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

013510-1090

1datamapmany1data lists

1

1

110i

Soham Bandyopadhyay and Xindi Liu This shows the sprite moving according to the sequence in the code to solve the mae.

224401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1