Cranky Walters

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Dann Corbit
Posts: 12540
Joined: Wed Mar 08, 2006 8:57 pm
Location: Redmond, WA USA

Re: Cranky Walters

Post by Dann Corbit »

I ran a patch of them on Ezekiel at one hour apiece on Multi-PV = 3

Here are the results:

Code: Select all

2r1k1r1/3q4/p1nBpp1p/8/B5p1/4RbK1/PP1Q1P1P/2R5 w - - acd 42/77; acs 3439 ; acn 146325101k; ce 289 ; bm h4; pv h4 e5 Rec3 Rg6 Qd3 f5 Bxe5 Qxd3 Rxd3 Ke7 Re3 Be4 h5 Re6 Bf4 Kf8 Rec3 Rf6 Bc2 Ke7 Rc5 Bxc2 R1xc2 Re6 R5c3 a5 Rc5 a4 R2c4 Kd7 Rd5+ Ke7 Rxf5 Ra8 Kxg4 Rg8+ Kh3 Ra8 f3 Ra6 Rb5 Kf7 Kg4 Ne7 Re4 Ng8 Rb7+ Re7 Rbxe7+ Nxe7 Be5 Nc6 Rf4+ Ke8;
2r1k1r1/3q4/p1nBpp1p/8/B5p1/4RbK1/PP1Q1P1P/2R5 w - - acd 41/77; acs 3439 ; acn 146325101k; ce 258 ; bm Bb3; pv Bb3 Nd8 Rxc8 Qxc8 h4 Qd7 Rd3 Bc6 Bf4 Qc8 Qc3 Kf7 Qc5 Qb7 Qh5+ Rg6 Qa5 Bh1 Qc7+ Qxc7 Bxc7 Nb7 Rd7+ Ke8 Bxe6 f5 Bxf5 Rf6 Bxg4 h5 Rd1 Rg6 Rxh1 Rxg4+ Kf3 Kf7 Bg3 Rb4 b3 Rb5 Rd1 Nc5 Ke3 Ne6 Rd6 a5 Ra6 Ng7 Ke4 Rb4+ Kd3 Rb5 f3 Nf5 Bf2 Ke7 Ke4 Nd6+ Ke3 Re5+ Kf4 Rf5+ Kg3 Nf7 Ra7+ Ke6 Be1 Nd6;
2r1k1r1/3q4/p1nBpp1p/8/B5p1/4RbK1/PP1Q1P1P/2R5 w - - acd 41/77; acs 3439 ; acn 146325101k; ce 139 ; bm Rd3; pv Rd3 Rg5 Be5 Qe7 Bf4 Rb5 Bxb5 axb5 Bxh6 Qh7 h4 Qf5 Rd6 Kf7 Qf4 Qxf4+ Bxf4 Ke7 Rd3 e5 Bh6 Rg8 Be3 Ke6 Bc5 f5 Rd6+ Kf7 Be3 f4+ Bxf4 exf4+ Kxf4 Rg6 Rxg6 Kxg6 Rc5 Nd4 h5+ Kf6 Ke3 Nf5+ Kd3 g3 fxg3 Bxh5 Rxb5 Nxg3 Rb6+ Ke7 a4 Kd7 a5 Kc7 b4 Be2+ Ke3;

3r2k1/p1R2ppp/1p6/P1b1PP2/3p4/3R2B1/5PKP/1r6 w - - acd 40/73; acs 3570 ; acn 156671882k; ce 480 ; bm Bh4; pv Bh4 Ra8 e6 fxe6 Rg3 Bf8 fxe6 g6 e7 Re8 exf8R+ Rxf8 Rxa7 bxa5 Rxa5 Kg7 Rd5 Re1 Bg5 Rf7 Rf3 Rg1+ Kxg1 Rxf3 Rxd4 Rf7 Kg2 Rb7 Be3 Kf6 Kf3 Ke5 Rc4 Kf5 Rc5+ Kf6 Bd4+ Ke6 Re5+ Kf7 Ra5 Rb3+ Be3 Rb4 Ra7+ Kg8 Rc7 Rb5 Rd7 Rh5;
3r2k1/p1R2ppp/1p6/P1b1PP2/3p4/3R2B1/5PKP/1r6 w - - acd 40/73; acs 3570 ; acn 156671882k; ce 475 ; bm a6; pv a6 h6 Rxa7 b5 Rc7 Bf8 e6 fxe6 fxe6 Re1 a7 Rxe6 Rxd4 Ra8 Rdd7 Kh7 Rb7 Ree8 Rb8 Bc5 Rxe8 Rxe8 Be5 Kg6 Rxg7+ Kf5 Bb8 Bxa7 Bxa7 Ke4 Rb7 Re5 Be3 h5 Rd7 Rf5 Rd4+ Ke5 f4+ Ke6 Kf3 Rf8 Ke4 Re8 Rd5 Kf7+ Kd3 b4 Rf5+ Kg6 Rb5 Rd8+ Kc4;
3r2k1/p1R2ppp/1p6/P1b1PP2/3p4/3R2B1/5PKP/1r6 w - - acd 40/73; acs 3570 ; acn 156671882k; ce 374 ; bm f6; pv f6 Rc1 e6 gxf6 Rd7 Ra8 axb6 axb6 e7 Bxe7 Rxe7 b5 Rb7 Rc4 Bf4 Kh8 Rxf7 Rg8+ Rg3 Rg6 Bh6 Rc8 Rxf6 Rxf6 Bg7+ Kg8 Bxf6+ Kf7 Bxd4 Ke6 Rg7 Kd5 Be3 b4 Rxh7 Rb8 Ba7 Rg8+ Kf3 Kc4 Rh4+ Kc3 Bd4+ Kd3 Rh8 Rg1 Bf6 Rg6 Be5 b3 h4;

