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 lists11110iGordon Gao and Luca Harry Contursi PD4
This script will turn left move 7 foward turn right and move 7 foward to escape.72243Gordon Gao and Luca Harry Contursi PD4 This script will be able to go through maze 5.2232344401,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,0,0,00,0,0,0,1,1,1,1