Press 1 for Square Press 2 for Triangle Press 3 for Diamond Press 4 for Pentagon Press 5 for Parallelogram Press 6 for 5 pointed star with pentagon in the inside Press 7 for 5 pointed star with nothing inside (only the 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-120-80Square2-120-80Triangle2-120-80Triangle2-120-80Pentagon2-120-80Parallelogram2-120-80Star1.12-120-80Star1.02