User Profile: kutztown46

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Kibitzing

kutztown46
Member since Dec-26-06 · Last seen Dec-28-24

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>> Click here to see kutztown46's game collections.

   kutztown46 has kibitzed 4408 times to chessgames [more...]

   Jan-27-18 Team White vs Team Black, 2017

kutztown46: A majority vote for 1-0 means we resign.

   Dec-27-16 WinKing chessforum

kutztown46: <WinKing> Merry Christmas!

   Dec-27-16 Golden Executive chessforum

kutztown46: Merry Christmas, <GE>!

   Nov-30-16 Carlsen vs Karjakin, 2016

kutztown46: <If both survive the lirpa, they will continue with the Ahn'woon.> This fight is to the death!

   Nov-03-16 Carlsen - Karjakin World Championship Match (2016)

kutztown46: Does anyone know the starting time for the games?

   Oct-30-16 chessgames.com chessforum

kutztown46: Sorry if this was already covered, but will viewing of the live games of the World Championship be limited to premium members?

   May-20-16 chancho chessforum

kutztown46: Do you play bridge online at BBO? I ran into a player with a user name of "chancho58". before I had a chance to ask if it was you, he left the table.

   Mar-16-16 Team White vs Team Black, 2015

kutztown46: Wait a minute. I've only read the first 100 pages of kibitzing!

indicates a reply to the comment.

Forum Central

< Earlier Kibitzing · PAGE 74 OF 91 · Later Kibitzing>
Nov-09-10		kutztown46: After 25...Rbc8 click for larger view Analysis by Houdini 1.03a x64 4_CPU (25-ply): 1. = (0.22): 26.Nfe5 Bxe5 27.Nxe5 Nxe5 28.dxe5 bxc5 29.bxc5 Rd5 30.f4 Rcd8 31.Qb1 Rd2 32.Rxd2 Rxd2 33.Qb6 Qxb6 34.cxb6 Rb2 35.Be4 Rxb6 36.Rxc6 Rxc6 37.Bxc6 Kf8 38.Kf2 Bc4 39.Ke3 Ke7 40.Kd4 Bb3 41.h4 2. = (0.13): 26.cxb6 Qxb6 27.Nfe5 Bxe5 28.dxe5 Bb5 29.Rd6 Qc7 30.Bf1 Bxf1 31.Kxf1 axb4 32.Rcxc6 Qb7 33.axb4 Rxc6 34.Qxc6 Qxc6 35.Rxc6 h5 36.Ne3 Nxe5 37.Rc5 Nd3 38.Rb5 Kf8 39.Ke2 Nc1+ 40.Kf3 Nd3 41.Nc4 Ne1+ 3. = (0.10): 26.Qe1 axb4 27.axb4 Qb7 28.Nxf6+ Nxf6 29.Ne5 Bb5 30.Ra1 Ra8 31.Rxa8 Rxa8 32.Ra1 Rxa1 33.Qxa1 bxc5 34.bxc5 Nd7 35.Be4 Nxe5 36.dxe5 Bc4 37.Qa5 Qb8 4. = (0.09): 26.Ra1 Bb5 27.Qc2 axb4 28.axb4 Be7 29.Ne3 Ra8 30.Bf1 Rxa1 31.Rxa1 Bxf1 32.Rxf1 bxc5 33.bxc5 e5 34.Qe4 Bf6 35.dxe5 Nxe5 36.Nxe5 Bxe5 37.Re1 Rd4 38.Qb1 Qd7 5. = (0.09): 26.Nxf6+ Nxf6 27.Qe1 axb4 28.axb4 Bb5 29.Ra1 Nd7 30.Ne5 Nxe5 31.dxe5 Rxd1 32.Rxd1 bxc5 33.bxc5 Bc4 34.Rd6 Qb8 35.Rxc6 Rxc6 36.Bxc6 Qa7 37.Be4 Qxc5 38.Qc3 Qb5 6. = (0.07): 26.Qe3 axb4 27.axb4 Bb5 28.Ra1 Be7 29.Nfe5 Nxe5 30.Nxe5 Rb8 31.Be4 bxc5 32.bxc5 Bf6 33.Ng4 Qe7 34.Qc3 h5 35.Nxf6+ Qxf6 36.Qf3 Qxf3 37.Bxf3

Nov-10-10		WinKing: Rybka 3 IDeA (Interactive Deep Analysis) <25.Ne4> <25...bxc5> 26.Nxf6+ Nxf6 27.Qe5 Rb7 28.Qxc7 Rxc7 29.bxa5 Be2 30.Re1 [+0.00] <25...Bb5> 26.Qc2 axb4 27.axb4 Be7 28.Ra1 Nf6 29.Ne3 Ra8 30.Re1 [+0.04] <25...axb4> 26.axb4 bxc5 27.bxc5 Bb5 28.Ra1 Be7 29.Qe3 Nf6 30.Nfe5 Nd5 31.Qf3 Bf8 [+0.18]

Nov-10-10		WinKing: Rybka 3 IDeA (Interactive Deep Analysis) <25.Ng4> 25...bxc5 26.Nxf6+ Nxf6 27.Qe5 Rb7 28.Qxc7 [ 28.bxc5 Nd5 29.Re1 Qc8 30.Qh5 Rb3 31.Ne5 Qc7 32.Ra1 a4 33.Bh3 Re8 34.Qg4 Bd3 [-0.04] ] [ 28.bxa5 Qxa5 29.Qxc5 Qxc5 30.dxc5 Nd5 31.Rd2 Bb5 32.Rb2 Ra8 33.Nd4 Rxa3 [-0.04] ] 28...Rxc7 29.bxa5 c4 30.Bf1 Rd5 31.Bxc4 Rxa5 32.Rd3 Nd5 33.Bxa6 Rxa6 34.Kg2 g5 35.h4 gxh4 36.Nxh4 Rca7 37.Nf3 Rxa3 38.Rxa3 Rxa3 39.Rxc6 Ra2 40.Ne5 [-0.04]

