Consider the following statement: There exists a pair of straight lines that are everywhere equidistant from one another. Is this statement a direct consequence of Euclid's fifth postulate? Explain.
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For any point on `m` distance from `l` is `d` distance of `A` from m=distance od B from `l` (Euclid axiom) from any point on `l`, distance from `m` is `d`
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