Bc2? and black closes that diagonal with e4. Whereβs the mate in two?
Bc2? and black closes that diagonal with e4. Whereβs the mate in two?
Qg3, Rxe3 and Rd3 wins a piece
Bd1
There is no mate. White wins the exchange and eventually the rook;
1. Bd4, Nxd4
2.Qxe8+, Qxe8
3.Rxe8+, Kg7
4.Rg8+, Kh6
5.g4
There is no perpetual after Kf2. Both options are fine
Yeah, but it took me ages to calculate Qd3. Itβs not that obvious at first glance (to me) Can you give an insight in how you start calculating in this particular position? What do you consider and what do you neglect?
Might learn something from a proπ
This is not a mate in x βpuzzleβ. This is about gaining an advantage that eventually wins the game.
Take a board and set it up and answer the question; why this is winning even after Kf8.
There seems to be nothing flashy, so I guess Qd3 is solid. Asking; what is your initiative anyway?
1. exf6, gxh4
2.Bb5+, Nd7
3.Rxe6+, fxe6
4.Qh5+
exf6
a3, with advantage
1. .. ,Re8
2.Ne5, g4
3.Qxf4, Rexe5+
Winning the Q
This is not a mate in x position.
1. Bb6+, axb6
2.Qe3, Qb4+ (or checkmate on e8)
3.Nxb4, Nf6
4.Qxb6+ Kc8
5. Qxf6 and white wins
The b6 square is key
There is no checkmate after 1 Qe3. Black just takes the knight on d5.
Donβt see the brilliance. How does black continue after Bf3?
What would you play as black after Qe3? Qe8 is coming and if you defend with Nf6, Qxb6 is winning
Thatβs OK. After Qe3 black cannot prevent Qxb6 on the next move
Bb6, axb6 Qe3!
This is a GM game. Thereβs something much better!
1 Bb6, axb6, 2 Qe3!
Nxd5! add black can choose between losing the queen or allow checkmate with Nc7
Qh8, Qh4! and Nf3: nice!
Trade the shit and promote one of those motherfuckers!
Rf7!
White has a mad rook: Ra2 is a draw
When black plays Qh4 it will be a draw after Nxf8 βcos the black queen keeps giving check.
So after Qh4, Qxf7, Rxf7, white plays Ra8 and it is checkmate in two.
White has something better than Rxf7
After Qh4 white does not take the rook, but plays Qf7
Was not invited at the playground