Author: Vincent Lejeune
Date: 03:27:16 02/12/06
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Hiarcs 10 on an AMD 32 bits @ 2.1 Ghz find it a bit faster : Analysis by Hiarcs 10: 1.Fa2 Re2 2.c4 Re3 3.Fb1 Re4 4.Rb3+ Rd4 5.Ff5 a2 6.Rxa2 Rxc4 = (0.16) Profondeur: 12/18 00:00:03 1.Fa2 ² (0.41) Profondeur: 12/18 00:00:03 97kN, tb=875 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 ² (0.41) Profondeur: 12/19 00:00:03 109kN, tb=951 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 = (0.17) Profondeur: 13/21 00:00:04 168kN, tb=1217 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Ff5 Rxc4 8.Rxb2 = (0.16) Profondeur: 14/22 00:00:04 350kN, tb=1650 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fe4 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.14) Profondeur: 15/22 00:00:06 876kN, tb=2110 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.03) Profondeur: 16/23 00:00:09 2144kN, tb=2687 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.03) Profondeur: 17/25 00:00:10 2614kN, tb=3201 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.03) Profondeur: 18/27 00:00:11 2769kN, tb=3964 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.03) Profondeur: 19/27 00:00:13 2979kN, tb=4839 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.03) Profondeur: 20/29 00:00:15 3285kN, tb=6030 1.Fa2 Re4 2.Rb3 Rd3 3.Fb1+ Rd2 4.c4 Rc1 5.Ra2 Rd2 6.Rxa3 Rc3 7.Fa2 b1D 8.Fxb1 Rxc4 9.Fe4 = (0.03) Profondeur: 21/33 00:00:17 3749kN, tb=8790 1.Fa2 ² (0.28) Profondeur: 22/35 00:00:24 6616kN, tb=12945 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Re3 Rd5 6.Rf4 Rd6 7.Re4 Rc6 8.Rd4 Rb5 9.Rd5 Ra5 10.Rxc4 Ra4 11.Fc2+ ² (0.61) Profondeur: 22/35 00:00:27 8249kN, tb=13403 1.Fa2 ± (0.86) Profondeur: 23/37 00:00:33 10442kN, tb=15911 1.Fa2 +- (61.45) Profondeur: 23/37 00:00:40 14626kN, tb=18340 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 +- (#33) Profondeur: 23/37 00:00:48 19840kN, tb=21826 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rc6 7.Re4 +- (#33) Profondeur: 24/37 00:00:49 20202kN, tb=22751 1.Fa2 Re4 2.Rd2 c4 3.Re2 Re5 4.Re3 +- (#32) Profondeur: 25/37 00:00:52 22185kN, tb=24960 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 +- (#31) Profondeur: 26/37 00:00:58 24087kN, tb=29722 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 +- (#31) Profondeur: 27/37 00:00:59 24378kN, tb=30536 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 +- (#31) Profondeur: 28/37 00:01:01 24598kN, tb=31298 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 +- (#31) Profondeur: 29/37 00:01:03 24913kN, tb=32242 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 +- (#31) Profondeur: 30/39 00:01:05 25408kN, tb=33731 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 +- (#31) Profondeur: 31/43 00:01:09 26200kN, tb=36032 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 +- (#31) Profondeur: 32/43 00:01:14 26930kN, tb=39900 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 +- (#31) Profondeur: 33/47 00:01:22 27913kN, tb=45680 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 +- (#31) Profondeur: 34/51 00:01:29 29127kN, tb=53018 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 35/53 00:01:41 31381kN, tb=68384 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 36/53 00:01:49 33162kN, tb=75622 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 37/53 00:01:53 33529kN, tb=76521 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 38/53 00:01:59 34123kN, tb=78937 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 39/53 00:02:05 34887kN, tb=82200 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 40/53 00:02:06 35192kN, tb=83444 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 41/53 00:02:10 