Nov-10-10		WinKing: Rybka 3 IDeA (Interactive Deep Analysis) <25...Bb5> 26.Qc2 axb4 27.axb4 Be7 <[ 27...Ra8 28.Ra1 Be7 29.Qc3 Rxa1 30.Rxa1 Qb7 31.Qb2 h5 32.Nge5 [+0.07] ]> 28.Ra1 Ra8 29.Qc3 Rxa1 30.Rxa1 Qb7 31.Qb2 h5 32.Nge5 h4 <[ 32...Nxe5 33.Nxe5 h4 34.Qc3 Bf6 [+0.07] ]> 33.Qc3 <[ 33.Nxd7 Rxd7 34.Ne5 ( 34.Qc3 Bf6 ) 34...Rd8 ]> 33...Nxe5 34.Nxe5 Bf6 [+0.07] Transpositions are very possible in this line.

Nov-10-10		kutztown46: After 26. Qc2 click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.04): 26...axb4 27.axb4 Be7 28.Ne3 Ra8 29.Qc3 h5 30.Nc4 h4 31.Ra1 Rxa1 32.Rxa1 bxc5 33.bxc5 hxg3 34.hxg3 Bxc4 35.Qxc4 e5 36.Re1 Bf6 37.dxe5 Nxe5 38.Nxe5 Bxe5 39.Re4 Bf6 40.Qa4 Qd7 41.Rc4 2. ² (0.29): 26...bxc5 27.bxc5 a4 28.Nxf6+ Nxf6 29.Rb1 Qa5 30.Ne5 Nd5 31.Rdc1 Qc7 32.Re1 Ne7 33.Bh3 Rf8 34.Bg4 Qd8 35.Red1 Re8 36.Bh5 g6 3. ² (0.48): 26...Ba6 27.Nxf6+ gxf6 28.Qc3 axb4 29.axb4 Bb5 30.Re1 Kh7 31.Re4 Rg8 32.Rh4 Rg6 33.Ra1 Qb7 34.Nd2 f5 35.Nf3 Rg4 36.Rh3 Rg6 37.Qc1 bxc5 4. ² (0.51): 26...a4 27.cxb6 Qxb6 28.Nxf6+ Nxf6 29.Ne5 Rdc8 30.Re1 Qxd4 31.Nxc6 Bxc6 32.Red1 Qe5 33.Bxc6 Nd5 34.Qd2 Qd6 35.Bxd5 Rxc1 36.Rxc1 exd5 37.Qd4 Qd7 38.Kg2 f6 39.Rc2 Rb5 40.f3 Rb8

Nov-10-10		WinKing: Rybka 3 IDeA (Deep Interactive Analysis) 26.Qc2 axb4 27.axb4 Be7 <[ 27...Ra8 28.Ra1 Be7 29.Qc3 Rxa1 30.Rxa1 Qb7 31.Qb2 h5 32.Nge5 h4 33.Nxd7 Rxd7 34.Ne5 Rd8 35.Bf3 Bf6 36.Be4 [+0.11] ]> 28.Ra1 Nf6 29.Ne3 Ra8 30.Re1 Rab8 31.Ra2 bxc5 32.bxc5 Nd5 33.Ra3 Nxe3 34.fxe3 Bf6 35.Rea1 Rd7 36.Qb2 Qd8 37.Qc3 h5 <[ 37...Rdb7 ]> 38.R3a2 Rdb7 39.h4 [+0.07]

Nov-10-10		kutztown46: After 26. Nfe5 click for larger view Analysis by Houdini 1.03a x64 4_CPU (25-ply): 1. = (-0.05): 26...Bxe5 27.Nxe5 axb4 28.axb4 Nxe5 29.dxe5 bxc5 30.bxc5 Rd5 31.Qe3 Rxe5 32.Qa3 Qc8 33.Rd6 Qe8 34.Rcd1 Ra8 35.Qc3 f6 36.f4 Re2 2. = (0.00): 26...Nxe5 27.cxb6 Qd6 28.Nxf6+ gxf6 29.bxa5 Ng6 30.Qe3 Kg7 31.Qb3 Ne7 32.Bf1 Bxf1 33.Kxf1 Nf5 34.a6 Nxd4 35.a7 Ra8 36.Qc4 e5 37.Qc5 Qd7 38.Kg2 Qb7 39.Rxd4 Rxd4 40.Qxc6 Rxa7 41.bxa7 Qxa7 42.Rc3 3. = (0.00): 26...axb4 27.Nxd7 Qxd7 28.Nxf6+ gxf6 29.axb4 Ba4 30.Rd2 bxc5 31.bxc5 Rb4 32.Qg4+ Kh7 33.Ra1 f5 34.Qf4 Bb5 35.Rad1 Ba4 36.Ra1 Bb5 4. = (0.13): 26...bxc5 27.Nxd7 Rxd7 28.Nxf6+ gxf6 29.dxc5 axb4 30.Qg4+ Kf8 31.Rxd7 Qxd7 32.Qf4 Ra8 33.axb4 Ke7 34.Qxh6 Qd4 35.Rb1 Ra1 36.Qc1 Ra2 37.Qe3 Qxe3 38.fxe3 f5 39.h4 Ra3 40.Bf1 Bxf1 41.Kxf1 Rxe3 5. ² (0.28): 26...Bg5 27.Nxd7 Qxd7 28.f4 Bf6 29.Nxf6+ gxf6 30.bxa5 f5 31.Qc2 bxa5 32.Rb1 a4 33.Rb4 Rb7 34.Rdb1 Rdb8 35.Qc3 Qe7 36.Qe3 h5 37.Qf2 6. ² (0.64): 26...h5 27.cxb6 Rxb6 28.Nxd7 Rxd7 29.Nxf6+ gxf6 30.bxa5 Ra6 31.Qh4 Qd8 32.Qxh5 Ba4 33.Rd3 Bb5 34.Rb3 Rxa5 35.Rb4 Rxd4 36.Rxd4 Qxd4 37.Bxc6 Qd2 38.Qg4+ Kh7 39.Rd1