3rrnk1/p1n1qpp1/1p5p/2pRP3/2P4P/1P2Q1PB/PB5K/4R3 w - - acd 49/65; acs 3290 ; acn 137480526k; ce 8 ; bm Bg2; pv Bg2 Nfe6 Rdd1 Rxd1 Rxd1 Rd8 Rd2 Rxd2 Qxd2 h5 Bc6 Ne8 Qd7 Kf8 Qxe7+ Kxe7 Kg2 g6 a3 N8g7 b4 Nd4 Bd5 Nc2 bxc5 bxc5 Kf3 Nf5 a4 Ncd4+ Kf2 Ne6 Bc1 Nfd4 Ba3 Kd7 Be4 Ke7 Bb2 Nf5 a5 Ned4 Ba3 Ne6 Bd5 Nfd4 Bb2 Nc2 Kf3 Ncd4+ Ke3 Nf5+ Kf2 Nfd4 Bc3 Nf5 Be4 Ned4;
3rrnk1/p1n1qpp1/1p5p/2pRP3/2P4P/1P2Q1PB/PB5K/4R3 w - - acd 48/65; acs 3290 ; acn 137480526k; ce 0 ; bm Qe4; pv Qe4 Nxd5 cxd5 b5 Re2 c4 bxc4 Qc5 Rc2 bxc4 Bg2 Nd7 Rxc4 Qb5 Rb4 Qc5 Rc4;
3rrnk1/p1n1qpp1/1p5p/2pRP3/2P4P/1P2Q1PB/PB5K/4R3 w - - acd 48/65; acs 3290 ; acn 137480526k; ce 0 ; bm Rdd1; pv Rdd1 Ng6 Rxd8 Rxd8 Bf5 Ne6 Qf2 Qd7 Be4 Ne7 Rf1 Qe8 Kg1 Nd4 b4 Nec6 bxc5 bxc5 Bd5 Nxe5 Bxd4 cxd4 Qxd4 Kh8 Qxa7 Ng4 Qd4 f5 Qd3 Qe7 Qxf5 Qe2 Qf8+ Rxf8 Rxf8+ Kh7 Bg8+ Kg6 Bf7+ Kh7 Bg8+;

4r1k1/pp5p/2p1bR2/2P5/2B1n3/2B2K2/PP5P/8 w - - acd 52/94; acs 3186 ; acn 199576873k; ce 12818 ; bm Bxe6+; pv Bxe6+ Rxe6 Rxe6 Ng5+ Kf4 Nxe6+ Ke5 Kf7 Kd6 h6 Be5 h5 h4 a5 b3 Nf8 Bc3 Ng6 Be1 Kf6 Bxa5 Kf5 Kc7 Nxh4 Kxb7 Nf3 Kxc6 h4 Kb6 h3 c6 h2 c7 h1Q c8Q+ Kf4 Bb4 Qh6+ Qc6 Qh3 a4 Qh8 Bd6+ Ke3 Bc5+ Kf4 Qd6+ Kg4 a5 Qg8 b4 Nd2 Qd7+ Kg3 Qd3+ Kg4 Qe2+ Kf5 Qxd2 Qb8+ Kc6 Qc8+ Kb5 Qb7+ Kc4 Qa6+ b5 Qc8 Qd5+ Kg4 a6 Qe8 a7 Qe2+ Kb3 Qe1 Qf3+ Kg5 Be7+ Qxe7;
4r1k1/pp5p/2p1bR2/2P5/2B1n3/2B2K2/PP5P/8 w - - acd 52/94; acs 3186 ; acn 199576873k; ce 437 ; bm Rxe6; pv Rxe6 Ng5+ Kf4 Nxe6+ Kf5 Kf7 Bd4 Ke7 Bxe6 Rf8+ Ke5 Rf3 Bc8 Rf1 Bg4 Rh1 h3 Rf1 a3 a5 Bf5 h6 Bg4 a4 Bc8 Rh1 Kf4 Rd1 Bc3 Rd5 h4 Kd8 Bxb7 Rxc5 Ba6 Rd5 Bc4 Rh5 Kg4 Rc5 Bd3 Rd5 Bc2 Rc5 Kg3 Rc4 Bd3 Rc5 Kf4 Rd5 Be4 Rb5 Bxc6 Rc5 Be4 Kc7 Be5+ Kd7 Bg7 h5 Bf3 Ra5 Bc3 Rc5 Kg3 Ke6 Be2 Kd7 Kf4 Kc7 Bf3 Rb5;
4r1k1/pp5p/2p1bR2/2P5/2B1n3/2B2K2/PP5P/8 w - - acd 51/94; acs 3186 ; acn 199576873k; ce -8 ; bm Kxe4; pv Kxe4 Bxc4+ Be5 Bxa2 h4 Bb1+ Kf4 Re7 Rd6 Kf7 Rf6+ Ke8 Bd6 Rf7 Rxf7 Kxf7 Bb8 a6 Ke5 Ke7 b4 Ba2 Bd6+ Kd7 Bb8 Bf7 Kf6 Bb3 Bf4 Bc2 Bg3 Bb1 Be5 Bd3 Bb8 Be4 Be5 Bd5 Bf4 Bb3 Ke5 Bd1 Bg5 Bg4 Bf4 Be6 Bh6 Bd5 Bf4 Bf3 Kf6 Bd1 Be5 Be2;

