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Jan Daenielle Flores
09/23/19draws a square that has side length 504draws a square that has side lenth 50draws a pentagon that has side length 505draws a pentagon that has side length 50draws a decagon that has side length 5010draws a decagon that has side lenth 50draws a decagon that has side length 50draws a decagon that has side lenth 50