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- Finite-Precision floating point system : FPS
- Let F(3.s.m.M) be a system where
- 3 is the base e.g. 2,4,10, or 16.
- S is the number of significant base 3 digits of the mantissa.
- E is an exponent m ≤ e ≤ M.
- Each number x ∈ {F} has the structure:
- ±d1d2….ds*3^(±e)
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