5rk1/ppqb2pp/2n1p3/3pP3/2pP4/P1P1BN1Q/2P2PP1/R3K3 b Q - acd 47/67; acs 3440 ; acn 143660352k; ce -7 ; bm Bc8; pv Bc8 Kd2 Qf7 Rh1 Qf5 Qg3 Ne7 Qh4 Nc6 Rh3 Bd7 Ng1 Rf7 Rf3 Qe4 Qxe4 dxe4 Rg3 Ne7 Nh3 h6 Rg4 g5 Rxe4 Rg7 f3 Bc6 Rg4 Nf5 Bf2 b6 f4 gxf4 Rxg7+ Kxg7 Nxf4 Kf7 Kd1 Ne7 Be3 Nf5 Bd2 Be4 Kc1 Ng3 Be1 Nf5 Bf2 Bc6 Kb2 Be4 a4 Ne7 Be3 h5 Nxh5 Nd5 Bd2 Bxg2;
5rk1/ppqb2pp/2n1p3/3pP3/2pP4/P1P1BN1Q/2P2PP1/R3K3 b Q - acd 47/67; acs 3440 ; acn 143660352k; ce -79 ; bm Nd8; pv Nd8 Kd2 Be8 Rh1 Bg6 Ng5 h6 Nxe6 Nxe6 Qxe6+ Qf7 Qxf7+ Kxf7 Rb1 b6 a4 Rb8 a5 b5 f3 a6 Kc1 h5 Bd2 Ke6 Kb2 Rh8 Rh1 Rh7 Be3 Rh8 Rh3 Rh7 Rh4 Rh8 Rh2 Ke7 Rh3 Rh7 Rh4 Rh8 Rh2 Kf7 g4 Rh7 gxh5 Rxh5 Rxh5 Bxh5 Ka3 Bxf3;
5rk1/ppqb2pp/2n1p3/3pP3/2pP4/P1P1BN1Q/2P2PP1/R3K3 b Q - acd 47/67; acs 3440 ; acn 143660352k; ce -81 ; bm Qb8; pv Qb8 Kd2 Qe8 Rh1 Qg6 Nh4 Qf7 g4 Rc8 Ng2 h6 Nf4 Ne7 g5 h5 g6 Qf5 Qxf5 Nxf5 Nxh5 Be8 Nf4 Rc6 Rb1 b6 Ke2 Nh4 Rg1 b5 Rg4 Nf5 Kf3 Ra6 Bc1 Kf8 Rg5 Nh6 Rh5 Ke7 Rh1 Rb6 Kg2 Rb8 Be3 Rb6 Kg3 Rb8 Bd2 Rb6 Bc1 Rb8 Be3 Nf5+ Kg2 Bc6 Rh7 Rd8 Kf3;

r1b2rk1/pp3pb1/3q2pp/2nP4/6P1/2P2N2/P1Q1BPP1/2BR1RK1 w - - acd 42/65; acs 3542 ; acn 132735605k; ce 71 ; bm Nd4; pv Nd4 Bd7 Ba3 Rac8 c4 Rfe8 Nb3 Ba4 Bf3 Qf4 Rfe1 b6 Rxe8+ Rxe8 Bc1 Qf6 Be3 Nd7 Qc1 Qh4 g3 Qf6 Be2 Ne5 Kg2 Bd7 Rd4 g5 c5 Rc8 Re4 Qg6 Rxe5 Bxe5 c6 Qd6 Qc4 Qxd5+ Qxd5 Bxc6 Qxc6 Rxc6 Kf3 Rc2 a4 Ra2 Bb5;
r1b2rk1/pp3pb1/3q2pp/2nP4/6P1/2P2N2/P1Q1BPP1/2BR1RK1 w - - acd 42/65; acs 3542 ; acn 132735605k; ce 47 ; bm Rd4; pv Rd4 Re8 Bb5 Bd7 Bf4 Qe7 d6 Qe6 Bxd7 Nxd7 Rb4 b6 Re1 Qxg4 Rxe8+ Rxe8 Bxh6 Qe6 Bxg7 Kxg7 Qd2 Qe2 Qxe2 Rxe2 Ra4 Re6 Rxa7 Rxd6 Kf1 Kf6 Nd4 Nc5 f3 Ne6 Nxe6 Rxe6 Kf2 Rc6 Ra3 b5 Ke3 Ke5 Rb3 Kd6 Kd4 Rc4+ Kd3 Ra4 Rb2 Kc6 g3 Ra3 Re2 g5 Re7;
r1b2rk1/pp3pb1/3q2pp/2nP4/6P1/2P2N2/P1Q1BPP1/2BR1RK1 w - - acd 41/65; acs 3542 ; acn 132735605k; ce 36 ; bm Nd2; pv Nd2 Qxd5 Ba3 Qe5 Rfe1 Qc7 Ne4 b6 Bc4 Kh7 Nxc5 bxc5 Qe4 Rb8 Rd5 Bb7 Rxc5 Qxc5 Bxc5 Bxe4 Bxf8 Rxf8 Rxe4 Bxc3 Re7 Bd4 Bxf7 Bc5 Rd7 Kg7 Bd5+ Kh8 Bf3 Rf4 Rd2 Kg7 Kh2 Kf6 Kg3 Rd4 Rxd4 Bxd4 Bc6 g5 a4 Bc5 Bd7 Bb6 Kf3 Ke5 Bf5;

