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Subject: Re: start your engines ...

Author: Anthony Cozzie

Date: 20:14:08 10/19/04

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Most of these are _way_ too easy.  Even with its horrible kingsafety Zappa gets
4/6 at *blitz* timecontrols.

bm Rdf6;  "2r4k/ppq1r1b1/1n1R2Rp/8/5p1Q/1B5P/PP3PPK/8 w - -";

1. Rg6xh6 Bg7xh6[S] 2. Qh4xh6 Re7-h7[S] 3. Qh6-f6[S] Rh7-g7[S] 4. Qf6-h4
Rg7-h7[S] 5. Qh4-f6[S]
 = (0.00)	Depth: 9/29	00:00:02.28	1626kN (712 KN/s, 150 splits, 26 aborts)
1. Rd6-f6++
 + (0.30)	Depth: 9/30	00:00:03.41	3204kN (939 KN/s, 330 splits, 31 aborts)
1. Rd6-f6 Nb6-c4[S] 2. Rg6xh6 Kh8-g8[S] 3. Rf6-g6 b7-b5 4. Rh6-h8[S] Kg8-f7 5.
Rg6xg7 Kf7xg7 6. Rh8xc8 Qc7xc8 7. Qh4xe7 Kg7-g6 8. Bb3xc4 b5xc4 9. Qe7xa7
 = (2.83)	Depth: 9/30	00:00:04.77	5162kN (1081 KN/s, 344 splits, 34 aborts)
1. Rd6-f6[S] Nb6-c4 2. Rg6xh6[S] Kh8-g8 3. Rf6-g6[S] b7-b5 4. Qh4-h5 f4-f3 5.
g2-g3 Qc7-e5 6. Rh6-h8 Kg8-f7 7. Rg6-g5 Kf7-e6 8. Rg5xe5 Ke6-d7
 = (4.63)	Depth: 10/30	00:00:16.95	23304kN (1374 KN/s, 621 splits, 72 aborts)

bm f6;  "6k1/p3Bpp1/2R1b1q1/7p/4n1P1/3pP3/P4PBP/3R2K1 b - -';

1... h5xg4 2. Rd1xd3 Qg6-f5 3. Rc6-c2 Ne4-g5 4. Rc2-d2 Ng5-f3 5. Bg2xf3 Qf5xf3
6. Be7-c5 a7-a5 7. Kg1-f1 Qf3-h1 8. Kf1-e2 Qh1xh2 9. Rd3-d8 Kg8-h7
 = (0.11)	Depth: 13/24	00:00:08.24	14482kN (1758 KN/s, 535 splits, 35 aborts)
1 ...f7-f6++
 + (0.38)	Depth: 13/28	00:00:20.74	36717kN (1770 KN/s, 633 splits, 41 aborts)
1... f7-f6 2. g4xh5 Qg6xh5 3. Rd1xd3 Qh5-e2 4. Bg2xe4 Be6-h3 5. Be4-d5 Kg8-h8 6.
Rc6-c1 Qe2xd3 7. Bd5-f3 Kh8-h7
 = (0.52)	Depth: 13/28	00:00:26.39	47376kN (1795 KN/s, 655 splits, 44 aborts)

bm Bh7;  "5kn1/2q2r2/1p1pQP2/p1pPp1R1/b1P1B1P1/2P2P2/8/6K1 w - -";

1. Rg5xg8 Kf8xg8[S] 2. Be4-g6[S] Ba4-b3 3. Qe6-e8 Rf7-f8[S] 4. Qe8-e7[S]
Qc7xe7[S] 5. f6xe7 Rf8-c8 6. e7-e8=Q Rc8xe8 7. Bg6xe8 Bb3xc4 8. Be8-c6
 = (-2.68)	Depth: 10/28	00:00:01.07	1534kN (1433 KN/s, 391 splits, 35 aborts)
1. Be4-h7++
 + (-0.77)	Depth: 11/28	00:00:04.72	7167kN (1517 KN/s, 756 splits, 63 aborts)
1. Be4-h7[S] Ng8xf6 2. Bh7-g6[S] Ba4-e8 3. Bg6xf7[S] Qc7xf7[S] 4. Qe6xd6[S]
Qf7-e7[S] 5. Qd6xe7 Kf8xe7 6. Rg5xe5 Ke7-d8 7. Kg1-f2 Nf6-d7 8. Re5-e3 Be8-g6 9.
Kf2-e2
 = (0.35)	Depth: 11/31	00:00:08.13	12538kN (1541 KN/s, 805 splits, 68 aborts)
1. Be4-h7[S] Ng8xf6 2. Bh7-g6[S] Ba4-e8 3. Bg6xf7[S] Qc7xf7[S] 4. Qe6xd6[S]
Qf7-e7[S] 5. Qd6xb6 a5-a4 6. Rg5-f5 Kf8-g7[S] 7. g4-g5 Nf6-d7 8. Qb6-h6
Kg7-g8[S] 9. Qh6-e6 Qe7xe6[S] 10. d5xe6 Nd7-b6 11. Rf5xe5 Nb6xc4 12. Re5xc5
 = (0.35)	Depth: 14/34	00:00:39.37	64133kN (1629 KN/s, 2454 splits, 152 aborts)

bm Bc4;  "2rr2k1/pp1bQp2/1q1p2pB/7n/3bP2P/2NB1P2/PPP5/2KR2R1 w - -";

