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Glenn Snow doubts the statement, that White can take benefit from the move order 1.c4 Nf6 2.Nc3 g6 3.g3 Bg7 4.Bg2 o-o. As I am certainly not an expert, I have done some database statistics. As this has some objections, I must note that all results are based on 50 games at least and usually on several hundreds. A1) 5.d3 d6 6.e4 e5 7.Nge2 Nc6 8.o-o 44% wins, 31% draws and 25% losses; score 60%. This is probably the reason, that the move order 1...Nf6 is disapproved by theory. A2) 5.d3 d6 6.e4 c5 7.Nge2 Nc6 8.o-o 32%, 32%, 36%; score 48%. This confirms Glenn's opinion. B1) 5.d3 d6 6.e3 e5 7.Nge2 Nc6 8.o-o 36%, 31%, 33%; score 52%. B2) 5.d3 d6 6.e3 c5 7.Nge2 Nc6 8.o-o 37%, 33%, 30%; score 54%. This should not scare Black. C1) 5.d3 d6 6.Nf3 e5 7.o-o Nc6 8.Rb1 34%, 36%, 30%; score 52%. But after a5 9.a3 Re8 it is even 23%, 45%, 32%; score 46%. C2) 5.d3 d6 6.Nf3 c5 7.o-o Nc6 8.a3 35%, 44%, 21%; score 57%. This amazes me, as C2 seems a boring symmetrical system to me. D1) 5.Nf3 d6 6.o-o e5 7.b4!? 41%, 35%, 24%; score 59%. D2) 5.Nf3 d6 6.o-o c5 7.d4 44%, 33%, 23%; score 60%. D3) 5.Nf3 d6 6.o-o Nc6 7.d4 is a transposition to a line of the Fianchetto Variation of the KI, which Black might not have on his repertoire. D4) 5.Nf3 d6 6.o-o Nbd7 7.Rb1 51%, 33%, 16%; score 68%. So with some hesitation I stick to my statement, that 1...Nf6/2...g6 is less precise than 1...g6; not because of the Botvinnik System, but because of 5.Nf3. After 1.c4 g6 2.Nc3 Bg7 3.g3 d6 4.Bg2 e5 5.Nf3 Nc6 6.o-o Black has f5 or Nge7.
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