Fast Factoring of Integers

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An algorithm is given to factor an integer with $N$ digits in $\ln^m N$ steps, with $m$ approximately 4 or 5. Textbook quadratic sieve methods are exponentially slower. An improvement with the aid of an a particular function would provide a further exponential speedup.
8 pages, LaTeX, v1: correction to a_{C_N}\neq 1 and improved analysis to general case, v2: added addendum paper to original analysis

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