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1.Qxg7+ Rxg7
2.Rf8+ Rg8
3. Either rook takes g8 mate
Have to cover g8-square twice, and g6-rook covers it, but h6-queen doesn’t, so Queen takes:
1. Qxg7+ Rxg7 2. Rf8+ Rg8 3. either Rxg8#
1. Qxg7+ Rxg7
2. Rf8+ Rg8
3. R(either)xg8 mate
1. Qxg7+ Rxg7
2. Rf8+ Rg8
3. R(either) g8 mate
1. Qxg7+ Rxg7
2. Rf8+ Rg8
3. R(either) g8 mate
1. Qxg7+ Rxg7
2. Rf8+ Rg8
3. R(either) g8 mate
Isn’t this just a mate in 3
Qxg7+ Rxg7 Rf8+ Rg8 Rgxg8# (or Rfxg8#)
1.Qxg7+! Rxg7 2.Rf8+ Rg8 3.Rfg8# (or 3.Rgg8#)
Found this one in less than five seconds. 1.Qxg7+ Rxg7 2.Rf8+ Rg8 3.R8xg8++
1.Qxg7+Rxg7
2.Rf8+Rg8
3.Rgxg8#
Really? Is this all?
1. Qxg7+ Rxg7 2. Rf8+ Rg8 3. Rxg8#
1. Qxg7+ Rxg7
2. Rf8+ and wins!
1. ♕xg7+ ♜xg7
2. ♖f8+ ♜g8
3. ♖fxg8# or ♖gxg8#
1. Qxg7+ Rxg7
2. Rf8+ Rg8
3. Rxg8#
Fun stuff! =)
1.Qxg7+ Rxg7
2.Rf8+ Rg8
3.Rgxg8#
I missed this problem but I wonder why it is not christened 2 seconds problem.