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d2IQ9vPsn8no24KzKgagDlbvW4HTks+Pw7SuRzEz1UAQ8o0LJBHf4UG87dLX+AT8z+F7ox5fMgoEUtAAAAAElFTkSuQmCCdata:image/png;base64,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21This block draws a polygon with the number of sides and length of sides inputed and stored in num_sides and side length respectively This block makes a polygon that will change colors at every turnthis block creates a pinwheel with an input of sides# with the added variable of random color changing.This block makes an asterisk that changes color every line..