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mathiphysics(1380) vs.

mathiphysics(1380) vs. euphron(1670) 0-1

1.e4 (0:00) e5 (0:00) 2.d4 (0:03) exd4 (0:03) 3.Qxd4 (0:02) Nc6 (0:01) 4.Qd1 (0:02) Nf6 (0:07) 5.Bd3 (0:01) Bc5 (0:05) 6.f3 (0:04) d6 (0:03) 7.Nh3 (0:03) O-O (0:08) 8.Qe2 (0:02) Ne5 (0:56) 9.Be3 (0:06) Nxd3+ (0:11) 10.Qxd3 (0:01) Bxe3 (0:06) 11.Qxe3 (0:02) c6 (0:21) 12.O-O (0:03) Qb6 (0:04) 13.Qxb6 (0:16) axb6 (0:01) 14.Nc3 (0:01) Be6 (0:17) 15.b3 (0:05) h6 (0:06) 16.Nf4 (0:06) Bc8 (0:24) 17.Rfd1 (0:02) g5 (0:11) 18.Nfe2 (0:12) Ne8 (0:25) 19.Nd4 (0:13) Nc7 (0:53) 20.Nf5 (0:05) Bxf5 (0:02) 21.exf5 (0:02) d5 (0:07) 22.Rd4 (0:06) Kg7 (0:11) 23.Re1 (0:05) Rfe8 (0:01) 24.Rxe8 (0:26) Rxe8 (0:03) 25.h3 (0:02) Re3 (0:14) 26.Nd1 (0:09) Re2 (0:20) 27.c4 (0:12) Re1+ (0:00) 28.Kf2 (0:07) Re8 (0:32) 29.h4 (0:12) Kf6 (0:11) 30.Ne3 (0:23) b5 (0:17) 31.f4 (0:04) gxh4 (2:10) 32.cxd5 (0:17) c5 (0:54) 33.Rd1 (0:04) Re4 (1:42) 34.g3 (0:27) Rd4 (0:12) 35.d6 (0:29) hxg3+ (0:39) 36.Kxg3 (0:10) Rxd1 (0:30) 37.Nxd1 (0:03) Na8 (0:36) 38.d7 (0:04) Ke7 (0:02) 39.a4 (0:16) bxa4 (0:08) 40.bxa4 (0:02) Kxd7 (0:01) 41.Nc3 (0:01) Nc7 (0:06) 42.Kg4 (0:01) Ke7 (0:03) 43.Kh5 (0:03) Kf6 (0:01) 44.Kxh6 (0:18) Kxf5 (0:01) 45.Kg7 (0:07) Kxf4 (0:11) 46.Kxf7 (0:01) Ke3 (0:06) 47.Nb5 (0:08) Nxb5 (0:03) 48.axb5 (0:01) c4 (0:01) 49.Ke7 (0:01) c3 (0:01) 50.Kd7 (0:01) c2 (0:01) 51.Kc7 (0:01) c1=Q+ (0:03) 52.Kxb7 (0:01) Kd4 (0:08) 53.Ka6 (0:01) Qc8+ (0:04) 54.Ka5 (0:03) Qb7 (0:01) 55.b6 (0:01) Kc5 (0:01) 56.Ka4 (0:05) Qxb6 (0:01) 57.Ka3 (0:02) Kc4 (0:01) 58.Ka4 (0:02) Qb4# (0:02) mathiphysics checkmated 0-1

1.e4 {(0:00)} e5 {(0:00)} 2.d4 {(0:03)} exd4 {(0:03)} 3.Qxd4 {(0:02)} Nc6 {(0:01)} 4.Qd1 {(0:02)} Nf6 {(0:07)} 5.Bd3 {(0:01)} Bc5 {(0:05)} 6.f3 {(0:04)} d6 {(0:03)} 7.Nh3 {(0:03)} O-O {(0:08)} 8.Qe2 {(0:02)} Ne5 {(0:56)} 9.Be3 {(0:06)} Nxd3+ {(0:11)} 10.Qxd3 {(0:01)} Bxe3 {(0:06)} 11.Qxe3 {(0:02)} c6 {(0:21)} 12.O-O {(0:03)} Qb6 {(0:04)} 13.Qxb6 {(0:16)} axb6 {(0:01)} 14.Nc3 {(0:01)} Be6 {(0:17)} 15.b3 {(0:05)} h6 {(0:06)} 16.Nf4 {(0:06)} Bc8 {(0:24)} 17.Rfd1 {(0:02)} g5 {(0:11)} 18.Nfe2 {(0:12)} Ne8 {(0:25)} 19.Nd4 {(0:13)} Nc7 {(0:53)} 20.Nf5 {(0:05)} Bxf5 {(0:02)} 21.exf5 {(0:02)} d5 {(0:07)} 22.Rd4 {(0:06)} Kg7 {(0:11)} 23.Re1 {(0:05)} Rfe8 {(0:01)} 24.Rxe8 {(0:26)} Rxe8 {(0:03)} 25.h3 {(0:02)} Re3 {(0:14)} 26.Nd1 {(0:09)} Re2 {(0:20)} 27.c4 {(0:12)} Re1+ {(0:00)} 28.Kf2 {(0:07)} Re8 {(0:32)} 29.h4 {(0:12)} Kf6 {(0:11)} 30.Ne3 {(0:23)} b5 {(0:17)} 31.f4 {(0:04)} gxh4 {(2:10)} 32.cxd5 {(0:17)} c5 {(0:54)} 33.Rd1 {(0:04)} Re4 {(1:42)} 34.g3 {(0:27)} Rd4 {(0:12)} 35.d6 {(0:29)} hxg3+ {(0:39)} 36.Kxg3 {(0:10)} Rxd1 {(0:30)} 37.Nxd1 {(0:03)} Na8 {(0:36)} 38.d7 {(0:04)} Ke7 {(0:02)} 39.a4 {(0:16)} bxa4 {(0:08)} 40.bxa4 {(0:02)} Kxd7 {(0:01)} 41.Nc3 {(0:01)} Nc7 {(0:06)} 42.Kg4 {(0:01)} Ke7 {(0:03)} 43.Kh5 {(0:03)} Kf6 {(0:01)} 44.Kxh6 {(0:18)} Kxf5 {(0:01)} 45.Kg7 {(0:07)} Kxf4 {(0:11)} 46.Kxf7 {(0:01)} Ke3 {(0:06)} 47.Nb5 {(0:08)} Nxb5 {(0:03)} 48.axb5 {(0:01)} c4 {(0:01)} 49.Ke7 {(0:01)} c3 {(0:01)} 50.Kd7 {(0:01)} c2 {(0:01)} 51.Kc7 {(0:01)} c1=Q+ {(0:03)} 52.Kxb7 {(0:01)} Kd4 {(0:08)} 53.Ka6 {(0:01)} Qc8+ {(0:04)} 54.Ka5 {(0:03)} Qb7 {(0:01)} 55.b6 {(0:01)} Kc5 {(0:01)} 56.Ka4 {(0:05)} Qxb6 {(0:01)} 57.Ka3 {(0:02)} Kc4 {(0:01)} 58.Ka4 {(0:02)} Qb4# {(0:02)}
{mathiphysics checkmated} 0-1

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