data:image/png;base64,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:image/png;base64,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

013510-1090

1datamapmany1data lists

1

1

110i

23Gordon/Carly.

-150-35Carly 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