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 a square that has side lenth 505draws a pentagon
that has side lenth 5010draws a decagon
that has side lenth 50draws a triangle that has side lenth 50A custom block that resets the program.draws a pentagon with the input number of sides, each of the input lengthdraws a polygon that has variable side lengthdraws a pentagon that has variable side length