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hastrman(2074) vs. fadaga(2083)

hastrman(2074) vs. fadaga(2083) 0-1

hastrman(2074) whispers: This is Phalanx Easy 20 1.e4 (0:00) c5 (0:00) 2.Nf3 (0:00) d6 (0:03) 3.Bb5+ (0:01) Bd7 (0:03) 4.Bxd7+ (0:01) Qxd7 (0:01) 5.O-O (0:01) Nc6 (0:01) 6.c3 (0:01) Nf6 (0:01) 7.Qe2 (0:01) e5 (0:06)
hastrman(2074) whispers: depth=7; eval=+0.15; nodes=7065; nps=441 8.Na3 (0:16) Be7 (0:04)
hastrman(2074) whispers: depth=7; eval=-0.04; nodes=11822; nps=440 9.d3 (0:27) O-O (0:28)
hastrman(2074) whispers: depth=7; eval=+0.28; nodes=14950; nps=440 10.Bg5 (0:34) h6 (0:05)
hastrman(2074) whispers: depth=7; eval=+0.54; nodes=8094; nps=441 11.Bxf6 (0:19) Bxf6 (0:20)
hastrman(2074) whispers: depth=7; eval=+0.46; nodes=8324; nps=442 12.Nc2 (0:19) Rfe8 (0:22)
hastrman(2074) whispers: depth=8; eval=+0.56; nodes=17607; nps=441 13.Ne3 (0:40) a6 (0:11)
hastrman(2074) whispers: depth=7; eval=+0.95; nodes=9620; nps=441 14.Nd5 (0:22) Be7 (0:08)
hastrman(2074) whispers: depth=7; eval=+2.05; nodes=7134; nps=441 15.Nb6 (0:16) Qe6 (0:06)
hastrman(2074) whispers: depth=6; eval=+2.15; nodes=7743; nps=439 16.Nxa8 (0:18) Rxa8 (0:00)
hastrman(2074) whispers: depth=7; eval=+2.22; nodes=8845; nps=440 17.Nd2 (0:20) b5 (0:06)
hastrman(2074) whispers: depth=6; eval=+2.08; nodes=4639; nps=440 18.a4 (0:11) b4 (0:08)
hastrman(2074) whispers: depth=6; eval=+2.19; nodes=15205; nps=440 19.f3 (0:35) g6 (0:16)
hastrman(2074) whispers: depth=6; eval=+2.31; nodes=8397; nps=440 20.cxb4 (0:19) Nxb4 (0:10)
hastrman(2074) whispers: depth=6; eval=+2.04; nodes=7690; nps=438 21.Nc4 (0:18) Bf8 (0:36)
hastrman(2074) whispers: depth=6; eval=+2.26; nodes=13370; nps=440 22.Rfd1 (0:31) Rb8 (0:18)
hastrman(2074) whispers: depth=6; eval=+1.98; nodes=9915; nps=441 23.Rab1 (0:23) Qd7 (0:27)
hastrman(2074) whispers: depth=6; eval=+2.26; nodes=5972; nps=439 24.a5 (0:14) Rb5 (0:45)
hastrman(2074) whispers: depth=6; eval=+2.22; nodes=7013; nps=440 25.Qe3 (0:16) Nc6 (0:14)
hastrman(2074) whispers: depth=6; eval=+1.90; nodes=11470; nps=440 26.Nb6 (0:26) Qb7 (0:22)
hastrman(2074) whispers: depth=5; eval=+2.01; nodes=5317; nps=438 27.Nd5 (0:12) Bg7 (0:28)
hastrman(2074) whispers: depth=5; eval=+1.66; nodes=8438; nps=438 28.Qd2 (0:19) Nxa5 (0:33)
hastrman(2074) whispers: depth=5; eval=+1.52; nodes=4971; nps=442 29.Qf2 (0:11) Nc6 (0:07)
hastrman(2074) whispers: depth=5; eval=+1.18; nodes=5202; nps=443 30.Rd2 (0:12) a5 (0:01)
hastrman(2074) whispers: depth=5; eval=+1.59; nodes=3678; nps=438 31.Qh4 (0:09) a4 (0:22)
hastrman(2074) whispers: depth=5; eval=+1.55; nodes=5095; nps=437 32.Nf6+ (0:12) Bxf6 (0:04)
hastrman(2074) whispers: depth=7; eval=+0.66; nodes=3605; nps=440 33.Qxf6 (0:08) Qe7 (0:10)
hastrman(2074) whispers: depth=6; eval=+0.70; nodes=3283; nps=438 34.Qxe7 (0:08) Nxe7 (0:01)
hastrman(2074) whispers: depth=7; eval=+1.02; nodes=10108; nps=439 35.Rc1 (0:23) Nc6 (0:16)
hastrman(2074) whispers: depth=7; eval=+0.79; nodes=5604; nps=439 36.Rc4 (0:13) Ra5 (0:07)
hastrman(2074) whispers: depth=7; eval=+0.37; nodes=11103; nps=440 37.h3 (0:25) Kf8 (0:20)
hastrman(2074) whispers: depth=6; eval=+0.36; nodes=3447; nps=441 38.Kh2 (0:08) Ke7 (0:31)
hastrman(2074) whispers: depth=6; eval=+0.38; nodes=3090; nps=442 39.Rd1 (0:07) Ke6 (0:09)
hastrman(2074) whispers: depth=6; eval=+0.93; nodes=3211; nps=440 40.Ra1 (0:08) Nb4 (0:03)
hastrman(2074) whispers: depth=6; eval=+0.97; nodes=3434; nps=440 41.Rc3 (0:08) f6 (0:21)
