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Alice's Adventures in Wonderland Logic Puzzles

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Dodo's Prize Distribution Puzzle

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Everyone has won and all must have prizes. Thus, the solution is to distribute the prizes so that each participant receives one prize.

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The Mad Hatter's Tea Party Equation

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Each character represents a different number. The solution is H=8, A=1, T=0, E=5, R=2. The total sum is 10852.

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The Caucus Race Shape Count

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The final count of shapes is 20 circles, 15 squares, and 10 triangles.

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White Rabbit's Time Problem

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The pocket watch indicates time at a speed where one Wonderland hour equals 12 real-world hours. Thus, in 2 Wonderland hours, 24 real-world hours pass.

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The Mouse's Tale of Numbers

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The tale is a tale of 'tails', a sequence of numbers that follow a pattern. The pattern is that each number in the sequence represents the length of the previous 'tail', starting with 3.

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Alice's Size Change Riddle

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Drinking from the bottle makes Alice shrink to a tenth of her size, and eating the cake makes her grow 10 times her current size.

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Cheshire Cat's Grin Syllogism

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Only the Cheshire Cat's grin remains because if all cats are grinning and a grin always means happiness, then all cat's grins signify happiness, hence the Cheshire Cat's grin remains.

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The Queen's Croquet Game Sequence

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The sequence for striking the hedgehogs is based on the Fibonacci sequence (1, 1, 2, 3, 5...). The next number is the sum of the previous two numbers of hedgehogs struck.

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Tweedledum and Tweedledee's Argument Paradox

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The paradox is that if they agree never to disagree, then they cannot have an argument, which means they are agreeing, which violates their agreement not to agree.

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The Caterpillar's Poem Arithmetic

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The answer to the arithmetic problem in the poem is 4. The operations in the riddle are non-standard and follow a special logic within the poem's context.

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The March Hare's Logic Puzzle

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The solution is that the riddle 'Why is a raven like a writing-desk?' has no answer. It is simply meant to be pondered upon.

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The Knave's Trial Logic

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Since all Knaves are liars, if the Knave of Hearts states that he did steal the tarts, this implies he's telling the truth, which would be a contradiction. Therefore, he can neither admit nor deny stealing the tarts without causing a logical paradox.

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