Author: Mihaly Szalai
Date: 10:34:27 11/03/03
Go up one level in this thread
On November 03, 2003 at 11:07:07, Tord Romstad wrote: >On November 03, 2003 at 10:12:39, Mihaly Szalai wrote: > >>[D]8/p7/k6P/1pKbp3/1P2p3/4P1r1/4B3/8 w - - 0 1 >> >>And how fast? >>1. h7! Rh3 2. Bg4! is the clue. > >Found, but not very fast (Gothmog on an Athlon 2.0 GHz): > > 1 -1.08 0.00 37 Bxb5+ Kb7 Kxd5 Rxe3 > 2 -1.08 0.00 190 Bxb5+ Kb7 Kxd5 Rxe3 > 3 -1.08 0.00 436 Bxb5+ Kb7 Kxd5 Rxe3 Kxe5 > 4 -1.08 0.01 1279 Bxb5+ Kb7 Kxd5 Rxe3 Kxe5 > 5 -1.48 0.04 6680 Bxb5+ Kb7 Kxd5 Rxe3 Kxe5 Rh3 > 6 >= -1.47 0.05 7761 Bxb5+ Kb7 Kxd5 Rxe3 Kxe5 Rh3 Bc4 Rxh6 > 6 >= -1.44 0.05 8397 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rf3 h7 > 6 >= -1.38 0.05 8678 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rf3 h7 > 6 <= -1.27 0.08 13426 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rf3 h7 > 6 >= -1.27 0.08 14093 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rf3 h7 > 6 -1.27 0.08 14093 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rf3 h7 > 7 <= -1.28 0.13 25841 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 <= -1.30 0.13 26214 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 <= -1.33 0.13 27435 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 <= -1.41 0.14 29922 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 <= -1.56 0.15 32891 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 >= -1.78 0.16 34704 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 >= -1.77 0.16 35302 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 >= -1.70 0.16 36017 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 <= -1.58 0.16 36720 Bxb5+ Kb7 Kxd5 Rh3 Kxe4 Rxh6 Kxe5 Rh5+ > 7 >= -1.58 0.17 39090 Bxb5+ Kb7 Kxd5 Rh3 Bc6+ Kc7 b5 Rxh6 Kxe4 > 7 -1.58 0.17 39090 Bxb5+ Kb7 Kxd5 Rh3 Bc6+ Kc7 b5 Rxh6 Kxe4 > 8 <= -1.59 0.26 63468 Bxb5+ Kb7 Kxd5 Rh3 Bc6+ Kb6 b5 Rxh6 Kxe4 > Rh5 > 8 >= -1.59 0.29 73192 Bxb5+ Kb7 Kxd5 Rh3 Bc6+ Kb6 Ba8 Rxh6 Kxe5 > Kb5 Bxe4 Kxb4 > 8 -1.59 0.29 73192 Bxb5+ Kb7 Kxd5 Rh3 Bc6+ Kb6 Ba8 Rxh6 Kxe5 > Kb5 Bxe4 Kxb4 > 9 >= -1.59 0.38 105354 Bxb5+ Kb7 Kxd5 Rh3 Bc6+ Kb6 Ba8 Rxh6 Kxe5 > Kb5 Bxe4 Kxb4 > 9 >= -1.58 0.41 116973 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rc6 Bd5 > 9 >= -1.52 0.44 127382 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rc6 Bd5 > 9 >= -1.38 0.48 147154 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rc6 Bd5 > 9 <= -1.14 0.55 172752 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Kxe5 Rh3 Bd5+ > Kc7 b5 > 9 <= -1.16 0.55 173748 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Kxe5 Rh3 Bd5+ > Kc7 b5 > 9 <= -1.19 0.56 175854 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Kxe5 Rh3 Bd5+ > Kc7 b5 > 9 >= -1.25 0.58 184992 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Bf1 Rf3 h7 > 9 >= -1.23 0.58 187853 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Bf1 Rf3 h7 > 9 <= -1.20 0.58 188495 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Bf1 Rf3 h7 > 9 <= -1.22 0.59 190206 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Bf1 Rf3 h7 > 9 <= -1.23 0.59 191825 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Bf1 Rf3 h7 > 9 -1.23 0.59 191825 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxe3 Bf1 Rf3 h7 >10 <= -1.25 0.88 303279 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rc3 h7 Rc8 >10 >= -1.25 1.01 355540 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rc3 h7 Rc8 Bg2 e3 > Ke4 Rh8 Kxe3+ Kc7 >10 -1.25 1.01 355540 Bxb5+ Kb7 Kxd5 Rxe3 Bf1 Rc3 h7 Rc8 Bg2 e3 > Ke4 Rh8 Kxe3+ Kc7 >11 <= -1.27 1.57 581778 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 >11 <= -1.28 1.60 594409 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 >11 <= -1.31 1.63 607136 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 >11 >= -1.38 1.75 657407 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 Kf4 Rxb4+ e4 >11 <= -1.38 1.81 681322 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 Kf4 Rxb4+ e4 >11 -1.38 1.81 681322 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 Kf4 Rxb4+ e4 >12 >= -1.38 2.87 1144852 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Bd5+ Kc7 Kf4 Rxb4+ e4 >12 >= -1.36 2.97 1207280 