hastrman(2074) whispers: depth=7; eval=+0.92; nodes=5863; nps=438 42.Rca3 (0:14) Rb5 (0:13)
hastrman(2074) whispers: depth=6; eval=+0.81; nodes=4997; nps=440 43.h4 (0:12) h5 (0:08)
hastrman(2074) whispers: depth=6; eval=+0.80; nodes=5567; nps=439 44.Kh3 (0:13) Nc2 (0:05)
hastrman(2074) whispers: depth=6; eval=-1.46; nodes=5477; nps=439 45.Rxa4 (0:13) Nxa1 (0:02)
hastrman(2074) whispers: depth=7; eval=-1.52; nodes=2639; nps=434 46.Rxa1 (0:06) Rxb2 (0:01)
hastrman(2074) whispers: depth=6; eval=-1.55; nodes=3770; nps=438 47.Ra3 (0:09) f5 (0:09)
hastrman(2074) whispers: depth=5; eval=-1.35; nodes=2450; nps=439 48.Ra8 (0:06) Rd2 (0:08)
hastrman(2074) whispers: depth=5; eval=-1.48; nodes=3619; nps=441 49.Ra3 (0:08) f4 (0:11)
hastrman(2074) whispers: depth=5; eval=-1.66; nodes=3506; nps=438 50.Kh2 (0:08) Kf6 (0:04)
hastrman(2074) whispers: depth=6; eval=-1.43; nodes=2193; nps=433 51.Kh3 (0:05) Rd1 (0:04)
hastrman(2074) whispers: depth=6; eval=-1.66; nodes=2577; nps=438 52.Kh2 (0:06) g5 (0:02)
hastrman(2074) whispers: depth=5; eval=-1.68; nodes=1979; nps=434 53.hxg5+ (0:05) Kxg5 (0:01)
hastrman(2074) whispers: depth=6; eval=-1.66; nodes=1740; nps=440 54.Rb3 (0:04) Kh4 (0:06)
hastrman(2074) whispers: depth=7; eval=-1.72; nodes=3611; nps=440 55.Ra3 (0:08) Kg5 (0:09)
hastrman(2074) whispers: depth=10; eval=+0.00; nodes=2264; nps=438 56.Rb3 (0:05) Kf6 (0:01)
hastrman(2074) whispers: depth=6; eval=-1.71; nodes=2053; nps=440 57.Ra3 (0:05) Ke6 (0:01)
hastrman(2074) whispers: depth=6; eval=-1.77; nodes=3009; nps=436 58.Rb3 (0:07) Kd7 (0:01)
hastrman(2074) whispers: depth=5; eval=-1.56; nodes=1766; nps=436 59.Ra3 (0:04) Kc6 (0:02)
hastrman(2074) whispers: depth=5; eval=-1.41; nodes=1777; nps=438 60.Ra6+ (0:04) Kc7 (0:02)
hastrman(2074) whispers: depth=5; eval=-1.62; nodes=2045; nps=438 61.Ra3 (0:05) Kb6 (0:02)
hastrman(2074) whispers: depth=5; eval=-1.82; nodes=2665; nps=438 62.Rc3 (0:06) Kb5 (0:09)
hastrman(2074) whispers: depth=5; eval=-1.81; nodes=2105; nps=441 63.Rb3+ (0:05) Ka5 (0:04)
hastrman(2074) whispers: depth=4; eval=-2.11; nodes=1197; nps=438 64.g4 (0:03) fxg3+ (0:13)
hastrman(2074) whispers: depth=6; eval=-2.04; nodes=3114; nps=439 65.Kxg3 (0:07) Ka4 (0:04)
hastrman(2074) whispers: depth=5; eval=-2.28; nodes=1304; nps=428 66.Rc3 (0:03) Kb4 (0:01)
hastrman(2074) whispers: depth=5; eval=-3.55; nodes=1042; nps=428 67.Rc2 (0:03) Rxd3 (0:02)
hastrman(2074) whispers: depth=5; eval=-2.34; nodes=1123; nps=426 68.Rh2 (0:03) c4 (0:03)
hastrman(2074) whispers: depth=6; eval=-2.16; nodes=1500; nps=436 69.Rxh5 (0:04) c3 (0:01)
hastrman(2074) whispers: depth=5; eval=-2.10; nodes=1880; nps=431 70.Rh7 (0:05) c2 (0:05)
hastrman(2074) whispers: depth=5; eval=-2.82; nodes=3021; nps=439 71.Rc7 (0:07) Rc3 (0:01)
hastrman(2074) whispers: depth=3; eval=-3.63; nodes=623; nps=438 72.Rb7+ (0:02) Ka3 (0:02)
hastrman(2074) whispers: depth=3; eval=-3.70; nodes=588; nps=417 73.Ra7+ (0:02) Kb2 (0:01)
hastrman(2074) whispers: depth=3; eval=-3.91; nodes=693; nps=427 74.Ra4 (0:02) c1=Q (0:03)
hastrman(2074) whispers: depth=4; eval=-11.14; nodes=902; nps=423 75.Rb4+ (0:02) Kc2 (0:01)
hastrman(2074) whispers: depth=3; eval=-11.67; nodes=691; nps=426 76.Kg2 (0:02) Qd2+ (0:07)
hastrman(2074) whispers: depth=4; eval=-12.02; nodes=774; nps=425 77.Kg1 (0:02) Qe1+ (0:06)
hastrman(2074) whispers: depth=5; eval=-11.86; nodes=989; nps=424 hastrman resigns 0-1

