Today I will be going in detail in one of the resulting positions : 1.d4 d5 2.e4 dxe4 3.Nc3 Nf6 4.f3 exf3 5.Nxf3 e6 6-Bg5 Be7 7.Bd3 Nbd7 8.00 c5 ( the so-called refutation ) 9.Kh1 ( the refutation of the refutation ! ) cxd4 10.Nxd4 00 11.Qe1 (diagram).
a/ 11...Nd5 A simple way to exchange pieces, no ? 12.Nxe6!! fxe6 13.Qxe6+ Kh8 14.Qe4 (+)
b/ 11...Nc5 12.Rd1 (diagram)
...b1/ 12...Nxd3 13.Rxd3 Bd7 14.Nf3 Qe8 15.Ne5 (+=)
...b2/ 12...h6 13.Bh4 (=)
...b3/ 12...a6 13.Nf3 (=)
...b4/ 12...Bd7 13.Nb3 (=)
...b5/ 12...Kh8 13.Nb5 (+=)
...b6/ 12...Qc7 13.Qh4 (+)
...b7/ 12...Qb6 13.Bxf6 Bxf6 14.Rxf6 gxf6 15.Qh4 (+)
...b7/ 12...Qa5 13.Nd5 (++)
c/ 11...Qc7 12.Qh4 (+=)
d/ 11...Qb6 12.Qh4 (diagram
...d1/ 12...h5 13.Nb3 (=)
...d2/ 12...Re8 13.Bxf6 Nxf6 14.Rxf6 (=)
...d3/ 12...h6 13.Bxh6 gxh6 14.Qxh6 Qxd4 15.Rd4 (++)
...d4/ 12...g6 13.Rad1 (+)
e/ 11...Qa5 12.Ndb5 (diagram)
...e1/ 12...Qb4 13.a3 (=)
...e2/ 12...h6 13.Nd5 (+=)
...e3/ 12...Re8 13.Qg3 (+=)
...e4/ 12...a6 13.Nd5 (+=)
f/ 11...h6 12.Bh4
Will be covered in a later blog.
g/ 11...b6 12.Nc6 Qe8 13.Nxe7 Qxe7 14.Ne4 (++)
h/ 11...a6 12.Qh4
...h1/ 12...h6 13.Bxh6 Ne5 14.Bxg7 Kxg7 15.Rxf6 (+=)
...h2/ 12...Re8 13.Nxe6 fxe6 14.Ne4 (+=)
Doesn't look too bad, no ?
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