Nov-10-10		kutztown46: After 26. Qe1 click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.00): 26...bxc5 27.Nxf6+ Nxf6 28.bxc5 Ba4 29.Rd3 Nd7 30.Re3 Nf6 31.Rd3 Nd7 2. = (0.00): 26...Ba4 27.Nxf6+ Nxf6 28.cxb6 Rxb6 29.Rd3 axb4 30.axb4 Qe7 31.Ne5 Nd7 32.Nxc6 Bxc6 33.Bxc6 Qxb4 34.Qxb4 Rxb4 35.d5 Ne5 36.Re3 Rc4 37.Rxc4 Nxc4 38.Rc3 exd5 39.Bxd5 Rxd5 40.Rxc4 g5 41.Kg2 Rd2 42.Kf3 3. = (0.07): 26...axb4 27.axb4 Qb7 28.Nfe5 Bg5 29.Nxd7 Qxd7 30.Ra1 Qc7 31.f4 Be7 32.Ne5 Bf6 33.Qc3 bxc5 34.bxc5 Ra8 35.Bf3 Rxa1 36.Rxa1 Qb7 4. = (0.25): 26...Ra8 27.Nxf6+ Nxf6 28.Ne5 Nd5 29.bxa5 bxa5 30.Qd2 Ne7 31.Bh3 Rab8 32.Rb1 a4 33.Bg4 Nd5 34.Bh5 Rf8 35.Bf3 Rfd8 36.Re1 Nf6 5. ² (0.32): 26...Rb7 27.Nxf6+ Nxf6 28.cxb6 Rxb6 29.bxa5 Ra6 30.Ne5 Nd5 31.Rc5 Rda8 32.Bxd5 exd5 33.Qb4 Rxa5 34.Rdc1 Ba4 35.Rxa5 Qxa5 36.Nxc6 Bxc6 37.Rxc6 Qxa3 38.Qxa3 Rxa3 39.Rc8+ Kh7 40.Rc5 Kg6 41.Rxd5 Kf6 42.Kg2 6. ² (0.34): 26...Qb7 27.bxa5 bxa5 28.Qxa5 Ra8 29.Qc3 Ra4 30.Ra1 Be7 31.Ne3 Qa7 32.Bf1 Bxf1 33.Rxf1 e5 34.dxe5 Bxc5 35.Nc2 Nf8 36.Nb4 Qb6 37.Rab1

Nov-10-10		WinKing: Rybka 3 IDeA (Interactive Deep Analysis) <26.Nfe5> Bxe5 27.Nxe5 <[ 27.cxb6 Qxb6 28.Nxe5 axb4 29.axb4 Ba4 [-0.07] ]> 27...axb4 28.axb4 bxc5 29.bxc5 Nxe5 30.Qxe5 <[ 30.dxe5 Rd5 31.f4 Rbd8 32.Qe1 Rd4 [-0.07] ]> 30...Rb7 31.Ra1 Qe7 32.Be4 Rbd7 [-0.07]

Nov-10-10		kutztown46: After 26. cxb6 click for larger view Analysis by Houdini 1.03a x64 4_CPU (25-ply): 1. = (-0.10): 26...Qxb6 27.Bf1 axb4 28.Bxb5 Qxb5 29.axb4 Qd5 30.Nxf6+ Nxf6 31.Qxd5 Nxd5 32.Rxc6 Nxb4 33.Rc4 Nd5 34.Ne5 g5 35.Ra1 Ra8 36.Rcc1 Rxa1 37.Rxa1 f6 38.Nc6 Rc8 39.Ra6 Kf7 40.Kg2 2. = (0.18): 26...Rxb6 27.bxa5 Rb7 28.Bf1 Bxf1 29.Kxf1 Qxa5 30.Qxc6 Ra7 31.Kg2 Be7 32.Ne3 Qxa3 33.d5 exd5 34.Rc3 Qa5 35.Rxd5 Qb4 36.Nf5 Bf6 37.Rc1 Qa3 38.Rcd1 Ra6 39.Qc1 3. ² (0.43): 26...Nxb6 27.Nxf6+ gxf6 28.Qg4+ Kh7 29.Nh4 Qd6 30.bxa5 Nd5 31.Rc5 f5 32.Qh5 Kg7 33.Bxd5 cxd5 34.Re1 Rb7 35.Nf3 Be8 36.g4 f6 37.Qh3 f4 38.g5 hxg5 39.Qxe6 Bf7 40.Qxd6 Rxd6 41.Kg2 Ra6 42.h4