{

hastrman(2074) whispers: This is Phalanx Easy 20}
1.e4 {(0:00)} c5 {(0:00)} 2.Nf3 {(0:00)} d6 {(0:03)} 3.Bb5+ {(0:01)} Bd7 {(0:03)} 4.Bxd7+ {(0:01)} Qxd7 {(0:01)} 5.O-O {(0:01)} Nc6 {(0:01)} 6.c3 {(0:01)} Nf6 {(0:01)} 7.Qe2 {(0:01)} e5 {(0:06)

hastrman(2074) whispers: depth=7; eval=+0.15; nodes=7065; nps=441}
8.Na3 {(0:16)} Be7 {(0:04)

hastrman(2074) whispers: depth=7; eval=-0.04; nodes=11822; nps=440}
9.d3 {(0:27)} O-O {(0:28)

hastrman(2074) whispers: depth=7; eval=+0.28; nodes=14950; nps=440}
10.Bg5 {(0:34)} h6 {(0:05)

hastrman(2074) whispers: depth=7; eval=+0.54; nodes=8094; nps=441}
11.Bxf6 {(0:19)} Bxf6 {(0:20)

hastrman(2074) whispers: depth=7; eval=+0.46; nodes=8324; nps=442}
12.Nc2 {(0:19)} Rfe8 {(0:22)

hastrman(2074) whispers: depth=8; eval=+0.56; nodes=17607; nps=441}
13.Ne3 {(0:40)} a6 {(0:11)

hastrman(2074) whispers: depth=7; eval=+0.95; nodes=9620; nps=441}
14.Nd5 {(0:22)} Be7 {(0:08)

hastrman(2074) whispers: depth=7; eval=+2.05; nodes=7134; nps=441}
15.Nb6 {(0:16)} Qe6 {(0:06)

hastrman(2074) whispers: depth=6; eval=+2.15; nodes=7743; nps=439}
16.Nxa8 {(0:18)} Rxa8 {(0:00)

hastrman(2074) whispers: depth=7; eval=+2.22; nodes=8845; nps=440}
17.Nd2 {(0:20)} b5 {(0:06)

hastrman(2074) whispers: depth=6; eval=+2.08; nodes=4639; nps=440}
18.a4 {(0:11)} b4 {(0:08)

hastrman(2074) whispers: depth=6; eval=+2.19; nodes=15205; nps=440}
19.f3 {(0:35)} g6 {(0:16)

hastrman(2074) whispers: depth=6; eval=+2.31; nodes=8397; nps=440}
20.cxb4 {(0:19)} Nxb4 {(0:10)

