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

110i

Konrad Sukiennik Samantha Ortega This willl make the sprite go to a specific point

Konrad Sukiennik Samantha Ortega This block draws a shape when a list of points is inputed.

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-200,100-175,100-175,60-150,100-135,91-160,45-135,8-158,8-175,40-175,10-200,10155,10899,13240,108155,3699,1440,3640,4599,23136,3628,10899,142167,108167,97155,98