Nov-11-10		chancho: 1) = (0.21) 26.Qc2 axb4 27.axb4 Be7 28.Nfe5 Nxe5 29.Nxe5 Bf6 30.Qe4 Rd5 31.f4 bxc5 32.bxc5 Ba4 33.Rd2 Rb4 2) (0.52) 26.Qc2 bxc5 27.Nxf6+ Nxf6 28.bxc5 Nd5 29.Ne5 Ne7 30.Qe4 Nd5 31.Re1 Ba4 32.Ra1 Rb3 33.Nc4 Rdb8 3) (0.93) 26.Qc2 Ba6 27.Nxf6+ gxf6 28.cxb6 Qxb6 29.Rb1 Bb5 30.Qd2 axb4 31.Rxb4 c5 32.Rbb1 Qa7 33.dxc5 Qxc5 Depth 22 765 kn/s Fritz 10 Deep Position Analysis

Nov-11-10		Ceri: Hi, all. Here's my deepish look at 26. Qe1: Ceri: Hi, folks, Here's a 32 ply Houdini run-out starting 7 ply down RV's 26. Qe1 line: 26. Qe1 bxc5 27. Nxf6+ Nxf6 28. bxc5 Ba4 29. Rd3 click for larger view 32 410:24 +0.03 29...Rb7 30.Ne5 Nd7 31.Rd2 Nxe5 32.dxe5 Rb3 33.Rxd8+ Qxd8 34.Rd1 Rd3 35.Rxd3 Qxd3 36.Bf1 Qd8 37.h3 Bb3 38.Bg2 Bd5 39.Bxd5 exd5 40.e6 Kf8 41.Qe5 fxe6 42.Qxe6 Qe8 (161.477.091.605) 6557 32 410:24 +0.07 29...Nd7 30.Re3 Nf6 31.Qd2 Nd5 32.Ree1 Rb3 33.Rb1 Rxa3 34.Ra1 Rxa1 35.Rxa1 Bb5 36.Rxa5 Rb8 37.Ra1 Ne7 38.Bf1 Bxf1 39.Kxf1 f6 40.Kg2 Kf7 41.Ra6 Rb7 42.Qa2 Qd7 (161.477.091.605) 6557 32 410:24 +0.07 29...Kf8 30.Qd2 Kg8 31.Re3 Nd5 32.Ree1 Rb3 33.Rb1 Rxa3 34.Ra1 Rxa1 35.Rxa1 Bb5 36.Rxa5 Rb8 37.Ra1 Ne7 38.Bf1 Bxf1 39.Kxf1 f6 40.Kg2 Kf7 41.Ra6 Rb7 42.Qa2 Qd7 (161.477.091.605) 6557 32 410:24 +0.08 29...Ng4 30.Qd2 Nf6 31.Re3 Nd5 32.Ree1 Rb3 33.Rb1 Rxa3 34.Ra1 Rxa1 35.Rxa1 Bb5 36.Rxa5 Rb8 37.Ra1 Ne7 38.Bf1 Bxf1 39.Kxf1 f6 40.Kg2 Kf7 41.Ra6 Rb7 42.Qa2 Qd7 (161.477.091.605) 6557 I'm leaning towards Qe2 right now. Ceri: Hi, folks. I did a quick run-out, at 30 ply on Houdini, of the main line following my 32 ply assessment of the RV Qe1 line. It's 0.00 everywhere...: 26. Qe1 bxc5 27. Nxf6+ Nxf6 28. bxc5 Ba4 29. Rd3 Rb7 30. Ne5 Nd7 31. Rd2 Nxe5 32. dxe5 Rb3 33. Rxd8+ Qxd8 34. Rd1 Rd3 35. Rxd3 Qxd3 click for larger view 30 8:20 0.00 36.h4 Qxa3 37.Qxa5 Qa1+ 38.Kh2 Qd4 39.Qa8+ Kh7 40.Qa7 Bb3 41.Qxf7 Bd5 42.Bxd5 Qxd5 43.Kg1 Qxe5 44.Qf8 Qd5 45.Qd6 Kg6 46.Qe7 Kh7 47.Qd6 Kg6 (1.937.755.747) 30 8:20 0.00 36.Bf1 Qd8 37.h3 g6 38.Be2 Bc2 39.Bf3 Qd3 40.Qe3 Qxe3 41.fxe3 Ba4 42.Kf2 Kg7 43.Ke2 Kf8 44.Kd2 Ke7 45.Kd3 Kd7 46.Kc3 h5 47.Kc4 Bb5+ 48.Kd4 Ba4 49.Kc4 (1.937.755.747) 30 8:20 0.00 36.h3 Qb5 37.Qe4 Qb3 38.Qd4 g6 39.Qd8+ Kg7 40.Qxa5 Qxa3 41.Kh2 Qa2 42.Qe1 Bb5 43.Qe3 Qb2 44.Bh1 Qa1 45.h4 h5 46.Bf3 Qb2 47.Bg2 Qa1 48.Bf3 Qb2 (1.937.755.747) 30 8:20 0.00 36.Be4 Qd4 37.Qe3 Qxe3 38.fxe3 Kf8 39.Kf2 Ke7 40.Ke2 Kd7 41.Bf3 Bb3 42.Kd3 Bd5 43.Bd1 Bg2 44.Kd4 Bh3 45.Bh5 Ke7 46.Bf3 Kd7 47.Bd1 Ke7 48.Kd3 Bf1+ 49.Kd4 (1.937.755.747) Perhaps more importantly, this just looks plain unwinnable to me.

Nov-11-10		karpkasp: why not 26. Bf1 Bxf1 27. Kxf1?