hastrman(2074) whispers: depth=6; eval=+2.04; nodes=7690; nps=438}
21.Nc4 {(0:18)} Bf8 {(0:36)

hastrman(2074) whispers: depth=6; eval=+2.26; nodes=13370; nps=440}
22.Rfd1 {(0:31)} Rb8 {(0:18)

hastrman(2074) whispers: depth=6; eval=+1.98; nodes=9915; nps=441}
23.Rab1 {(0:23)} Qd7 {(0:27)

hastrman(2074) whispers: depth=6; eval=+2.26; nodes=5972; nps=439}
24.a5 {(0:14)} Rb5 {(0:45)

hastrman(2074) whispers: depth=6; eval=+2.22; nodes=7013; nps=440}
25.Qe3 {(0:16)} Nc6 {(0:14)

hastrman(2074) whispers: depth=6; eval=+1.90; nodes=11470; nps=440}
26.Nb6 {(0:26)} Qb7 {(0:22)

hastrman(2074) whispers: depth=5; eval=+2.01; nodes=5317; nps=438}
27.Nd5 {(0:12)} Bg7 {(0:28)

hastrman(2074) whispers: depth=5; eval=+1.66; nodes=8438; nps=438}
28.Qd2 {(0:19)} Nxa5 {(0:33)

hastrman(2074) whispers: depth=5; eval=+1.52; nodes=4971; nps=442}
29.Qf2 {(0:11)} Nc6 {(0:07)

hastrman(2074) whispers: depth=5; eval=+1.18; nodes=5202; nps=443}
30.Rd2 {(0:12)} a5 {(0:01)

hastrman(2074) whispers: depth=5; eval=+1.59; nodes=3678; nps=438}
31.Qh4 {(0:09)} a4 {(0:22)

hastrman(2074) whispers: depth=5; eval=+1.55; nodes=5095; nps=437}
32.Nf6+ {(0:12)} Bxf6 {(0:04)

hastrman(2074) whispers: depth=7; eval=+0.66; nodes=3605; nps=440}
33.Qxf6 {(0:08)} Qe7 {(0:10)

hastrman(2074) whispers: depth=6; eval=+0.70; nodes=3283; nps=438}
34.Qxe7 {(0:08)} Nxe7 {(0:01)

hastrman(2074) whispers: depth=7; eval=+1.02; nodes=10108; nps=439}
35.Rc1 {(0:23)} Nc6 {(0:16)

hastrman(2074) whispers: depth=7; eval=+0.79; nodes=5604; nps=439}
36.Rc4 {(0:13)} Ra5 {(0:07)

hastrman(2074) whispers: depth=7; eval=+0.37; nodes=11103; nps=440}
37.h3 {(0:25)} Kf8 {(0:20)

hastrman(2074) whispers: depth=6; eval=+0.36; nodes=3447; nps=441}
38.Kh2 {(0:08)} Ke7 {(0:31)

hastrman(2074) whispers: depth=6; eval=+0.38; nodes=3090; nps=442}
39.Rd1 {(0:07)} Ke6 {(0:09)

hastrman(2074) whispers: depth=6; eval=+0.93; nodes=3211; nps=440}
40.Ra1 {(0:08)} Nb4 {(0:03)

hastrman(2074) whispers: depth=6; eval=+0.97; nodes=3434; nps=440}
41.Rc3 {(0:08)} f6 {(0:21)

hastrman(2074) whispers: depth=7; eval=+0.92; nodes=5863; nps=438}
42.Rca3 {(0:14)} Rb5 {(0:13)

hastrman(2074) whispers: depth=6; eval=+0.81; nodes=4997; nps=440}
43.h4 {(0:12)} h5 {(0:08)

hastrman(2074) whispers: depth=6; eval=+0.80; nodes=5567; nps=439}
44.Kh3 {(0:13)} Nc2 {(0:05)

hastrman(2074) whispers: depth=6; eval=-1.46; nodes=5477; nps=439}
45.Rxa4 {(0:13)} Nxa1 {(0:02)

hastrman(2074) whispers: depth=7; eval=-1.52; nodes=2639; nps=434}
46.Rxa1 {(0:06)} Rxb2 {(0:01)

hastrman(2074) whispers: depth=6; eval=-1.55; nodes=3770; nps=438}
47.Ra3 {(0:09)} f5 {(0:09)

hastrman(2074) whispers: depth=5; eval=-1.35; nodes=2450; nps=439}
48.Ra8 {(0:06)} Rd2 {(0:08)

hastrman(2074) whispers: depth=5; eval=-1.48; nodes=3619; nps=441}
49.Ra3 {(0:08)} f4 {(0:11)

