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33num1013510-10901datamapmany1data lists11110iThis script allowstherobottoescapemazeoneby turning left then moving 7 steps forward then turning right then moving7steps forward
Nikita Ryzhov and Maab Hassan pd8.7Nikita Ryzhovand Maab Hassan pd8
This script solves maze 2 by followinf the dry principle andusing simplecommands such as move forward rotate right and rotate left..23422242400,0,0,0,0,0,0,00,0,0,1,1,1,0,00,0,0,1,0,1,1,11,1,0,1,0,0,0,10,1,0,1,0,1,1,10,1,1,1,0,1,0,00,0,0,0,0,1,1,10,0,0,0,0,0,0,1