1. Qe7-g5[S] Rc8-c5 2. Qg5-g2[S] Bd7-e6 3. Bh6-g5 Rd8-c8[S] 4. Nc3-a4 Qb6-b4 5.
Na4xc5 Qb4xb2 6. Kc1-d2 d6xc5
 = (-0.27)	Depth: 7/24	00:00:00.67	901kN (1341 KN/s, 76 splits, 3 aborts)
1. Bd3-c4++
 + (0.24)	Depth: 7/24	00:00:00.98	1248kN (1267 KN/s, 109 splits, 5 aborts)
1. Bd3-c4[S] Rc8xc4 2. Rd1xd4 Rc4xd4 3. Bh6-e3 Rd8-e8 4. Qe7xd7 Nh5-f6 5. Be3xd4
Nf6xd7 6. Bd4xb6 Nd7xb6
 = (1.26)	Depth: 7/24	00:00:01.38	1770kN (1279 KN/s, 120 splits, 5 aborts)
1. Bd3-c4[S] Rc8xc4 2. Rd1xd4[S] Rc4xd4[S] 3. Bh6-e3[S] Rd4xe4 4. Qe7xe4[S]
Qb6-a5 5. Qe4-e7 Rd8-e8 6. Qe7xd7 Re8xe3 7. Qd7xd6 Re3xf3
 = (1.74)	Depth: 9/29	00:00:07.53	11098kN (1473 KN/s, 520 splits, 28 aborts)

bm Rc7 Be3;  "r2r2k1/pb2b3/1q2pn1B/7P/1p6/3B4/PP2QPP1/2R1R1K1 w - -";

1. g2-g4 Kg8-h8 2. Bd3-g6 Qb6-d4 3. Qe2xe6 Bb7-d5 4. Bh6-g7 Kh8xg7 5. Qe6xe7
Kg7-g8 6. Kg1-f1 Bd5-c4 7. Rc1xc4 Qd4xc4
 = (0.26)	Depth: 9/25	00:00:04.30	5640kN (1311 KN/s, 153 splits, 12 aborts)
1. Rc1-c7++
 + (0.59)	Depth: 9/25	00:00:09.18	12410kN (1352 KN/s, 407 splits, 35 aborts)
1. Rc1-c7 Be7-f8[S] 2. Bd3-h7 Kg8-h8[S] 3. Qe2-e5[S] Qb6-d4[S] 4. Bh6-f4 Bf8-g7
5. Rc7xb7 Kh8xh7[S] 6. h5-h6 Nf6-e8 7. h6xg7 Ne8xg7
 = (2.01)	Depth: 9/25	00:00:09.61	13086kN (1361 KN/s, 421 splits, 37 aborts)

bm Nf3;  "2r1r1k1/pb1p1p2/3P1qpp/8/3N4/2P3QP/P2KBPPn/R5R1 b - -";

1... Re8-e4 2. Rg1-d1 Re4xd4 3. c3xd4[S] Qf6xd4 4. Kd2-e1[S] Qd4-b4[S] 5.
Rd1-d2[S] Rc8-c2[S] 6. Qg3-d3 Rc2xd2 7. Qd3xd2[S] Qb4-h4 8. Ke1-d1 Bb7xg2 9.
Kd1-c1 Qh4xh3
 = (-0.82)      Depth: 13/38    00:08:54.76     821432kN (1536 KN/s, 6949
splits, 685 aborts)

After Nf3, however, it is able to prove a draw fairly quickly . . maybe I have
some bugs:

1. g2xf3 Rc8xc3[S] 2. Kd2xc3[S] Re8-c8[S] 3. Be2-c4 Bb7-d5[S] 4. Rg1-d1
Rc8xc4[S] 5. Kc3-d2[S] Rc4xd4[S] 6. Kd2-e1[S] Bd5-c4 7. Rd1xd4[S] Qf6xd4[S] 8.
Ra1-c1 Qd4-d3 9. Rc1xc4 Qd3xc4[S] 10. Qg3-e5 Qc4-e6 11. Qe5xe6 f7xe6 12. Ke1-d2
 = (0.01)       Depth: 12/32    00:00:48.09     74851kN (1556 KN/s, 906 splits,
37 aborts)

anthony



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