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donnaclara 13-Apr-16, 01:40 » Report abuse |
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mistergo 13-Apr-16, 08:26 » Report abuse |
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shsiii 13-Apr-16, 09:24 » Report abuse |
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shsiii 13-Apr-16, 09:25 » Report abuse |
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smikal11 13-Apr-16, 20:41 » Report abuse |
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donnaclara 14-Apr-16, 00:09 » Report abuse |
![]() 1Qd3? is one of the better tries and is refuted by 1...Ke5!. The other try 1.Qf2+? (>2.Rf4#) is also interesting. Spot the refutation!. |
snailmate 16-Apr-25, 10:22 » Report abuse |
![]() I finally solved it by reasoning: 1...Ke5 can be met by 2. Qf4, but only if the Q has access to f4. 1...Qe4 can be met by 2. Nc6, but that requires the white W to be guarding c4. Therefore, if the key move is indeed a Q move, it must preserve access to both f4 and c4, which points to the correct square it must move to. |
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