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Name: Ashley Ortiz Partner Name: Saanavi Goyal Duration: 00:90:00 Project Description: A game where a mandala is drawn when green flag is clicked. Honor Code: I did not recieve any help from anyone or the internet on this project

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