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

013510-1090

1datamapmany1data lists

1

1

110i

22Gordon/Carly.

0Carly Adams Period 9 This block reports if a number is divisible by a second number.

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