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Brandon Cole
9/12draws a square that has side lenth 50draws a pentagon that has side lenth 50draws a decagon that has side lenth 50draws a triangle that has side lenth 50draws a decagon that has side lenth 50draws a pentagon that has side lenth 50draws a pentagon that has side lenth 50draws a pentagon that has side lenth 5000