Is this even possible?

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Is this even possible?

Post by sarossell » Sun Jan 01, 2017 2:48 am

Rosetta has a challenge for Arbitrary precision integers. ... (included)

I know that smart BASIC is limited to integers no greater than 2^52 because it uses 64 bits total for number crunching to handle sign, power and mantissa. So the challenge value of 5^4^3^2 is just WAY to big to be calculated precisely.

So my question is, how hard would it be to write a library of functions that could be included in code that would allow for arbitrary precision math functions?
smart BASIC Rocks!

- Scott : San Diego, California

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