1.30/12 0.009s, n=6793, sd=31} Bd8 {+0.95/14 0.014s, n=10454, sd=30}
832. Kh1 {-1.10/14 0.007s, n=6084, sd=28} Kf2 {+0.69/11 0.008s, n=5311, sd=28}
833. Kh2 {-0.84/13 0.013s, n=9972, sd=27} Bg5 {+0.69/12 0.008s, n=5772, sd=25}
834. Kh1 {-1.04/11 0.008s, n=5451, sd=25} Bc1 {+0.60/14 0.023s, n=15832, sd=35}
835. Kh2 {-0.91/14 0.008s, n=6506, sd=23} Bf4+ {+0.60/12 0.009s, n=6565, sd=22}
836. Kh1 {-0.91/13 0.008s, n=5809, sd=21} Kf3 {+0.60/12 0.014s, n=9431, sd=20}
837. Kg1 {-1.21/14 0.008s, n=6085, sd=19} Bg3 {+0.90/11 0.011s, n=8316, sd=27}
838. Kh1 {-0.80/12 0.011s, n=8113, sd=17} Bd6 {+0.60/12 0.011s, n=7258, sd=23}
839. Kg1 {-0.73/11 0.007s, n=5475, sd=15} Kg3 {+0.58/11 0.015s, n=10776, sd=21}
840. Kh1 {-0.64/11 0.013s, n=8389, sd=13} Bc7 {+0.54/10 0.009s, n=6260, sd=23}
841. Kg1 {-0.65/11 0.011s, n=7164, sd=11} Bd8 {+0.50/10 0.016s, n=10325, sd=17}
842. Kh1 {-0.42/11 0.011s, n=7059, sd=18} h3 {+0.48/10 0.025s, n=16536, sd=33}
843. Kg1 {-0.42/10 0.007s, n=5224, sd=18} Bg5 {+0.48/9 0.007s, n=5394, sd=36}
844. Kh1 {-0.44/12 0.012s, n=8641, sd=22} Bd8 {+0.48/11 0.007s, n=5320, sd=30}
845. Kg1 {-0.42/12 0.016s, n=11340, sd=40} Bg5 {+0.48/11 0.010s, n=6435, sd=35}
846. Kh1 {-0.42/11 0.011s, n=7776, sd=30} Bf4 {+0.48/11 0.010s, n=6683, sd=29}
847. Kg1 {-0.42/11 0.011s, n=7289, sd=28} Kg4 {+0.48/10 0.010s, n=6129, sd=35}
848. Kh1 {-0.42/13 0.009s, n=5934, sd=28} Bc7 {+0.48/11 0.017s, n=11218, sd=30}
849. Kg1 {-0.42/12 0.010s, n=7020, sd=32} Bb8 {+0.48/10 0.011s, n=6739, sd=33}
850. Kh1 {-0.42/13 0.009s, n=5786, sd=31} Bg3 {+0.46/9 0.009s, n=5802, sd=29}
851. Kg1 {-0.42/12 0.012s, n=7917, sd=38} Be1 {+0.48/10 0.008s, n=5340, sd=27}
852. Kh1 {-0.42/11 0.009s, n=6042, sd=34} Kg3 {+0.48/11 0.018s, n=11288, sd=27}
853. Kg1 {-0.42/12 0.009s, n=6213, sd=34} Ba5 {+0.48/11 0.015s, n=6643, sd=29}
854. Kh1 {-0.42/12 0.009s, n=6456, sd=30} Bc7 {+0.48/12 0.015s, n=6378, sd=43}
855. Kg1 {-0.42/13 0.008s, n=5485, sd=42} Bd6 {+0.48/12 0.013s, n=5953, sd=57}
856. Kh1 {-0.42/15 0.014s, n=6253, sd=34} Kf3 {+0.48/12 0.012s, n=5348, sd=37}
857. Kg1 {-0.42/13 0.012s, n=5562, sd=40} Bf4 {+0.48/10 0.020s, n=6002, sd=29}
