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num1

013510-1090

1datamapmany1data lists

1

1

110i

Soham Bandyopadhyay Xindi Liu period 8 This script makes the sprite to turn left and then move forward seven steps and then turn right and move forward another seven steps.

7Soham Bandyopadhyay, Xindi Liu period 8 This script shows sprite moving in order to solve the maze. The sprite would turn left ad right and then move forward according to the code.

224

401,1,0,0,0,0,0,00,1,1,0,0,0,0,00,0,1,1,0,0,0,00,0,0,1,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,00,0,0,0,0,0,1,10,0,0,0,0,0,0,1