r1br2k1/7p/p2q1ppB/1p1P4/2P5/5N2/PQ3PPP/4R1K1 w - - acd 48/78; acs 2894 ; acn 128554602k; ce 209 ; bm Nd2; pv Nd2 Ra7 Ne4 Re7 f3 Rxe4 fxe4 bxc4 Qd4 Qe5 Qxe5 fxe5 Bd2 Bd7 Kf2 Rf8+ Ke3 Ba4 Bc3 Re8 Rb1 Bb5 Rb4 Re7 a4 Be8 Rxc4 Kf7 Kd3 g5 Ke2 Kf6 Rb4 Kf7 Ke3 Bd7 Rb6 Bxa4 Rxa6 Be8 Rb6 h5 Kd2 h4 Ke3 Ba4 Rb4 Bd7 Rb8 Ba4 Rb6 Bc2 h3 Ba4 Rb8 Re8 Rb4 Bd1 Rb1;
r1br2k1/7p/p2q1ppB/1p1P4/2P5/5N2/PQ3PPP/4R1K1 w - - acd 48/78; acs 2894 ; acn 128554602k; ce 72 ; bm c5; pv c5 Qxd5 Qxf6 Ra7 c6 Rf7 Qh4 Bf5 h3 Rc8 Ne5 Re8 Re3 Rfe7 Qf6 Qe6 Nd7 Qxf6 Nxf6+ Kf7 Nxe8 Rxe3 Bxe3 Kxe8 a3 a5 Bd2 a4 f3 Ke7 Bb4+ Kd8 Bd6 Be6 Be5 Bd5 c7+ Kd7 Kf2 Be6 g4 Kc6 Ke3 Kd5 Bc3 Kd6 Ba5 b4 Bxb4+ Kxc7 Kd4 Kd7 Ke5 Bc4 f4 Bf1 h4 Be2 g5 Kc6 f5 gxf5 Kxf5 Bd3+ Kf6;
r1br2k1/7p/p2q1ppB/1p1P4/2P5/5N2/PQ3PPP/4R1K1 w - - acd 48/78; acs 2894 ; acn 128554602k; ce 37 ; bm Ng5; pv Ng5 Bf5 g4 Re8 Rxe8+ Rxe8 gxf5 Qe5 Qxe5 Rxe5 Nf3 Rxf5 Nd4 Rh5 d6 Kf7 d7 Ke7 cxb5 axb5 Bg7 Kxd7 Bxf6 b4 Nc2 Ke6 Bd8 Rd5 Bb6 Rg5+ Kh1 Rg4 a3 bxa3 Nxa3 h5 Nc2 g5 Nd4+ Kd5 Ne2 Rb4 Be3 Rb2 Nc3+ Ke5 Kg2 Rc2 Nb1 g4 Kg3 Re2 Nc3 Re1 Bb6 Rh1 Bc7+ Kf6 Nd5+ Kg5 Bf4+ Kf5 Ne3+ Ke4 Bc7 Rc1 Bd8;

r3rnk1/1bq1bpp1/pp2p3/3pP2Q/P4p2/1NNB1R2/1PP4P/2KR4 w - - acd 43/92; acs 3021 ; acn 125481011k; ce 299 ; bm Rg1; pv Rg1 f5 Rxg7+ Kxg7 Rh3 Ng6 Bxf5 exf5 Qh7+ Kf8 e6 Bd6 Qxg6 Be5 Rh5 Bg7 Nd4 Bxd4 Rxf5+ Ke7 Rf7+ Kd6 Rxc7 Kxc7 Qf7+ Kd6 Qd7+ Ke5 Qg7+ Kxe6 Qxd4 Rac8 Qxb6+ Bc6 Ne2 Kd7 Nxf4 Bxa4 b3 Bc6 Qxa6 Re7 Nd3 Kc7 Qa7+ Bb7 Qc5+ Kd7 Qb6 Bc6 Qb4 Rce8 Kb2 Kc7 Nc5 Kd6 Na6+ Kd7 h4 Rc8 Nc5+ Kd6 Nd3+ Kd7 Qb6 Ke8;
r3rnk1/1bq1bpp1/pp2p3/3pP2Q/P4p2/1NNB1R2/1PP4P/2KR4 w - - acd 42/92; acs 3021 ; acn 125481011k; ce 312 ; bm Rh3; pv Rh3 f5;
r3rnk1/1bq1bpp1/pp2p3/3pP2Q/P4p2/1NNB1R2/1PP4P/2KR4 w - - acd 42/92; acs 3021 ; acn 125481011k; ce 248 ; bm Re1; pv Re1 f6 Rxf4 f5 Nd4 g6 Nxe6 Qxe5 Rxe5 gxh5 Rfxf5 Bh4 Nc7 Rxe5 Rxe5 Ra7 N7xd5 Bd8 Rxh5 Bc8 Re5 Be6 Re1 Kg7 Kb1 a5 Bc4 Bf7 Rg1+ Kh8 h4 Bxd5 Nxd5 Rf7 h5 Rf5 Re1 Kg7 Re8 Bh4 Nxb6 Rxh5 Bb5 Nh7 Nc4 Nf6 Re7+ Kf8 Re6 Nd5 Nxa5 Bf6 Nc6 Rg5 Rd6 Kf7;

