Go (weiqi, baduk) - Game 16786

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Game result  (chess)

A. Duttagupta, 2263
B. Ozen, 2232


See game 144511

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Internet Go, Weiqi, Baduk


FICGS__GO__TOURNAMENT_KYU__000052       See crosstable
(type : rated round-robin,   time : 30 days,   increment : 1 day / move)

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Last move : 0-1     2008 May 18   3:39:42

[Event "FICGS__GO__TOURNAMENT_KYU__000052"]
[Site "FICGS"]
[Date "2007.12.19"]
[Round "1"]
[Black "Martinez Camacho,Victor Hugo"]
[White "Cook,Phil"]
[Result "0-1"]
[Rating 1 "0000"]
[Rating 2 "0599"]

1.p17 d16 2.q4 e4 3.q10 k10 4.q14 k16 5.l10 l11 6.m10 k7 7.k9 k8 8.j10 k11 9.j11 j9 10.l9 l8 11.m8 m7 12.n9 n8 13.m11 k12 14.o10 m9 15.n10 m12 16.n12 m13 17.n13 m14 18.n14 m15 19.m16 l16 20.n16 n15 21.o15 o4 22.n4 o5 23.n5 o6 24.p10 h9 25.n11 l4 26.m5 l5 27.n3 m3 28.o3 g10 29.o16 h16 30.j12 k13 31.j13 j14 32.h13 g13 33.h14 g14 34.g12 e12 35.f13 g15 36.f12 e13 37.h12 f14 38.f11 f10 39.e11 d11 40.e10 e9 41.d10 d9 42.c11 d12 43.c10 c9 44.c12 c13 45.b12 b13 46.a12 a13 47.b9 c8 48.p4 o8 49.p3 p8 50.r4 q8 51.s4 s8 52.o14 r9 53.t4 r10 54.q11 r11 55.n2 m2 56.n1 m1 57.n6 m6 58.n7 o7 59.q12 r12 60.q13 r13 61.p14 r14 62.q15 r15 63.q16 r16 64.q17 l17 65.o17 m17 66.f4 g4 67.f3 f5 68.e3 d4 69.d3 c4 70.c3 b3 71.c2 g3 72.g2 h3 73.f2 b8 74.a9 a8 75.g1 h10 76.p5 h15 77.c1 n17 78.d17 e17 79.d18 e18 80.d19 e19 81.c17 c16 82.b17 b16 83.a17 a16 84.s7 o18 85.r7 r8 86.t7 t8 87.q7 p18 88.q18 q19 89.r17 s16 90.s18 r19 91.p7 s17 92.p6 r18 93.h2 j3 94.j1 t18 95.j2 k2 96.b2 a4 97.a2 b10 98.a10 g11 99.b11 h11 0-1

Here are the names of the openings (joseki) played in the four corners :

Corner d16 : d16 j11

Hoshi (Hwajeom, Seongjeom, Xingwei`) 4-4 Point.
The star or hoshi (4-4) point, emphasizing influence at the potential expense of territory.

Player White won this Go (weiqi, baduk) game.

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If White takes all four corners, Black should resign; if Black takes all four corners, Black should also resign. (David Kent)

. 'gn is not allowed in chess unless n is an integer between 1 and 8 inclusive, where 1 and 8 are to interpreted as the standard numerals standing for integers in the ordered real-closed field R, with the *canonical* ordering. (As opposed to, say, an integer in the domain Z[2+i*sqrt(5)] or an integer in some exotic Grothendieck topos). (Normajean Yates)

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