data:image/png;base64,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data:image/png;base64,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

when it is called on, a vertex is connected o all other points from the starting point to a point, back to the starting point and then to another point - continues until the end of a polygon point.

65,0110.96194077712539,-45.96194077712577110.96194077712516,-110.9619407771257864.99999999999939,-156.92388155425115-6.063298011819521e-13,-156.92388155425115-45.961940777125996,-110.96194077712539-45.96194077712577,-45.961940777125390,065,-5.684341886080802e-14110.96194077712539,-45.96194077712585110.96194077712516,-110.9619407771258564.99999999999932,-156.92388155425124-6.821210263296962e-13,-156.92388155425124-45.961940777126074,-110.96194077712545-45.96194077712585,-45.96194077712545-1.1368683772161603e-13,-5.684341886080802e-14