Click: 1 - for a red square 2 - for an orange triangle 3 - for a yellow diamond 4 - for a green pentagon 5 - for a blue parallelogram 6 - for a purple stardata:image/png;base64,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Click: 1 - for a red square 2 - for an orange triangle 3 - for a yellow diamond 4 - for a green pentagon 5 - for a blue parallelogram 6 - for a purple stardata:image/png;base64,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45