Semko wrote on 02/25/08 at 20:24:14:
Variations like 3 Nc3 e5 or 3 Nc3 dxc4 certainly offer White more chances for an advantage than the main lines.
How do you recommend that White goes about getting this advantage?
If 4. e3, Black seems fine after either
4. ... Be6 5. Nf3 b5 6. a4 b4 7. Ne4 Nf6 8. Nxf6+
exf6 9. Bd2 or 4. ...b5 5. a4 b4 6. Ne4 Qd5 7. Nd2 (Ng3 doesn't seem any better) Ba6!? 8. Qc2 c5 9. Nxc4
I suppose you would recommend e4 but what knight retreat?
1. d4 d5 2. c4 c6 3. Nc3 dxc4 4. e4 b5 5. a4 b4
Na2 doesn't seem to offer much after
1. d4 d5 2. c4 c6 3. Nc3 3... dxc4 4.e4 b5 5. a4 b4 6. Na2 Nf6 7. e5 Nd5 8. Bxc4 e6 9. Nf3 Be7 10. Bd2 a5 11. Nc1 Nd7 12. Nb3 O-O 13. O-O Re8
Nb1 is a bit passive and ceases the initiative. I'm not sure if there is even an advantage after moves like:
1. d4 d5 2. c4 c6 3. Nc3 3... dxc4 4.e4 b5 5. a4 b4 6. Nb1 6... Ba6 7. Be3 Nf6 8. f3 e5 9. Ne2
That leaves Nce2, my favorite move. In my analysis, White's best way for an advantage is the following:
1. d4 d5 2. c4 c6 3. Nc3 dxc4 4. e4 b5 5. a4 b4 6. Nce2 e6 7. Nf3 Nf6 8. Ng3 Ba6 9. Bg5 (Qc2 can be met even with the simple b3) Qa5
After 10. Rc1, Black has the surprising Nfd7 and I think there is equality if not even some advantage for Black. The problem is that the a4 pawn will not be defended after exchanges on c4 and White's compensation is not so certain. It could continue
11. Bxc4 Bxc4 12. Rxc4 Nb6 13. Rc1 Qxa4 14. O-O Qxd1 15. Rfxd1 Be7
This leaves the main move, 10. Be2 as the best try. Black's best answer is probably Nbd7 since Be7 commits too early and pawn moves like h6/c3/b3 have led to advantage in my analysis.
10. Be2 Nbd7 11. O-O Rc8
Is there really any significant objective advantage in this variation? It doesn't seem like it to me. So how does White get an advantage (not even talking about one bigger than in main lines) against 3. ...dxc4? I hope I missed something in my analysis or am evaluating incorrectly because I have no clue. This isn't a question just for Semko, but for everyone here.