Editing Talk:1112: Think Logically

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After a careful analysis of what little we can see of the board in the comic, my best estimate is that the game went something like 1. e4 e5 2. Bc4 Nc6 3. Qh5 Nf6 4. Qxf7#. Move 2 I get from the fact that there appears to be a white bishop in the center and a black knight somewhere on the 6th rank. Move 1 I get because it's required for Bc4 on move 2, assuming a remotely normal opening (given Cueball's call to "think logically", it seems likely that he would instinctively grasp such basic principles as attacking in the center and developing pieces). White's move 3 and 4 are the necessary moves to deliver the checkmate. I don't know Black's move 3, other than that it doesn't prevent the mate, isn't a queen move and doesn't place any important pieces further forward than the 6th rank. The possible moves are Nf6, Be7, Bd6, d6, and b6. My best guess is Nf6 because: b6 is unlikely because no one plays a fianchetto without having seen one before, they're just not intuitive; d6 and Bd6 are unlikely because White doesn't challenge the e5 square and it's not likely that a beginner would think d6 is the most natural square to develop the bishop to, though d6 is possible since it allows the development of the light-squared bishop; Be7 is unlikely because it's a very unintuitive way to develop the bishop; and Nf6 is very likely because it's an obvious developing move, and besides it attacks the queen, only for the queen to deliver checkmate, which could lead Cueball to the conclusion that "knights are too weak". Some version of this analysis might be fit for the article, but it might be a little too arcane, so I'd like another's opinion before I edit it in. The one change I would definitely say should be made is that the part where the article speculates on fool's mate v.s. scholar's mate should be appended to say that the apparent position of pieces on the board almost guarantees that it is the scholar's mate. [[User:PlasmaKitten42|PlasmaKitten42]] ([[User talk:PlasmaKitten42|talk]]) 19:22, 2 December 2020 (UTC)
 
After a careful analysis of what little we can see of the board in the comic, my best estimate is that the game went something like 1. e4 e5 2. Bc4 Nc6 3. Qh5 Nf6 4. Qxf7#. Move 2 I get from the fact that there appears to be a white bishop in the center and a black knight somewhere on the 6th rank. Move 1 I get because it's required for Bc4 on move 2, assuming a remotely normal opening (given Cueball's call to "think logically", it seems likely that he would instinctively grasp such basic principles as attacking in the center and developing pieces). White's move 3 and 4 are the necessary moves to deliver the checkmate. I don't know Black's move 3, other than that it doesn't prevent the mate, isn't a queen move and doesn't place any important pieces further forward than the 6th rank. The possible moves are Nf6, Be7, Bd6, d6, and b6. My best guess is Nf6 because: b6 is unlikely because no one plays a fianchetto without having seen one before, they're just not intuitive; d6 and Bd6 are unlikely because White doesn't challenge the e5 square and it's not likely that a beginner would think d6 is the most natural square to develop the bishop to, though d6 is possible since it allows the development of the light-squared bishop; Be7 is unlikely because it's a very unintuitive way to develop the bishop; and Nf6 is very likely because it's an obvious developing move, and besides it attacks the queen, only for the queen to deliver checkmate, which could lead Cueball to the conclusion that "knights are too weak". Some version of this analysis might be fit for the article, but it might be a little too arcane, so I'd like another's opinion before I edit it in. The one change I would definitely say should be made is that the part where the article speculates on fool's mate v.s. scholar's mate should be appended to say that the apparent position of pieces on the board almost guarantees that it is the scholar's mate. [[User:PlasmaKitten42|PlasmaKitten42]] ([[User talk:PlasmaKitten42|talk]]) 19:22, 2 December 2020 (UTC)
 
This is definitely a scholar's mate. [[User:Beanie|Beanie]] ([[User talk:Beanie|talk]]) 11:37, 19 May 2021 (UTC)
 

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