r4rk1/ppnqp2p/3p2p1/2pP4/P1P2B1P/6P1/1P3PK1/R2Q1R2 b - - acd 44/72; acs 3202 ; acn 134471973k; ce -8 ; bm e6; pv e6 dxe6 Qc6+ f3 Nxe6 Bh6 Rfe8 Ra3 Rad8 Rd3 Nd4 Be3 d5 cxd5 Rxd5 Bxd4 Red8 Re1 Rxd4 Qb3+ Qd5 Rxd4 cxd4 Qxd5+ Rxd5 Kf1 Rd6 a5 Kf8 Re5 d3 Ke1 d2+ Kd1 Rd3 Rc5 Rxf3 Kxd2 Rf7 Ke3 Ke7 Rc7+ Kf6 Rxf7+ Kxf7 Kf4 Kf6 g4 h6 Kg3 b6 axb6 axb6 Kf4 Kf7 Ke5 b5;
r4rk1/ppnqp2p/3p2p1/2pP4/P1P2B1P/6P1/1P3PK1/R2Q1R2 b - - acd 44/72; acs 3202 ; acn 134471973k; ce -26 ; bm Rxf4; pv Rxf4 gxf4 Rf8 Qf3 e5 Qh3 Qxh3+ Kxh3 Rxf4 Rfc1 Na6 Rc3 Rxf2 h5 Nb4 Rg1 Kf7 Kg3 Rf5 hxg6+ hxg6 Rh1 Kg7 b3 Rf4 Rf3 Rxf3+ Kxf3 Nc2 Rh3 Nd4+ Kg4 Ne2 Re3 Nf4 a5 Nh5 Kf3 Nf6 b4 cxb4 Rb3 Nd7 Rxb4 Nc5 Rb1 Kf6 Rb2 Kf7 Kg4 Kf6;
r4rk1/ppnqp2p/3p2p1/2pP4/P1P2B1P/6P1/1P3PK1/R2Q1R2 b - - acd 43/72; acs 3202 ; acn 134471973k; ce -41 ; bm Rf7; pv Rf7 f3 Rd8 Bg5 Re8 Ra3 e6 dxe6 Qxe6 Rd3 Qxc4 Rxd6 Qe2+ Qxe2 Rxe2+ Rf2 Re8 Rfd2 Ne6 Be3 b6 Kf2 Kg7 b3 Rfe7 g4 Rf7 Kg3 Rfe7 Rd1 Kf8 Kf2 Kf7 R1d5 Rc7 h5 c4 bxc4 Rxc4 a5 Nc7 hxg6+ hxg6 Rd2 bxa5 Bg5 Ne6 Rd7+ Kg8 R2d6 Rc2+ Kg3;
Taking ideas is not a vice, it is a virtue. We have another word for this. It is called learning.
But sharing ideas is an even greater virtue. We have another word for this. It is called teaching.
Paloma
Posts: 1167
Joined: Thu Dec 25, 2008 9:07 pm
Full name: Herbert L

Re: Cranky Walters

Post by Paloma »

Your McBrain output:
info depth 51 seldepth 93 multipv 1 score cp 273 nodes 34511142588 nps 11224044 hashfull 999 tbhits 24725083 time 3074751 pv d1g1 f7f5 g1g7 ...

info depth 52 seldepth 92 multipv 1 score cp 288 nodes 43710467383 nps 22076874 hashfull 993 tbhits 4372558 time 1979921 pv f3h3 f7f5 d1e1 ...

Hmmm...
depth 51 seldepth 93 __ 11.224 kN/s __ time 3074 sec ___ >>>depth 51 in 3074 sec
depth 52 seldepth 92 __ 22.076 kN/s __ time 1979 sec ___ >>>depth 52 in 1979 sec on double speed?

What is wrong here?
.
User avatar
MikeB
Posts: 4889
Joined: Thu Mar 09, 2006 6:34 am
Location: Pen Argyl, Pennsylvania

Re: Cranky Walters

Post by MikeB »

Paloma wrote:Your McBrain output:
info depth 51 seldepth 93 multipv 1 score cp 273 nodes 34511142588 nps 11224044 hashfull 999 tbhits 24725083 time 3074751 pv d1g1 f7f5 g1g7 ...

info depth 52 seldepth 92 multipv 1 score cp 288 nodes 43710467383 nps 22076874 hashfull 993 tbhits 4372558 time 1979921 pv f3h3 f7f5 d1e1 ...

Hmmm...
depth 51 seldepth 93 __ 11.224 kN/s __ time 3074 sec ___ >>>depth 51 in 3074 sec
depth 52 seldepth 92 __ 22.076 kN/s __ time 1979 sec ___ >>>depth 52 in 1979 sec on double speed?

What is wrong here?
.
on the one run, two "search moves" were ran concurrently , splitting the load between 12 cores, the faster run had access to all 12 cores...
Paloma
Posts: 1167
Joined: Thu Dec 25, 2008 9:07 pm
Full name: Herbert L

Re: To Vincent --> Cranky Walters

Post by Paloma »

Hi Vincent,

i saw in the Rybka_Fora your Post from the new McBrain 2017 v2.2

EigenmannTestYourKnowledge posted from Peter Grayson.

I'll give you the link to the Original-Author Walter Eigenmann from Switzerland

in case you didn't know of it:

http://wp.me/p5dsl-7ur

Scroll down to the list of 119 Engines. The first two Engines are:

Code: Select all

    Program                          Elo   +/-  Matches  Score   Av.Op.   S.Pos.   MST1    MST2   RIndex

1 AsmFish 2017-03-15 (4CPU)        : 3421    3   8204    68.5 %   3286    72/111    2.0s    3.0s   0.68
2 Stockfish 170417 (4CPU)          : 3414    3   7923    67.6 %   3286    67/111    1.9s    3.1s   0.69
Vinvin
Posts: 5228
Joined: Thu Mar 09, 2006 9:40 am
Full name: Vincent Lejeune

Re: To Vincent --> Cranky Walters

Post by Vinvin »

Paloma wrote:Hi Vincent,

i saw in the Rybka_Fora your Post from the new McBrain 2017 v2.2

EigenmannTestYourKnowledge posted from Peter Grayson.