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 a6 Kxe4 > Rb6 Kd5 Rxb4 e4 >12 <= -1.31 4.05 1630695 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 e4 >12 <= -1.33 4.27 1703441 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 e4 >12 <= -1.36 4.37 1743087 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 e4 >12 -1.36 4.37 1743087 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 e4 >13 <= -1.38 7.75 3081522 Bxb5+ Kb7 Kxd5 Kc7 Kxe5 Rg5+ Kf6 Rxb5 h7 > Rh5 Kg7 Kc6 h8Q Rxh8 Kxh8 Kb5 >13 <= -1.39 7.88 3145641 Bxb5+ Kb7 Kxd5 Kc7 Kxe5 Rg5+ Kf6 Rxb5 h7 > Rh5 Kg7 Kc6 h8Q Rxh8 Kxh8 Kb5 >13 >= -1.41 8.63 3496933 Bxb5+ Kb7 Kxd5 Kc7 Kxe5 Rg5+ Kf6 Rxb5 h7 > Rh5 Kg7 Kc6 h8Q Rxh8 Kxh8 Kb5 >13 <= -1.41 8.99 3649935 Bxb5+ Kb7 Kxd5 Kc7 Kxe5 Rg5+ Kf6 Rxb5 h7 > Rh5 Kg7 Kc6 h8Q Rxh8 Kxh8 Kb5 >13 -1.41 8.99 3649935 Bxb5+ Kb7 Kxd5 Kc7 Kxe5 Rg5+ Kf6 Rxb5 h7 > Rh5 Kg7 Kc6 h8Q Rxh8 Kxh8 Kb5 >14 <= -1.42 20.26 8087169 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 e4 Rh5+ >14 <= -1.44 45.85 16368635 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 <= -1.47 47.29 16978223 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 <= -1.55 50.13 18118771 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 >= -1.69 51.05 18549846 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 >= -1.67 51.24 18670409 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 >= -1.61 51.55 18847747 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 <= -1.56 52.15 19159828 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd3+ Kxb4 >14 >= -1.56 52.46 19340769 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Kxb4 e4 a5 >14 -1.56 52.46 19340769 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Kxb4 e4 a5 >15 <= -1.58 1:06 24405670 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Rxb4 e4 Kc5 >15 <= -1.59 1:14 27325422 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Rxb4 e4 Kc5 >15 >= -1.61 1:19 29574711 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Rxb4 e4 Kc5 >15 >= -1.59 1:20 30299146 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Rxb4 e4 Kc5 >15 -1.59 1:20 30299146 Bxb5+ Kb7 Kxd5 Rh3 Bc4 Rxh6 Kxe5 Rh4 Bd5+ > Kb6 Bxe4 Kb5 Bd5 Rxb4 e4 Kc5 >16 >= -1.59 2:02 47010601 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 >= -1.58 2:06 49216270 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 >= -1.52 2:10 51309396 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 <= -1.39 2:16 53471384 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 <= -1.41 2:16 53610960 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 <= -1.44 2:17 53902261 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 >= -1.50 2:19 55244792 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 >= -1.48 2:21 56444887 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 <= -1.45 2:21 56535368 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 <= -1.47 2:22 56595046 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 >= -1.47 2:23 57587248 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >16 -1.47 2:23 57587248 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 >= -1.47 2:28 59558002 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 >= -1.45 2:37 63856921 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 >= -1.39 2:43 67057984 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 <= -1.27 3:24 82939014 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 <= -1.28 3:30 85105572 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 <= -1.31 3:36 87354142 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 >= -1.38 3:44 91186617 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 >= -1.36 3:48 93459608 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 <= -1.33 3:53 95434289 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 Re8 > Bc8+ Rxc8+ Kxc8 Kb6 Kd7 a5 >17 <= -1.34 4:01 98679665 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 <= -1.36 4:08 101386225 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 >17 -1.36 4:08 101386225 h7 Rh3 Bg4 Rh2 Kxd5 Rxh7 Kc6 Rh8 Kc7 > >Tord Thanks. Far better than Fritz & Co. Mihaly
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