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To identify the missing number in the pattern 14, 5, 18, 24, 15, 28, 3, we can look for a consistent relationship between the numbers. The differences between consecutive pairs appear to alternate between subtracting numbers and adding, but it doesn't form a clear arithmetic or geometric series. However, if we consider the possibility of a repeated cycle or a rule, we might guess that the next number could be derived from the previous ones. Given the structure of the sequence, a logical next number to try could be 7, considering the various operations and sequences involved.

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4d ago

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