Nov-11-10		chukcha96: The World - Pogonina,N, The Chessgames Challenge click for larger view Analysis by Stockfish 1.9.1 JA 64bit: 30 ply 1. (0.00): 26...axb4 27.axb4 ♖a8 28.♖a1 ♖xa1 29.♖xa1 ♗e7 30.♕e4 ♘f6 31.♘xf6+ ♗xf6 32.♗f1 ♗xf1 33.♔xf1 ♕b7 34.♔g2 g6 35.♖a2 ♔g7 36.♘e5 bxc5 37.bxc5 ♖d5 38.f4 ♕b3 39.♖f2 ♕a4 40.♕b1 ♕xd4 41.♕b7 ♕e4+ 42.♔h3 ♕f5+ 43.♔g2 ♕e4+ 2. (0.52): 26...bxc5 27.bxc5 a4 28.♘xf6+ ♘xf6 29.♘e5 ♘d5 30.♗f3 ♖b7 31.♖b1 ♕a5 32.♖dc1 ♖db8 33.♗e4 ♕c7 34.♖e1 f6 35.♘g6 ♕f7 36.♗f3 ♖d8 The next line is 26...a4 (0.96). Seems like we can finally focus on one reply.

Nov-11-10		kutztown46: After 26...axb4 click for larger view Analysis by Houdini 1.03a x64 4_CPU (28-ply): 1. = (0.03): 27.axb4 Be7 28.Ra1 h5 29.Ne3 Bf6 30.Nc4 bxc5 31.bxc5 e5 32.dxe5 Nxe5 33.Nfxe5 Bxe5 34.Rxd8+ Rxd8 35.Re1 Bxc4 36.Qxc4 g6 37.Bf3 Kg7 38.Re2 Bf6 39.Qa4 2. = (0.00): 27.Nxf6+ Nxf6 28.axb4 Nd5 29.Qd2 bxc5 30.bxc5 Ne7 31.Ra1 Ra8 32.Qb2 Rxa1 33.Rxa1 Qd7 34.Bh3 Nf5 35.Bxf5 exf5 36.Qb3 f4 37.Re1 Qf5 38.Re5 Qh3 39.Re1 Qf5 40.Re5 3. ³ (-0.45): 27.a4 b3 28.Nxf6+ Nxf6 29.Qxb3 Be2 30.Rd2 bxc5 31.Qe3 Bxf3 32.Bxf3 Nd5 33.Bxd5 cxd4 34.Rxd4 exd5 35.Qc3 Qe5 36.Rc4 Qxc3 37.R4xc3 Ra8 38.Rxc6 Rxa4 39.Rc8 Rxc8 40.Rxc8+ Kh7 41.Rd8 d4 42.Kf1 Kg6

Nov-11-10		WinKing: Rybka 3 IDeA (Interactive Deep Analysis) <26...axb4 27.axb4 Be7> 28.Ra1 Nf6 29.Ne3 Ra8 30.Re1 Rab8 31.Ra2 bxc5 32.bxc5 Nd5 33.Nxd5 exd5 <[ 33...Rxd5 34.Qc3 Rbd8 35.Rea1 Bf6 36.Ra7 Qc8 37.Ra8 Qxa8 38.Rxa8 Rxa8 39.Ne5 Rxd4 40.Qxd4 Rd8 41.Qg4 Bxe5 42.Bf1 Bxf1 43.Kxf1 [+0.07] ]> 34.Ne5 Bf6 35.Ra3 Bxe5 36.Rxe5 Ra8 37.Rxa8 Rxa8 38.Bf1 Bxf1 39.Kxf1 [+0.07]

