Press the Keys for , 1: Square - 2: Equilateral Triangle - 3: Diamond - 4: Pentagon - 5: Parallelogram ("leaning rectangle") - 6: Star ! If you want to play the background song, press the ↑ up arrow, if you want to stop the music press the ↓ down arrow !.data:image/png;base64,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:image/png;base64,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.5Diamond0.5Pentagon0.5Equilateral Triangle0.5Parallelogram ("leaning rectangle")0.5Star0.5Decagon0.5Cirlce0.5