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

110i

This is a script of a block that tells the sprite to go to the entire list of coordinates that form A. Ava Zhang and Kelly Xie

The block is an abstraction that draws whatever letter that is inputted. Ava Zhang and Kelly Xie Period 10

This block is an abstraction that draws two letters that are inputted. Ava Zhang and Kelly Xie Period 10

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,200,-400,4010,4010,1030,4040,4010,040,-4030,-4010,-1010,-400,-400