35598kN, tb=85189 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 42/53 00:02:13 35832kN, tb=86624 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 43/53 00:02:15 36115kN, tb=88184 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 44/53 00:02:18 36421kN, tb=90118 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 45/53 00:02:22 36870kN, tb=93220 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 46/55 00:02:28 37413kN, tb=96427 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 47/55 00:02:32 38083kN, tb=100781 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 48/59 00:02:37 39012kN, tb=106056 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 49/59 00:02:58 40181kN, tb=112425 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 50/59 00:03:07 41795kN, tb=120592 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 51/59 00:03:11 42614kN, tb=123379 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 52/59 00:03:17 44789kN, tb=127358 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 53/59 00:03:24 48447kN, tb=133375 1.Fa2 Re4 2.Rd2 c4 3.Re2 Rf4 4.Fb1 Re5 5.Rf3 Rd5 6.Rf4 Rd6 7.Re4 Rc5 8.Fa2 Rc6 9.Rd4 Rb5 10.Fb1 Ra5 11.Rxc4 Ra4 12.Fc2+ Ra5 13.Rb3 Rb5 14.Rxa3 +- (#31) Profondeur: 54/59 00:03:39 55059kN, tb=141999 On February 11, 2006 at 20:56:48, Mike Byrne wrote: >FEN: 8/5B2/8/2p5/8/p1P2k2/1pK5/8 w - - 0 1 > >Rybka 1.01 Beta 13d: > 3 00:00 608 622.592 +0.03 1.Ba2 > 4 00:00 1.448 1.482.752 +0.03 1.Ba2 > 4 00:00 2.608 2.670.592 +0.15 1.Bg6 > 5 00:00 3.240 195.162 +0.15 1.Bg6 Ke3 > 6 00:00 5.576 178.432 +0.37 1.Bg6 Ke3 2.Kb3 > 7 00:00 10.200 94.952 +0.03 1.Bg6 c4 2.Bf7 Ke3 > 8 00:01 21.984 55.311 +0.03 1.Bg6 c4 2.Bf7 Ke3 3.Be8 b1Q+ > 8 00:01 25.640 47.911 +0.36 1.Ba2 Ke4 2.Kb3 Kd3 3.c4 > 9 00:01 32.928 37.800 +0.03 1.Ba2 Ke2 2.Kb3 Kd2 3.c4 Kd3 > 10 00:02 48.592 36.586 +0.12 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 > 11 00:02 66.752 35.843 +0.03 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 > 12 00:03 89.808 34.010 +0.03 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 > 13 00:04 108.216 32.823 +0.03 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 > 14 00:04 129.232 32.943 +0.03 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 > 15 00:06 156.920 30.877 +0.03 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 Kc2 > 16 00:07 304.952 47.349 0.00 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 b1Q > 17 00:08 506.224 64.290 0.00 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 b1Q > 18 00:10 554.296 60.946 0.00 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 b1Q > 19 00:11 614.752 58.640 0.00 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 b1Q > 20 00:13 687.272 55.532 0.00 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 b1Q > 21 00:15 773.784 54.879 0.00 1.Ba2 Ke4 2.Kb3 Kd3 3.Bb1+ Kd2 4.c4 Kc1 >5.Ka2 Kd2 6.Kxa3 Kc3 7.Ba2 b1Q > 22 00:25 972.752 40.995 +3.07 1.Ba2 Ke4 2.Kd2 c4 3.Ke2 Kf4 4.Bb1 Ke5 >5.Ke3 Kd5 6.Kf4 Kd6 7.Ke4 Kc5 > 23 00:28 1.430.360 52.749 +2.29 1.Ba2 Ke4 2.Kd2 c4 3.Ke2 Kf4 4.Bb1 Ke5 >5.Ke3 Kd5 6.Kf4 Kd6 7.Ke4 Kc5 > 24 00:33 2.021.048 62.770 +4.03 1.Ba2 Ke4 2.Kd2 c4 3.Ke2 Kf4 4.Bb1 Ke5 >5.Ke3 Kd5 6.Kf4 Kd6 7.Ke4 Kc5 > 25 00:39 2.227.896 58.848 +4.09 1.Ba2 Ke4 2.Kd2 c4 3.Ke2 Kf4 4.Bb1 Ke5 >5.Ke3 Kd5 6.Kf4 Kd6 7.Ke4 Kc5 > 26 00:44 2.461.888 57.518 +4.09 1.Ba2 Ke4 2.Kd2 c4 3.Ke2 Kf4 4.Bb1 Ke5 >5.Ke3 Kd5 6.Kf4 Kd6 7.Ke4 Kc5 > 27 01:03 2.827.008 46.456 +M31 1.Ba2 Ke4 2.Kd2 c4 3.Ke2 Kf4 4.Bb1 Ke5 5.Ke3 >Kd5 6.Kf4 Kd6 7.Ke4 Kc5 > >a few years , this problem fell under teh category " can you show me a winning >score" > >http://chessprogramming.org/cccsearch/ccc.php?art_id=320311
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