data:image/png;base64,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

purplegreenyellowblueorangedata:image/png;base64,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What is the Name of this Polygon?What is the color of my Polygon?Make Polygon 12lastMake Polygon 22lastmake polygon 32lastyellow,red,purple3,4,5miles,cadence,josephfalsefalsefalse