Author: Dann Corbit
Date: 19:44:47 02/01/00
Go up one level in this thread
Here is the crafty log for the position in question.
clearing hash tables
time surplus 0.00 time limit 83:20 (83:20)
nss depth time score variation (1)
White(1): exit
6-> 0.76 0.74 1. O-O a6 2. Bd3 Qf6 3. Be4 Nc5
7 1.21 1.04 1. O-O a6 2. Be2 Bd6 3. Rd1 Qc7 4.
Qh4
7-> 1.38 1.04 1. O-O a6 2. Be2 Bd6 3. Rd1 Qc7 4.
Qh4
8 2.01 0.74 1. O-O a6 2. Bd3 Nc5 3. Qc2 Nxd3 4.
Qxd3 Ne5 5. Qe4
8-> 6.70 0.74 1. O-O a6 2. Bd3 Nc5 3. Qc2 Nxd3 4.
Qxd3 Ne5 5. Qe4
9 8.47 0.64 1. O-O a6 2. Bd3 Nc5 3. Qc2 Nxd3 4.
Qxd3 Ne5 5. Qe4 Qf6
9-> 20.61 0.64 1. O-O a6 2. Bd3 Nc5 3. Qc2 Nxd3 4.
Qxd3 Ne5 5. Qe4 Qf6
10 25.41 0.61 1. O-O a6 2. Bd3 Bd6 3. Rd1 Nc5 4.
Qg4 Ne5 5. Qxg7 Nxf3+ 6. Kh1
10-> 54.27 0.61 1. O-O a6 2. Bd3 Bd6 3. Rd1 Nc5 4.
Qg4 Ne5 5. Qxg7 Nxf3+ 6. Kh1
11 1:13 0.30 1. O-O a6 2. Bxd7+ Qxd7 3. Qxd7+ Kxd7
4. Be3 Ke8 5. Rad1 Rc8 6. Rd3 Nc5 7.
Bxc5 Bxc5 8. Re1+ Be7 9. Nd5
11 3:08 0.35 1. Bg5 Nc5 2. Bxd7+ Qxd7 3. Qxd7+ Nxd7
4. O-O f6 5. Bf4 g5 6. Rfe1+ Kd8 7.
Bd2 Ne5 8. Re3 Kc7
11 4:43 0.73 1. Qe4 a6 2. Ba4 b5 3. Bc2 Be7 4. O-O
Ndc5 5. Qc6+ Kf8 6. Re1 Rc8
11-> 5:19 0.73 1. Qe4 a6 2. Ba4 b5 3. Bc2 Be7 4. O-O
Ndc5 5. Qc6+ Kf8 6. Re1 Rc8
12 5:52 -- 1. Qe4
12 7:34 0.21 1. Qe4 a6 2. Ba4 b5 3. Bb3 Rc8 4. O-O
Nc5 5. Qe2 Bd6 6. Bxe6 fxe6 7. Rd1
12 12:10 0.44 1. Bg5 Nc5 2. Bxd8 Nxa4 3. Bxa4 Rxd8
4. O-O Be7 5. Rfe1 Kf8 6. Rad1 Nc5
12-> 17:23 0.44 1. Bg5 Nc5 2. Bxd8 Nxa4 3. Bxa4 Rxd8
4. O-O Be7 5. Rfe1 Kf8 6. Rad1 Nc5
13 21:46 0.76 1. Bg5 Nc5 2. Bxd8 Nxa4 3. Bxa4 Rxd8
4. O-O Be7 5. Rad1 Rg8 6. Rfe1 Rf8
7. Nd5
Now that I see the response sequence listed, I am not completely sure that Bg5
is optimal. I would like to see what happens clear out to 16 ply, but I am too
lazy to run it myself.
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