Nov-11-10		kutztown46: After 26...axb4 27. axb4 click for larger view Analysis by Houdini 1.03a x64 4_CPU (26-ply): 1. = (0.04): 27...Be7 28.Ra1 h5 29.Ne3 Bf6 30.Nc4 bxc5 31.bxc5 e5 32.dxe5 Nxe5 33.Nfxe5 Bxe5 34.Rxd8+ Rxd8 35.Re1 Bd4 36.Nd6 Ba6 37.Rc1 Bxc5 38.Qxc5 Qxd6 39.Bxc6 g6 2. = (0.09): 27...bxc5 28.bxc5 Ra8 29.Qc3 Be7 30.Ra1 Rxa1 31.Rxa1 h5 32.Nge5 Bf6 33.h4 Qb7 34.Qe3 Nxe5 35.Nxe5 Ra8 36.Qc3 Rxa1+ 37.Qxa1 g6 3. = (0.10): 27...Ra8 28.Ra1 Be7 29.Bf1 Rxa1 30.Rxa1 Bxf1 31.Kxf1 h5 32.Ne3 bxc5 33.dxc5 h4 34.Nc4 Rb8 35.Ra4 Nf6 36.Ng5 hxg3 37.hxg3 g6 38.Ne4 Nd5 4. = (0.10): 27...Qb7 28.Bf1 Bxf1 29.Rxf1 Qc7 30.Rfd1 h5 31.Ne3 b5 32.Ra1 Ra8 33.Rxa8 Rxa8 34.Kg2 Ra3 35.Qb2 Ra4 36.Qc3 Qb8 37.Ra1 Qa7 5. = (0.10): 27...Bg5 28.Nxg5 hxg5 29.Qd2 bxc5 30.bxc5 f5 31.Ne3 Nf6 32.Nc4 Bxc4 33.Rxc4 g4 34.Ra4 Ra8 35.Qa2 Rxa4 36.Qxa4 Nd5 37.Re1 Qd7 38.Bxd5 exd5 39.Qc2 6. = (0.10): 27...Re8 28.Ra1 Be7 29.Bf1 Bxf1 30.Kxf1 Nf6 31.Ne3 Nd5 32.Nxd5 exd5 33.Re1 Qb7 34.Qd3 bxc5 35.bxc5 Bf6 36.Rxe8+ Rxe8 37.Kg2 Qd7 7. = (0.10): 27...Rbc8 28.Bf1 Bxf1 29.Kxf1 Be7 30.Ne3 b5 31.Ra1 Bg5 32.Ng2 Ra8 33.Ra2 Rxa2 34.Qxa2 Qb7 35.Nxg5 hxg5 36.Qd2 f6 37.Ne3 Ra8 38.Kg2 8. = (0.11): 27...Qc8 28.Ra1 Qb7 29.Nxf6+ Nxf6 30.Ne5 Nd5 31.Qd2 bxc5 32.bxc5 Ra8 33.Rxa8 Rxa8 34.Re1 Nf6 35.Qb2 Qc8 36.Ra1 Rxa1+ 37.Qxa1 Nd7 38.Qd1 9. = (0.11): 27...Rdc8 28.Ra1 Rd8 29.Nxf6+ Nxf6 30.Ne5 Nd5 31.Qd2 f6 32.Ng6 Qf7 33.Be4 Bc4 34.Re1 Ra8 35.Bxd5 Bxd5 36.Rxa8 Rxa8 37.Nf4 10. = (0.12): 27...Qa7 28.Ra1 Qb7 29.Nxf6+ Nxf6 30.Ne5 Nd5 31.Qd2 bxc5 32.bxc5 Ra8 33.Rxa8 Rxa8 34.Re1 Nf6 35.Qb2 Qc8 36.Ra1 Rxa1+ 37.Qxa1 Nd7 38.Qd1 11. = (0.12): 27...Ba6 28.Nfe5 Bxe5 29.Nxe5 Bb5 30.cxb6 Rxb6 31.Bf3 Qd6 32.Ra1 Rb7 33.Qc3 Nf6 34.Qc5 Qxc5 35.bxc5 Nd5 36.Rdb1 Rdb8 12. = (0.12): 27...Rb7 28.Ra1 Be7 29.Bf1 Bxf1 30.Kxf1 Rbb8 31.Kg2 Nf6 32.Nxf6+ Bxf6 33.Ra6 Qc8 34.Rxb6 Rxb6 35.cxb6 Qb7 36.Ra1

Nov-11-10		kutztown46: After 26...axb4 27. Nxf6+ click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.00): 27...Nxf6 28.axb4 Nd5 29.Qd2 Ra8 30.Ra1 Ne7 31.Qc3 Nd5 32.Qd2 Ne7 2. = (0.19): 27...gxf6 28.axb4 Nf8 29.Qc3 Ng6 30.Nd2 f5 31.Ra1 Ne7 32.Nf3 Be2 33.Rdc1 Bxf3 34.Bxf3 bxc5 35.bxc5 Nd5 36.Qd2 Kg7 37.Bg2 Qb7 38.Qe1

Nov-12-10		kutztown46: After 27. axb4 Be7 click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.05): 28.Re1 h5 29.Ne3 bxc5 30.bxc5 Ra8 31.Qb3 Rdb8 32.Nc4 h4 33.Ra1 Rxa1 34.Rxa1 Bf6 35.Ra3 Be7 36.Qc2 hxg3 37.hxg3 Rd8 38.Ra1 Bxc4 39.Qxc4 e5 40.Re1 Bf6 2. = (0.01): 28.Ne3 Ra8 29.Qc3 Bf6 30.Ng4 Be7 31.Ra1 Nf6 32.Nxf6+ Bxf6 33.Ne5 bxc5 34.Rxa8 Rxa8 35.Qxc5 Rc8 36.Rc1 Bg5 37.Nxc6 Bxc6 38.f4 Be7 39.Qxc6 Qxc6 40.Bxc6 Bxb4 41.Kf2 3. = (0.00): 28.Ra1 h5 29.Ne3 Bf6 30.Nc4 bxc5 31.bxc5 e5 32.dxe5 Nxe5 33.Nfxe5 Bxe5 34.Rxd8+ Rxd8 35.Re1 Bxc4 36.Qxc4 g6 37.Bf3 Bf6 38.Rb1 4. = (0.00): 28.Bf1 Bxf1 29.Rxf1 Nf6 30.cxb6 Rxb6 31.Nge5 Nd5 32.Nxc6 Ra8 33.Nfe5 Bf6 34.Ng4 Qb7 35.Nxf6+ gxf6 36.Qc5 f5 37.Rfe1 Nxb4 38.Nxb4 5. = (0.00): 28.h4 Ra8 29.Ra1 Rxa1 30.Rxa1 h5 31.Ne3 bxc5 32.bxc5 e5 33.Nf5 Bf8 34.Ng5 Nf6 35.Nd6 Bxd6 36.cxd6 Qxd6 37.Qb3 Rf8 38.Nxf7 Qxd4 39.Nxe5+ Nd5 40.Rd1 Qxf2+ 41.Kh1 Qe2 42.Rxd5 Rf1+ 43.Bxf1 Qxf1+ 6. = (0.00): 28.Rb1 Ra8 29.Qc3 Nf6 30.Ne3 Ne4 31.Qb2 Bf6 32.Ng4 Be7 33.Ne3 Bf6 7. = (-0.01): 28.Qc3 Nf6 29.Nxf6+ Bxf6 30.Ne5 bxc5 31.Qxc5 Be7 32.Qc2 Bxb4 33.Nxc6 Bxc6 34.Bxc6 Rb6 35.Qa4 Ba3 36.Rc4 Rb4 37.Rxb4 Bxb4 38.Kg2 g6 39.d5 8. = (-0.02): 28.Bh3 h5 29.Ne3 Ra8 30.Re1 Bf6 31.Bf1 Bxf1 32.Rxf1 b5 33.Ra1 Nf8 34.Rxa8 Rxa8 35.Kg2 Ng6 36.Qb2 Rd8

