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VAYUCrAgKgVvmlcAFQGNCqgACoVX4pXAAUBrQqIABqlV8KFwCFAa0KCIBa5ZfCBUBhQKsCAqBW+aVwAVAY0KqAAnCR1ipI4ZVZgW3/BXtYq0W5qsbtAAAAAElFTkSuQmCCdata:image/png;base64,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What is the length of each side on your shape?lengthPress "Space" to draw your shape!3

3601