button 1 makes the sqaure button 2 make the Equilateral triangle button 3 makes the dimaond button 4 makes the pentagon button 5 makes the Parallelogram 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1 makes the sqaure button 2 make the Equilateral triangle button 3 makes the dimaond button 4 makes the pentagon button 5 makes the Parallelogram 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