858. Kh1 {-0.42/13 0.012s, n=5092, sd=40} Bc7 {+0.48/12 0.018s, n=6808, sd=41}
859. Kg1 {-0.42/13 0.017s, n=5211, sd=46} Bb8 {+0.48/13 0.016s, n=6455, sd=33}
860. Kh1 {-0.42/14 0.015s, n=5882, sd=42} Kg3 {+0.48/12 0.014s, n=6016, sd=43}
861. Kg1 {-0.42/14 0.015s, n=6056, sd=44} Bf4 {+0.52/14 0.021s, n=7189, sd=45}
862. Kh1 {-0.42/14 0.019s, n=5276, sd=38} Kg4 {+0.52/14 0.027s, n=8451, sd=45}
863. Kg1 {-0.42/14 0.015s, n=5010, sd=34} Bd6 {+0.52/14 0.020s, n=6618, sd=37}
864. Kh1 {-0.62/14 0.021s, n=7787, sd=56} Bc7 {+0.52/12 0.015s, n=5907, sd=29}
865. Kg1 {-0.44/11 0.036s, n=11359, sd=34} Kf3 {+0.63/15 0.011s, n=5274, sd=39}
866. Kh1 {-0.58/13 0.018s, n=5594, sd=36} Bg3 {+0.52/13 0.018s, n=9487, sd=45}
867. Kg1 {-0.58/13 0.012s, n=5692, sd=34} Be5 {+0.54/13 0.019s, n=6490, sd=51}
868. Kh1 {-0.58/13 0.008s, n=5107, sd=36} Bc7 {+0.54/14 0.008s, n=5721, sd=37}
869. Kg1 {-0.58/12 0.010s, n=5428, sd=36} Kg3 {+0.52/13 0.014s, n=5044, sd=35}
870. Kh1 {-0.58/13 0.025s, n=6681, sd=38} Bb8 {+0.52/14 0.016s, n=5716, sd=35}
871. Kg1 {-0.58/14 0.015s, n=5252, sd=44} Bd6 {+0.52/11 0.013s, n=8893, sd=35}
872. Kh1 {-0.60/13 0.009s, n=5674, sd=42} Bc7 {+0.64/14 0.015s, n=7556, sd=33}
873. Kg1 {-0.41/13 0.041s, n=21306, sd=28} Bf4 {+0.52/13 0.013s, n=6882, sd=31}
874. Kh1 {-0.41/12 0.016s, n=7335, sd=34} Kg4 {+0.62/14 0.010s, n=5530, sd=33}
875. Kg1 {-0.41/12 0.015s, n=9660, sd=33} Be5 {+0.52/14 0.008s, n=6173, sd=35}
876. Kh1 {-0.41/13 0.010s, n=6721, sd=34} Bb8 {+0.52/12 0.009s, n=6583, sd=33}
877. Kg1 {-0.41/13 0.012s, n=6726, sd=29} Kg3 {+0.53/14 0.018s, n=12046, sd=29}
878. Kh1 {-0.41/14 0.010s, n=6436, sd=30} Be5 {+0.49/15 0.050s, n=31106, sd=37}
879. Kg1 {-0.41/14 0.028s, n=17782, sd=28} Kf3 {+0.47/10 0.014s, n=8652, sd=25}
880. Kh1 {-0.41/12 0.012s, n=7121, sd=26} Bb8 {+0.47/10 0.014s, n=8109, sd=18}
881. Kg1 {-0.41/12 0.008s, n=5530, sd=24} Ke3 {+0.45/9 0.016s, n=9854, sd=23}
882. Kh1 {-0.61/11 0.008s, n=5179, sd=22} Kd3 {+0.45/10 0.011s, n=7161, sd=21}
883. Kg1 {-0.61/12 0.010s, n=7562, sd=20} Ke3 {+0.45/10 0.012s, n=7172, sd=17}