I'll give you the link to the Original-Author Walter Eigenmann from Switzerland

in case you didn't know of it:

http://wp.me/p5dsl-7ur

Scroll down to the list of 119 Engines. The first two Engines are:

Code: Select all

    Program                          Elo   +/-  Matches  Score   Av.Op.   S.Pos.   MST1    MST2   RIndex

1 AsmFish 2017-03-15 (4CPU)        : 3421    3   8204    68.5 %   3286    72/111    2.0s    3.0s   0.68
2 Stockfish 170417 (4CPU)          : 3414    3   7923    67.6 %   3286    67/111    1.9s    3.1s   0.69
Thanks ! Nice compilation of all results !
RybkaWinFinder 2.2 (4CPU) finds only 22 on 111 ! :shock:

BTW, Google translate works well on the page :lol:
https://glarean-magazin.ch/2017/03/05/c ... test-eret/

Code: Select all

    Program                                    Elo   +/-  Matches  Score   Av.Op.   S.Pos.   MST1    MST2   RIndex

  1 AsmFish 2017-03-15 (4CPU)                  : 3421    3   8204    68.5 %   3286    72/111    2.0s    3.0s   0.68
  2 Stockfish 170417 (4CPU)                    : 3414    3   7923    67.6 %   3286    67/111    1.9s    3.1s   0.69
  3 Komodo 10.4 (4CPU)                         : 3411    3   8074    67.2 %   3286    68/111    2.0s    3.2s   0.62
  4 Stockfish 8 (4CPU)                         : 3409    3   7946    67.0 %   3286    64/111    1.8s    3.2s   0.68
  5 Brainfish 190317 (4CPU)                    : 3408    3   8080    66.8 %   3286    65/111    1.9s    3.2s   0.64
  6 Houdini 5.01 (4CPU)                        : 3404    4   7617    66.2 %   3288    62/111    1.9s    3.2s   0.64
  7 Komodo 10.3 (4CPU)                         : 3397    4   7774    65.3 %   3287    60/111    1.9s    3.3s   0.60
  8 Stockfish 8 (1CPU)                         : 3390    4   7188    64.3 %   3287    57/111    1.9s    3.4s   0.56
  9 Houdini 5.01 (1CPU)                        : 3384    4   6732    63.4 %   3289    54/111    2.0s    3.4s   0.56
 10 Fizbo 1.9 (4CPU)                           : 3382    4   6725    62.8 %   3291    50/111    1.7s    3.5s   0.56
 11 Komodo 10.4 (1CPU)                         : 3382    4   7094    63.2 %   3288    56/111    2.2s    3.6s   0.46
 12 Komodo 10.3 (1CPU)                         : 3379    4   6718    62.7 %   3289    52/111    1.9s    3.5s   0.55
 13 McBrain 2.1 (1CPU)                         : 3373    4   6558    61.9 %   3289    51/111    2.1s    3.6s   0.49
 14 Stockfish 7 (1CPU)                         : 3372    4   6826    61.8 %   3289    53/111    2.3s    3.7s   0.45
 15 Komodo 10 (1CPU)                           : 3367    4   6220    60.7 %   3292    48/111    2.1s    3.7s   0.51
 16 DeepShredder 13 (4CPU)                     : 3362    4   6205    60.1 %   3291    46/111    2.0s    3.7s   0.44
 17 Houdini 4 (4CPU)                           : 3361    4   6278    59.7 %   3292    45/111    1.9s    3.7s   0.45
 18 Komodo 9.42 (1CPU)                         : 3359    4   6127    59.7 %   3291    45/111    2.1s    3.8s   0.42
 19 Andscacs 0.90 (4CPU)                       : 3358    4   6044    59.4 %   3292    42/111    1.7s    3.7s   0.46
 20 Stockfish 6 (1CPU)                         : 3353    4   5734    58.7 %   3292    42/111    1.9s    3.8s   0.48
 21 Komodo 9.2 (1CPU)                          : 3352    4   5981    58.6 %   3292    44/111    2.2s    3.9s   0.44
 22 Andscacs 0.89 (4CPU)                       : 3349    5   5872    57.9 %   3293    43/111    2.1s    3.8s   0.41
 23 Fritz 15 (4CPU)                            : 3349    4   5935    57.7 %   3294    41/111    2.0s    3.9s   0.39
 24 Komodo 9 (1CPU)                            : 3348    4   5827    57.9 %   3292    40/111    1.9s    3.8s   0.43
 25 Fizbo 1.9 (1CPU)                           : 3346    5   6014    57.3 %   3295    42/111    2.2s    3.9s   0.38
 26 Critter 1.6a (4CPU)                        : 3344    5   5874    57.1 %   3294    41/111    2.2s    3.9s   0.41
 27 Gull 3 (4CPU)                              : 3341    5   5762    56.6 %   3295    40/111    2.1s    3.9s   0.39
 28 Protector 1.9.0 (4CPU)                     : 3340    5   5734    56.6 %   3294    39/111    2.1s    3.9s   0.40
 29 Stockfish 5 (1CPU)                         : 3335    5   5470    55.9 %   3294    41/111    2.4s    4.0s   0.41
 30 Andscacs 0.87 (4CPU)                       : 3333    5   5598    55.4 %   3295    36/111    2.0s    3.9s   0.37
 31 Houdini 4 (1CPU)                           : 3328    5   5181    54.6 %   3296    34/111    1.8s    4.0s   0.45
 32 Fire 5 (1CPU)                              : 3327    5   5277    54.5 %   3296    33/111    1.7s    4.0s   0.37
 33 DeepShredder 13 (1CPU)                     : 3326    5   5315    54.4 %   3296    36/111    2.2s    4.1s   0.28
 34 Booot 6.1 (1CPU)                           : 3325    5   4521    54.1 %   3297    28/111    1.6s    2.7s   0.42
 35 Komodo 8 (1CPU)                            : 3323    5   5271    53.9 %   3296    33/111    2.0s    4.0s   0.37
