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*
*The Fixed Point Theorem

**"**Let *E* be a nonempty complete metric space, a function**.****"**

**"**Suppose that there exists a real number *k* less than one such that for all we have **.****"**

**"**Then there exists a unique point such that **.****"**

See ita-8-1-2-page170.

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I have not included the proof here because I am concerned with the proof of a different *point***:**

It is not so hard to step from basic numeracy to advanced mathematics.

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