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Given any two potatoes (let's keep them regular, though), is it always possible to draw a pair of closed congruent curves, one on each?
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Yes and no. Yes because some of the potatoes will be smooth, flat, things like that, and then others, could be bumpy, or a part of the potato could be bent (the way its grown)
ehhh... not quite... Besides, the question was is it *always* possible, so it must be either a yes or no, and since you said "sometimes", well, that's not always, so your answer is no.
Oh well... imagine the potatoes could just go right through each other... they would intersect at a closed curve... so yeah, it is always possible to draw the pair of congruent curves..
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