 36 Andscacs 0.89 (1CPU)                       : 3318    5   5386    53.1 %   3296    34/111    2.3s    4.1s   0.28
 37 Critter 1.6a (1CPU)                        : 3318    5   5234    52.9 %   3298    33/111    2.1s    4.1s   0.35
 38 Andscacs 0.86 (4CPU)                       : 3317    5   5057    52.8 %   3298    32/111    2.1s    4.0s   0.36
 39 Nirvanachess 2.3 (4CPU)                    : 3316    5   5031    52.8 %   3297    33/111    2.1s    4.1s   0.33
 40 Equinox 3.30 (4CPU)                        : 3314    5   5062    52.1 %   3300    32/111    2.0s    4.0s   0.38
 41 Equinox 3.30 (1CPU)                        : 3312    5   5062    51.7 %   3300    31/111    2.1s    4.1s   0.35
 42 Naum 4.6 (4CPU)                            : 3308    5   4886    51.1 %   3300    33/111    2.6s    4.2s   0.34
 43 Andscacs 0.87 (1CPU)                       : 3307    5   4894    51.1 %   3300    31/111    2.2s    4.1s   0.30
 44 Fizbo 1.8 (1CPU)                           : 3305    5   5094    50.9 %   3299    28/111    1.8s    4.2s   0.29
 45 Fritz 15 (1CPU)                            : 3303    5   4899    50.4 %   3300    30/111    2.2s    4.2s   0.30
 46 Spark 1.0 (4CPU)                           : 3302    5   5287    50.2 %   3300    30/111    2.4s    4.3s   0.23
 47 DeepRybka 4.1 (1CPU)                       : 3299    5   4834    49.5 %   3302    27/111    2.0s    4.2s   0.30
 48 Andscacs 0.86 (1CPU)                       : 3298    5   4793    49.9 %   3299    29/111    2.2s    4.1s   0.33
 49 Texel 1.06 (4CPU)                          : 3296    5   4927    49.4 %   3300    28/111    2.1s    4.3s   0.25
 50 Hannibal 1.7 (1CPU)                        : 3295    5   4641    49.2 %   3300    24/111    1.2s    4.2s   0.37
 51 Nirvanachess 2.3 (1CPU)                    : 3295    5   4815    49.2 %   3300    28/111    2.2s    4.3s   0.26
 52 Arasan 19.2 (4CPU)                         : 3294    5   4961    48.8 %   3302    29/111    2.5s    4.3s   0.26
 53 Gull 3 (1CPU)                              : 3293    5   4742    48.9 %   3300    26/111    1.8s    4.2s   0.30
 54 Protector 1.8 (1CPU)                       : 3289    5   4564    48.3 %   3301    25/111    1.9s    4.0s   0.30
 55 Protector 1.9 (1CPU)                       : 3289    5   4668    48.4 %   3300    25/111    1.8s    4.3s   0.27
 56 Protector 1.6 (1CPU)                       : 3287    5   4611    47.8 %   3302    26/111    2.3s    4.2s   0.24
 57 BlackMamba 2.0 (4CPU)                      : 3285    5   4507    47.7 %   3301    25/111    1.9s    4.2s   0.31
 58 iCE 3.0 (1CPU)                             : 3283    5   4559    47.3 %   3302    24/111    1.9s    4.3s   0.28
 59 Fizbo 1.7 (1CPU)                           : 3283    5   4729    47.3 %   3302    23/111    1.7s    4.3s   0.27
 60 DeepGandalf 7.0 (2CPU)                     : 3282    6   4473    46.6 %   3305    22/111    1.6s    4.2s   0.32
 61 Chiron 4 (4CPU)                            : 3278    5   4631    46.5 %   3303    24/111    2.3s    4.3s   0.23
 62 RybkaWinFinder 2.2 (4CPU)                  : 3275    6   4525    45.7 %   3305    22/111    1.9s    4.3s   0.27
 63 DeepJunior 13.3 (1CPU)                     : 3274    6   4482    45.6 %   3305    21/111    1.6s    4.3s   0.28
 64 Chiron 3.01 (4CPU)                         : 3274    5   4528    45.6 %   3305    25/111    2.6s    4.4s   0.22
 65 Nirvanachess 2.2 (1CPU)                    : 3274    5   4506    45.9 %   3302    23/111    2.0s    4.4s   0.21
 66 Crafty 25.2 (4CPU)                         : 3273    6   4223    45.7 %   3303    19/111    2.2s    3.1s   0.18
 67 Texel 1.06 (1CPU)                          : 3272    5   4566    45.5 %   3304    25/111    2.8s    4.5s   0.21
 68 DeepFritz 10 (4CPU)                        : 3271    5   4617    45.2 %   3304    23/111    2.4s    4.4s   0.21
 69 Chiron 2 (1CPU)                            : 3270    6   4550    45.0 %   3305    22/111    2.1s    4.3s   0.18
 70 Wasp 2.00 (4CPU)                           : 3269    5   4507    45.0 %   3304    24/111    2.6s    4.5s   0.24
 71 Rybka 3 (1CPU)                             : 3269    5   4350    45.0 %   3304    21/111    2.0s    4.3s   0.30
 72 Naum 4.6 (1CPU)                            : 3269    6   4312    44.9 %   3304    20/111    1.6s    4.3s   0.29
 73 Chiron 1.5 (1CPU)                          : 3267    6   4486    44.7 %   3304    22/111    2.3s    4.4s   0.20
 74 Hakkapeliitta 3.0 (1CPU)                   : 3261    6   4453    43.8 %   3305    23/111    2.7s    4.4s   0.17
 75 Texel 1.05 (1CPU)                          : 3260    6   4272    43.3 %   3307    22/111    2.4s    4.5s   0.22
 76 Arasan 19.1 (4CPU)                         : 3260    5   4312    43.4 %   3306    21/111    2.4s    4.5s   0.23
 77 LittleGoliath Revival (1CPU)               : 3257    6   4219    42.7 %   3308    17/111    1.5s    4.1s   0.23
