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Does your shape have parallel sides? - answer yes or noyesYesThank you for playing!2.5-17510Press space to Start300-40this is for all of the shapes other than the quadrilaterals. i added some more just because i didn't want to leave any blank answers. i have triangle to decagon right now.1