data:image/png;base64,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TEST VARIBLE 21test1test10data unknownTEST VARIBLE 21TEST VARIBLE 11TEST VARIBLE 110horizontal_counter21horzontal_counter11verticle_counter11verticle_counter21diagonal_type1_21diagonal_type1_1-1diagonal_type2_2-1diagonal_type2_1-1data:image/png;base64,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Range the chip can move1260000000TEST VARIBLE 21Coordinates of boardRedMOTIONtruePress the stop first. Then press enter. Then press p.trueYellowfalse4empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty,empty"1,1","1,2","1,3","1,4","1,5","1,6","1,7","2,1","2,2","2,3","2,4","2,5","2,6","2,7","3,1","3,2","3,3","3,4","3,5","3,6","3,7","4,1","4,2","4,3","4,4","4,5","4,6","4,7","5,1","5,2","5,3","5,4","5,5","5,6","5,7","6,1","6,2","6,3","6,4","6,5","6,6","6,7"000087