 78 Chiron 4 (1CPU)                            : 3255    6   4404    42.8 %   3306    22/111    2.8s    4.5s   0.15
 79 Arasan 19.2 (1CPU)                         : 3253    6   4254    42.5 %   3306    22/111    2.8s    4.5s   0.21
 80 Vajolet 22.2 (1CPU)                        : 3253    6   4236    42.6 %   3305    22/111    2.8s    4.5s   0.16
 81 Nimzo 8 (1CPU)                             : 3253    6   4252    42.1 %   3309    16/111    1.2s    4.3s   0.23
 82 Arasan 19.1 (1CPU)                         : 3253    6   4315    42.4 %   3306    18/111    1.8s    4.4s   0.16
 83 ZappaMexico II (1CPU)                      : 3249    6   3903    41.5 %   3309    15/111    1.1s    3.9s   0.28
 84 TheKing 3.33 (1CPU)                        : 3247    6   4170    41.3 %   3309    16/111    1.6s    4.3s   0.21
 85 Spark 1.0 (1CPU)                           : 3245    6   4276    41.4 %   3306    20/111    2.8s    4.6s   0.16
 86 DeepFritz 10 (1CPU)                        : 3245    6   4106    40.9 %   3309    16/111    1.7s    4.4s   0.22
 87 Naum 4 (1CPU)                              : 3245    6   3950    40.9 %   3308    15/111    1.2s    4.1s   0.24
 88 TheKing 3.50 (4CPU)                        : 3243    6   4103    40.7 %   3308    18/111    2.3s    4.5s   0.18
 89 Senpai 1.0 (1CPU)                          : 3241    6   4112    40.7 %   3307    17/111    2.0s    4.5s   0.19
 90 Dragon 4.6 (1CPU)                          : 3241    6   3786    40.1 %   3311    14/111    1.6s    3.7s   0.19
 91 Fruit 2.3 (1CPU)                           : 3238    6   3909    39.7 %   3311    15/111    1.4s    4.5s   0.26
 92 Ruffian 1.0.1 (1CPU)                       : 3237    6   4116    39.8 %   3309    15/111    1.8s    4.5s   0.19
 93 Spike 1.4 (1CPU)                           : 3228    6   4001    38.5 %   3309    15/111    2.3s    4.4s   0.17
 94 RodentII 0.9.64 (1CPU)                     : 3227    6   3947    38.4 %   3310    17/111    2.8s    4.6s   0.15
 95 Quazar 0.4 (1CPU)                          : 3226    6   3945    38.4 %   3309    15/111    2.2s    4.5s   0.13
 96 Ufim 8.02 (1CPU)                           : 3226    6   3999    38.0 %   3311    14/111    1.9s    4.6s   0.18
 97 Fruit 2.2.1 (1CPU)                         : 3224    6   3899    37.8 %   3311    13/111    1.5s    4.5s   0.22
 98 Amoeba 1.2 (1CPU)                          : 3219    6   3810    37.0 %   3312    14/111    2.2s    4.5s   0.19
 99 Junior 13.8Yokohama (1CPU)                 : 3219    6   3899    37.2 %   3310    12/111    1.1s    4.6s   0.19
100 Gandalf 6.0 (1CPU)                         : 3217    6   3785    36.8 %   3311    13/111    1.9s    4.4s   0.16
101 Anaconda 2.0.1 (1CPU)                      : 3217    6   3875    36.8 %   3311    16/111    2.8s    4.7s   0.16
102 Komodo 1.3 (1CPU)                          : 3216    6   3799    36.8 %   3310    14/111    2.1s    4.6s   0.14
103 Tao 5.7b (1CPU)                            : 3214    6   3778    36.5 %   3310    13/111    2.1s    4.3s   0.19
104 Tao 5.6 (1CPU)                             : 3211    6   3701    36.0 %   3311    12/111    1.7s    4.2s   0.18
105 Deuterium 14.3.34.130 (1CPU)               : 3211    6   3742    36.0 %   3311    12/111    1.6s    4.5s   0.16
106 Wasp 2.00 (1CPU)                           : 3206    6   3767    35.3 %   3312    14/111    2.6s    4.7s   0.15
107 ProDeo 2.3 (1CPU)                          : 3201    6   3771    34.6 %   3312    10/111    1.3s    4.6s   0.12
108 Tao 5.4 (1CPU)                             : 3199    6   3629    34.2 %   3313    10/111    1.7s    4.1s   0.14
109 LoopMP 12.32 (2CPU)                        : 3198    6   3703    33.9 %   3314    10/111    1.6s    4.7s   0.17
110 Wasp 1.25 (1CPU)                           : 3197    6   3623    33.9 %   3313    13/111    2.6s    4.7s   0.13
111 Gaviota 1.0 (1CPU)                         : 3192    6   3641    33.4 %   3312    11/111    2.0s    4.7s   0.15
112 Laser 1.2 (1CPU)                           : 3191    6   3687    33.1 %   3313    10/111    1.9s    4.7s   0.13
113 ChessMind 0.82 (1CPU)                      : 3190    6   3613    33.0 %   3314     9/111    1.3s    4.5s   0.15
114 ProDeo 2.2 (1CPU)                          : 3188    6   3587    32.7 %   3313    11/111    2.8s    4.3s   0.10
115 SmarThink 1.70 (1CPU)                      : 3180    6   3495    31.4 %   3315     8/111    1.1s    4.6s   0.16
116 Ktulu 9 (1CPU)                             : 3180    6   3548    31.5 %   3314     8/111    1.4s    4.6s   0.14
117 Minko 1.3 (1CPU)                           : 3179    6   3503    31.4 %   3315     9/111    1.5s    4.7s   0.15
118 Murka 3 (1CPU)                             : 3175    6   3624    31.1 %   3313     8/111    1.9s    4.7s   0.08
119 Octochess r5190                            : 3144    5   3387    27.1 %   3316     6/111    2.6s    4.8s   0.08