data:image/png;base64,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:image/png;base64,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How many sides do you want your shape to have?NumbrSidesAngle3605-8How many sides do you want your shape to have?NumbrSidesAngle360-170-8-750Choose Your Shape Color: 1. Red 2. Blue 3. YellowColor1How many sides do you want your shape to have?NumbrSidesAngle360-70-8How many sides do you want your shape to have?NumbrSidesAngle360-170-8-750Choose Your Shape Color: 1. Red 2. Blue 3. YellowColor1How many sides do you want your shape to have?NumbrSidesAngle360-70-8400Choose Your Shape Color: 1. Red 2. Blue 3. YellowColor1How many sides do you want your shape to have?NumbrSidesAngle36045-8How many sides do you want your shape to have?NumbrSidesAngle360-170-8-750Choose Your Shape Color: 1. Red 2. Blue 3. YellowColor1How many sides do you want your shape to have?NumbrSidesAngle360-70-8400Choose Your Shape Color: 1. Red 2. Blue 3. YellowColor1How many sides do you want your shape to have?NumbrSidesAngle36045-81750Choose Your Shape Color: 1. Red 2. Blue 3. YellowColor1How many sides do you want your shape to have?NumbrSidesAngle360180-86150604