hastrman(2074) whispers: depth=5; eval=-1.66; nodes=3506; nps=438}
50.Kh2 {(0:08)} Kf6 {(0:04)

hastrman(2074) whispers: depth=6; eval=-1.43; nodes=2193; nps=433}
51.Kh3 {(0:05)} Rd1 {(0:04)

hastrman(2074) whispers: depth=6; eval=-1.66; nodes=2577; nps=438}
52.Kh2 {(0:06)} g5 {(0:02)

hastrman(2074) whispers: depth=5; eval=-1.68; nodes=1979; nps=434}
53.hxg5+ {(0:05)} Kxg5 {(0:01)

hastrman(2074) whispers: depth=6; eval=-1.66; nodes=1740; nps=440}
54.Rb3 {(0:04)} Kh4 {(0:06)

hastrman(2074) whispers: depth=7; eval=-1.72; nodes=3611; nps=440}
55.Ra3 {(0:08)} Kg5 {(0:09)

hastrman(2074) whispers: depth=10; eval=+0.00; nodes=2264; nps=438}
56.Rb3 {(0:05)} Kf6 {(0:01)

hastrman(2074) whispers: depth=6; eval=-1.71; nodes=2053; nps=440}
57.Ra3 {(0:05)} Ke6 {(0:01)

hastrman(2074) whispers: depth=6; eval=-1.77; nodes=3009; nps=436}
58.Rb3 {(0:07)} Kd7 {(0:01)

hastrman(2074) whispers: depth=5; eval=-1.56; nodes=1766; nps=436}
59.Ra3 {(0:04)} Kc6 {(0:02)

hastrman(2074) whispers: depth=5; eval=-1.41; nodes=1777; nps=438}
60.Ra6+ {(0:04)} Kc7 {(0:02)

hastrman(2074) whispers: depth=5; eval=-1.62; nodes=2045; nps=438}
61.Ra3 {(0:05)} Kb6 {(0:02)

hastrman(2074) whispers: depth=5; eval=-1.82; nodes=2665; nps=438}
62.Rc3 {(0:06)} Kb5 {(0:09)

hastrman(2074) whispers: depth=5; eval=-1.81; nodes=2105; nps=441}
63.Rb3+ {(0:05)} Ka5 {(0:04)

hastrman(2074) whispers: depth=4; eval=-2.11; nodes=1197; nps=438}
64.g4 {(0:03)} fxg3+ {(0:13)

hastrman(2074) whispers: depth=6; eval=-2.04; nodes=3114; nps=439}
65.Kxg3 {(0:07)} Ka4 {(0:04)

hastrman(2074) whispers: depth=5; eval=-2.28; nodes=1304; nps=428}
66.Rc3 {(0:03)} Kb4 {(0:01)

hastrman(2074) whispers: depth=5; eval=-3.55; nodes=1042; nps=428}
67.Rc2 {(0:03)} Rxd3 {(0:02)

hastrman(2074) whispers: depth=5; eval=-2.34; nodes=1123; nps=426}
68.Rh2 {(0:03)} c4 {(0:03)

hastrman(2074) whispers: depth=6; eval=-2.16; nodes=1500; nps=436}
69.Rxh5 {(0:04)} c3 {(0:01)

hastrman(2074) whispers: depth=5; eval=-2.10; nodes=1880; nps=431}
70.Rh7 {(0:05)} c2 {(0:05)

hastrman(2074) whispers: depth=5; eval=-2.82; nodes=3021; nps=439}
71.Rc7 {(0:07)} Rc3 {(0:01)

hastrman(2074) whispers: depth=3; eval=-3.63; nodes=623; nps=438}
72.Rb7+ {(0:02)} Ka3 {(0:02)

hastrman(2074) whispers: depth=3; eval=-3.70; nodes=588; nps=417}
73.Ra7+ {(0:02)} Kb2 {(0:01)

hastrman(2074) whispers: depth=3; eval=-3.91; nodes=693; nps=427}
74.Ra4 {(0:02)} c1=Q {(0:03)

hastrman(2074) whispers: depth=4; eval=-11.14; nodes=902; nps=423}
75.Rb4+ {(0:02)} Kc2 {(0:01)

hastrman(2074) whispers: depth=3; eval=-11.67; nodes=691; nps=426}
76.Kg2 {(0:02)} Qd2+ {(0:07)

hastrman(2074) whispers: depth=4; eval=-12.02; nodes=774; nps=425}
77.Kg1 {(0:02)} Qe1+ {(0:06)

hastrman(2074) whispers: depth=5; eval=-11.86; nodes=989; nps=424}
{hastrman resigns} 0-1

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