Nov-13-10		kutztown46: After 27. axb4 bxc5 click for larger view Analysis by Houdini 1.03a x64 4_CPU (28-ply): 1. = (0.12): 28.bxc5 Ra8 29.Ra1 Rxa1 30.Rxa1 Be7 31.Bf1 h5 32.Ne3 Bxf1 33.Kxf1 e5 34.Qe4 Bf6 35.dxe5 Bxe5 36.Rd1 Bf6 37.Qf5 Be7 38.Qxh5 g6 39.Qg4 Nxc5 40.Rxd8+ Bxd8 41.Qc4 2. = (0.10): 28.dxc5 Ra8 29.Rd2 Qb7 30.Re1 Qa6 31.Nxf6+ Nxf6 32.Rd6 Qa3 33.Qd2 Nd5 34.Nd4 Qa6 35.Rxd8+ Rxd8 36.Bxd5 Rxd5 37.Qc3 Qb7 38.Ra1 Ba6 39.Kg2 Rd8 40.h3 Rd5 3. = (0.08): 28.Nxf6+ Nxf6 29.bxc5 Nd5 30.Ra1 Ra8 31.Bf1 Bxf1 32.Rxf1 f6 33.Qd3 Qd7 34.Rxa8 Rxa8 35.Nd2 Rd8 36.Nc4 Nc7 37.Nd6 Ne8 38.Nxe8 Rxe8 39.Qc4 Rb8 40.Re1 4. µ (-0.89): 28.Rb1 Bxd4 29.Nxd4 cxd4 30.Rxd4 Nb6 31.Rxd8+ Rxd8 32.Bf1 Bxf1 33.Kxf1 Rd4 34.Ne3 Qd6 35.Kg1 Nd5 36.Nxd5 Qxd5 37.Rc1 Rd3 38.Qb2 h5 39.Ra1

Nov-13-10		kutztown46: After 27. axb4 Ra8 click for larger view Analysis by Houdini 1.03a x64 4_CPU (26-ply): 1. = (0.12): 28.Ra1 Qb7 29.Re1 Rxa1 30.Rxa1 Ra8 31.Qd1 Rxa1 32.Qxa1 Bd8 33.Bf1 Bxf1 34.Qxf1 Nf6 35.Nfe5 Nxg4 36.Nxg4 bxc5 37.bxc5 Qb3 38.Qa1 Qd5 39.Ne3 Qd7 40.Qb2 f5 2. = (0.05): 28.Re1 Ra4 29.Qc3 Rda8 30.Ra1 Be7 31.Ne3 Qb7 32.Rxa4 Rxa4 33.Ra1 Rxa1+ 34.Qxa1 bxc5 35.dxc5 Bf6 36.Nd4 Bxd4 37.Qxd4 Nf6 38.Bf3 Qb8 39.Kg2 3. = (0.03): 28.Qc3 Be7 29.Ra1 Nf6 30.Rxa8 Rxa8 31.Nxf6+ Bxf6 32.Ne5 bxc5 33.Qxc5 Rc8 34.Rc1 Bg5 35.Rc2 Be7 36.Qc3 Ba4 37.Nxc6 Kh8 38.Rc1 Qb7 39.Qf3 4. = (0.00): 28.Nxf6+ Nxf6 29.Ra1 Nd5 30.Qb3 Ne7 31.Qc3 Nd5 32.Qb3 Ne7

Nov-13-10		kutztown46: After 27. axb4 Qb7 click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.11): 28.Ra1 Be7 29.Ne3 Ra8 30.Bf1 Bxf1 31.Kxf1 b5 32.Kg2 Nf6 33.Rdb1 Qc7 34.Re1 h5 35.Qd3 Ng4 2. = (0.09): 28.Re1 Qc7 29.Ra1 Be7 30.Ra2 Ra8 31.Bf1 Bxf1 32.Rxf1 bxc5 33.bxc5 h5 34.Ne3 e5 35.Nf5 Bf6 36.Rxa8 Rxa8 37.Rd1 3. = (0.08): 28.Qc3 Be7 29.Ra1 Nf6 30.Nxf6+ Bxf6 31.Ne5 h5 32.Be4 Qc7 33.f4 h4 34.Kg2 bxc5 35.bxc5 Ra8 4. = (0.06): 28.Bf1 Bxf1 29.Kxf1 h5 30.Ne3 b5 31.Qe4 Qc7 32.Ra1 Ra8 33.Kg2 g6 34.Qb1 Bg7 35.Rd2 Nf6 36.Rxa8 Rxa8 37.Ne5 Nd5 38.Nxd5 exd5 39.f4

