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instructionsdata:image/png;base64,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data:image/png;base64,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?False102.8571drawing?False80drawing?False144drawing?False360drawing?FalseFalseline,x,drawing triangle...,drawing square...,drawing pentagon...,drawing hexagon...,drawing septagon...,drawing octogon...,drawing nonagon...,drawing decagon...