Italian Game: Evans Gambit, Fontaine Countergambit

The Italian Game: Evans Gambit, Fontaine Countergambit is an aggressive chess opening that involves sacrificing a pawn to gain rapid development and initiative.

1. e4 2. e5 3. Nf3 4. Nc6 5. Bc4 6. Bc5 7. b4 8. b5

The Italian Game: Evans Gambit, Fontaine Countergambit is a highly tactical opening that begins with a pawn sacrifice in order to gain a lead in development and create attacking opportunities. After the initial pawn sacrifice, the position becomes highly dynamic and requires precise calculation from both players.

The opening starts with 1.e4 e5, followed by 2.Nf3 Nc6, and then 3.Bc4 Bc5. At this point, instead of the more common move 4.c3, the Evans Gambit is played with 4.b4. White sacrifices a pawn to open up lines for their pieces and put pressure on Black's position.

Black has the option to accept the gambit with 4...b5, which is known as the Fontaine Countergambit. By accepting the gambit, Black aims to disrupt White's plans and counterattack in the center. This move challenges White's initiative and forces them to make accurate decisions to maintain their advantage.

The position after 4...b5 is highly tactical and requires careful calculation from both sides. White can choose to accept the pawn with 5.Bxb5 or decline it with 5.Bb3, both leading to different types of positions. Black needs to be cautious not to fall into any traps and should aim to develop their pieces harmoniously while exploiting White's temporary material advantage.

The Evans Gambit, Fontaine Countergambit is an exciting opening choice for players who enjoy sharp, tactical battles. It offers both sides opportunities for aggressive play and requires accurate calculation and strategic planning. It is important for players of both colors to be well-prepared and familiar with the various tactical motifs and plans that can arise from this opening.

Frequency: 0.01 %Stockfish score: 1.9, depth 28
Games Statistics:
White/Draws/Black
77.6%
2.6%
19.8%
Bookmoves score:
RateWhiteBlack
0...180074.625.400000000000006
1800...200070.829.200000000000003
2000...220065.134.900000000000006
2200...250060.939.1
2500...--