Nov-13-10		kutztown46: After 27...Bg5 click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.23): 28.Nxg5 hxg5 29.Qd2 f5 30.Ne3 Nf6 31.cxb6 Rxb6 32.Nc4 Bxc4 33.Rxc4 g4 34.b5 Nd5 35.Qc2 Rxb5 36.Rxc6 Qd7 37.Re1 Re8 38.Rc5 Nb4 39.Qc4 Rb6 40.d5 exd5 41.Rxe8+ Qxe8 2. = (0.09): 28.Ra1 Be7 29.Re1 Rbc8 30.Qa2 h5 31.Ne3 Nf6 32.Nc4 Bxc4 33.Qxc4 b5 34.Qc2 Nd5 35.Ne5 Bf6 36.Qb2 Bxe5 37.Rxe5 h4 3. = (0.04): 28.Rb1 Be7 29.Nfe5 Nxe5 30.Nxe5 Bf6 31.Qc3 Ba4 32.Rdc1 Bxe5 33.dxe5 Rd7 34.Be4 b5 35.Re1 Rbd8 36.f4 Rd2 37.Qf3 Bc2 38.Bxc2 4. = (0.00): 28.Ne3 Bxe3 29.fxe3 Ra8 30.Ra1 Qb7 31.Rdc1 Rxa1 32.Rxa1 Ra8 33.Qb2 Ra6 34.Rxa6 Qxa6 35.h3 Qa4 36.Kh2 Qa7 37.Nd2

Nov-13-10		kutztown46: After 27...Re8 click for larger view Analysis by Houdini 1.03a x64 4_CPU (27-ply): 1. = (0.12): 28.Ra1 Red8 29.Nxf6+ Nxf6 30.Ne5 Nd5 31.Qd2 bxc5 32.bxc5 Ra8 33.Be4 Ra7 34.Re1 Rda8 35.Rxa7 Qxa7 36.Bxd5 exd5 37.Kg2 Qc7 38.h3 Qc8 2. = (0.10): 28.Rb1 Red8 29.Nxf6+ Nxf6 30.Ne5 Nd5 31.Bf3 Rb7 32.Re1 Ne7 33.Qc3 Ra7 34.Be4 Nd5 35.Bxd5 exd5 36.Rbc1 Ra2 37.Rc2 Rxc2 38.Qxc2 3. = (0.09): 28.cxb6 Qxb6 29.Nfe5 Bxe5 30.Nxe5 Red8 31.Nxc6 Bxc6 32.Bxc6 Qxb4 33.d5 exd5 34.Bxd5 Nf6 35.Rb1 Qe7 36.Rxb8 Rxb8 37.Ba2 Re8 38.Bc4 Qc7 39.h3 4. = (0.09): 28.Nxf6+ Nxf6 29.Ne5 Nd5 30.Rb1 f6 31.Ng4 bxc5 32.bxc5 Qf7 33.Ne3 Nxe3 34.fxe3 f5 35.Qc3 Kh7 36.Rb2 Red8 37.Ra1 5. = (0.08): 28.Bf1 Bxf1 29.Rxf1 h5 30.Nxf6+ Nxf6 31.Ra1 Red8 32.Ra6 Nd5 33.Qd2 Ra8 34.cxb6 Qb7 35.Rxa8 Rxa8 36.Qg5 Nf6 37.Qc5 Ra6 38.Ne5 Rxb6 39.Ra1 Nd5 40.Qd6 6. = (0.07): 28.Bh3 Red8 29.Ra1 Qb7 30.Bg2 Be7 31.Ne3 Bf6 32.Re1 Ra8 33.Ng4 Be7 34.Bf1 Bxf1 35.Rxf1 Nf6 36.Ne3 b5 37.Rfe1 Nd5 38.Rxa8 Qxa8

Nov-13-10		kutztown46: After 27...Rbc8 click for larger view Analysis by Houdini 1.03a x64 4_CPU (25-ply): 1. = (0.09): 28.Nxf6+ Nxf6 29.Ne5 Nd5 30.Bxd5 Rxd5 31.Ra1 Rcd8 32.Nf3 Qb7 33.Kg2 Qd7 34.Re1 bxc5 35.bxc5 Rf5 36.Ne5 Qd5+ 2. = (0.08): 28.Re1 Rb8 29.Ra1 Be7 30.Bh3 Bf6 31.Red1 Qb7 32.Bg2 Be7 33.Ne3 Bf6 34.Re1 Ra8 35.Ng4 Rab8 36.Rec1 Be7 37.Bf1 Bxf1 38.Rxf1 Nf6 39.Nge5 b5 40.Qb3 Nd5 41.Ra5 Bf6 42.Rfa1 Ra8 43.Kg2 3. = (0.08): 28.Bh3 Ra8 29.Ra1 Qb7 30.Bf1 Bxf1 31.Rxa8 Rxa8 32.Kxf1 h5 33.Ne3 b5 34.Kg2 Ra4 35.Rb1 Qc7 36.Qb2 Qa7 37.Qe2 Ra3 4. = (0.07): 28.Rb1 Be7 29.Ra1 Rb8 30.Re1 h5 31.Ne3 Nf6 32.Red1 Qb7 33.Bf1 Bxf1 34.Rxf1 Nd5 5. = (0.06): 28.Ra1 Be7 29.Re1 Qb7 30.Bh3 Ra8 31.Bf1 Bxf1 32.Rxf1 Nf6 33.Ne3 Nd5 34.Rxa8 Qxa8 35.cxb6 Nxb6 36.Ne5 Rc8 37.Qb3 Qb7 6. = (0.05): 28.Qc3 Be7 29.Nfe5 Nxe5 30.Nxe5 bxc5 31.bxc5 Bf6 32.Be4 Ba4 33.Re1 Bb5 34.Ra1 h5 35.f4 h4 36.Red1 Bxe5 37.dxe5 Rxd1+ 38.Rxd1 hxg3 39.hxg3 Ra8 40.Rd6 Ra4

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