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data:image/png;base64,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Name: Mir Fuad Partner: Leon Duration:95 minutes. Description: The purpose of this project is to satidfy the user by drawing a mandela for them Honor code: I didnt recieve help from anyone during this project.

110i

this block will create a diagonal shape and will create it from one vertexThis block will draw a mandela by starting to draw a line from poin 1 to the next point and it will keep repeating for each block and on the last point or in the 5th point it will come back to point 1 and will draw a mandela like that

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-3,14.08348754011461847,14.08348754011461872,-29.21778264910733547,-72.51905283832929-3,-72.51905283832929-28,-29.217782649107335