Cook explains why P=NP matters.

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SO a latin square problem where you have x number of 1's and y number of 2's each row and column. If it's just 1's and 2's can it be reduced to 2 sat. I'd love to know surely it's quicker to solve than one with more variety of numbers. if you can solve 2 different number latin squares of any size in p time then I know how that could be useful for gaining clues to latin squares using many more numbers.

JikeWimblik
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My answer is I don't want p to be equal to np😂 so the world will remain the same

Bashibash