884. Kh1 {-0.44/11 0.011s, n=7062, sd=18} Bc7 {+0.47/9 0.016s, n=7848, sd=17}
885. Kg1 {-0.54/12 0.014s, n=5959, sd=16} Bg3 {+0.44/10 0.018s, n=10788, sd=15}
886. Kh1 {-0.41/11 0.015s, n=10599, sd=14} Kf3 {+0.24/10 0.049s, n=31004, sd=17}
887. Kg1 {-0.28/11 0.023s, n=13413, sd=12} Ke4 {+0.28/10 0.010s, n=6195, sd=14}
888. Kh1 {-0.14/10 0.014s, n=8302, sd=12} Kd3 {+0.35/11 0.023s, n=8668, sd=15}
889. Kg1 {-0.37/11 0.021s, n=10218, sd=14} Bf4 {+0.17/11 0.052s, n=28266, sd=19}
890. Kh1 {-0.29/11 0.013s, n=7496, sd=18} Bd6 {+0.08/8 0.011s, n=5070, sd=19}
891. Kg1 {-0.24/12 0.041s, n=24409, sd=31} Bc7 {+0.28/11 0.015s, n=8416, sd=23}
892. Kh1 {-0.24/10 0.010s, n=6044, sd=36} h2 {+0.19/12 0.021s, n=11251, sd=39}
893. Kg2 {-0.24/12 0.010s, n=6237, sd=36} Bg3 {+0.19/11 0.010s, n=5763, sd=39}
894. Kh1 {-0.26/13 0.016s, n=7028, sd=28} Kc3 {+0.19/11 0.014s, n=6095, sd=33}
895. Kg2 {-0.26/12 0.011s, n=5575, sd=27} Kb3 {+0.35/11 0.009s, n=5498, sd=29}
896. Kh1 {-0.26/14 0.013s, n=5826, sd=30} Bd6 {+0.22/12 0.021s, n=12693, sd=29}
897. Kg2 {-0.26/14 0.009s, n=6485, sd=44} Bb8 {+0.22/14 0.013s, n=9095, sd=43}
898. Kh1 {-0.26/13 0.008s, n=5373, sd=48} Kc4 {+0.22/12 0.013s, n=8936, sd=37}
899. Kg2 {-0.26/12 0.007s, n=5347, sd=43} Bd6 {+0.22/11 0.008s, n=5464, sd=35}
900. Kh1 {-0.26/13 0.010s, n=6945, sd=50} Kd3 {+0.22/14 0.010s, n=6309, sd=29}
901. Kg2 {-0.26/12 0.011s, n=7957, sd=54} Ke3 {+0.22/13 0.009s, n=6424, sd=32}
902. Kh1 {-0.26/12 0.009s, n=6272, sd=56} Bg3 {+0.22/14 0.009s, n=5919, sd=43}
903. Kg2 {-0.26/14 0.011s, n=7397, sd=40} Ke2 {+0.22/14 0.009s, n=6236, sd=37}
904. Kh1 {-0.26/13 0.008s, n=5507, sd=49} Bd6 {+0.22/14 0.008s, n=5240, sd=41}
905. Kg2 {-0.26/14 0.008s, n=5489, sd=34} Be5 {+0.22/13 0.008s, n=5368, sd=33}
906. Kh1 {-0.26/13 0.009s, n=6749, sd=58} Kd3 {+0.76/15 0.009s, n=6601, sd=45}
907. Kg2 {-0.29/12 0.008s, n=5501, sd=57} Ke3 {+0.22/12 0.010s, n=7807, sd=31}
908. Kh1 {-0.26/13 0.009s, n=5986, sd=40} Bd6 {+0.22/11 0.009s, n=5447, sd=31}
909. Kg2 {-0.26/14 0.008s, n=5383, sd=32} Ke4 {+0.22/12 0.009s, n=5888, sd=43}
910. Kh1 {-0.26/13 0.011s, n=6697, sd=40} Kd3 {+0.22/11 0.008s, n=5711, sd=33}
