data:image/png;base64,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data:image/png;base64,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 your shape not a square and all four angles have the same measure?yesis your shape not a rectangle and each side is parelell to one other sideyesis your shape not a parallelogram and two sides are paralell to each otheryesis your shape not a trapezoid?5663