You presumably get NaN (not a number) when you have an integer overflow on a 32-bit counter (i.e. a number larger than 2^31 - 1 = 2,147,483,647). Either you have a way to use 64 bbits counters or you may be you can use on of the modules for high prevision arithmetics such as BigInt.

NaN is a floating point value and thus has nothing at all to do with numerical limits of integer data types.

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In reply to Re^2: NaN output by BrowserUk
in thread NaN output by spikeinc

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