data:image/png;base64,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:image/png;base64,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 that a triangle?Yestrue90Is that a triangle?YestrueIs that a triangle?NotrueIs that a pentagon?YestrueIs that an octogon?NotrueIs that a hexagon?YestrueIs that a quadrilateral?Notrue90Is that a quadrilateral?YestrueIs that a quadrilateral?Yestrue