911. Kg2 {-0.26/13 0.010s, n=6266, sd=33} Be5 {+0.22/10 0.013s, n=7945, sd=35}
912. Kh1 {-0.26/14 0.125s, n=9968, sd=54} Ke2 {+0.22/11 0.014s, n=8622, sd=49}
913. Kg2 {-0.26/13 0.010s, n=6065, sd=46} Ke3 {+0.22/12 0.011s, n=6615, sd=33}
914. Kh1 {-0.26/16 0.011s, n=6389, sd=40} Bd6 {+0.22/13 0.124s, n=7575, sd=57}
915. Kg2 {-0.26/14 0.076s, n=7176, sd=56} Ke2 {+0.22/12 0.117s, n=6742, sd=51}
916. Kh1 {-0.26/15 0.065s, n=5652, sd=54} Bb8 {+0.22/13 0.011s, n=6371, sd=37}
917. Kg2 {-0.26/16 0.117s, n=5470, sd=43} Be5 {+0.22/14 0.009s, n=5169, sd=37}
918. Kh1 {0.00/77 0.245s, n=5604, sd=40} Bd6 {+0.22/14 0.009s, n=5176, sd=37}
919. Kg2 {0.00/199 0.016s, n=1307, sd=38} Kd3 {+0.22/14 0.011s, n=6220, sd=33}
920. Kh1 {-0.26/14 0.005s, n=6539, sd=44} Bg3 {+0.23/14 0.200s, n=5549, sd=45}
921. Kg2 {0.00/199 0.018s, n=537, sd=34} Kc4 {+0.22/11 0.186s, n=8540, sd=43}
922. Kh1 {-0.26/13 0.036s, n=6536, sd=42} Kb3 {+0.22/12 0.218s, n=5173, sd=35}
923. Kg2 {-0.26/11 0.171s, n=5353, sd=30} Kc2 {+0.22/12 0.134s, n=5756, sd=32}
924. Kh1 {-0.26/12 0.336s, n=5977, sd=29} Bb8 {+0.22/12 0.203s, n=6082, sd=37}
925. Kg2 {-0.26/12 0.326s, n=8171, sd=30} Kd3 {+0.22/12 0.148s, n=6892, sd=35}
926. Kh1 {-0.26/13 0.169s, n=5549, sd=23} Kd2 {+0.22/10 0.176s, n=5010, sd=33}
927. Kg2 {-0.26/12 0.045s, n=5086, sd=32} Ke1 {+0.29/11 0.107s, n=8400, sd=31}
928. Kh1 {-0.26/17 0.147s, n=15395, sd=30} Bd6 {+0.24/12 0.032s, n=5575, sd=29}
929. Kg2 {-0.26/15 0.061s, n=9956, sd=28} Kd2 {+0.24/10 0.278s, n=6182, sd=21}
930. Kh1 {-0.26/14 0.158s, n=14902, sd=26} Bg3 {+0.22/12 0.572s, n=7892, sd=25}
931. Kg2 {-0.26/12 0.292s, n=5521, sd=24} Bf4 {+0.23/11 0.460s, n=8648, sd=23}
932. Kh1 {-0.26/13 0.073s, n=12134, sd=22} Bc7 {+0.22/11 0.726s, n=10608, sd=21}
933. Kg2 {-0.27/12 0.421s, n=8095, sd=20} Kd1 {+0.24/10 0.613s, n=8527, sd=19}
934. Kh1 {0.00/64 0.100s, n=5092, sd=18} Kd2 {+0.21/11 0.174s, n=12023, sd=17}
935. Kg2 {0.00/199 0.013s, n=435, sd=14} Kd3 {+0.18/11 0.266s, n=16487, sd=15}
936. Kh1 {-0.15/12 0.217s, n=14430, sd=14} Bf4 {+0.17/10 0.626s, n=8349, sd=13}
937. Kg2 {-0.06/10 0.298s, n=5028, sd=12, Black disconnects} 1-0