data:image/png;base64,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data:image/png;base64,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-2229-189036,255,77,1NumSides4angle-360-17311-1290145,26,68,1NumSides5angle-360-10819-69015,135,255,1NumSides6angle-360-551760188,75,255,1How many sides?NumSidesangle-360How big? (Give number)length50How many more polygons?2-25030-606