data:image/png;base64,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data:image/png;base64,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Name: Mir Fuad Partner name: Leon Duration:60 minutes Description: The purpose of this program is to satisfy the user by drawing the user draw what ever he wants with the sprite with two colors honor code: i recieved help from my friend ivan for my project he helped me make my shading grey color block as previously i had made this block and it didnt work

The mod block would divide the two numbers and report the remainer, so if the dividend is divisible by the divisor, there should be no remainer, which would report true.

-1000060

0,2,4,6,80,2,4,6,8true0