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A Sierpinski/Riesel-like problem
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2020-11-21, 05:08
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sweety439
Nov 2016
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Originally Posted by
sweety439
For the Sierpinski bases with CK=6:
bases 244, 454, 489, 1014 have k=1 remain
base 174 has k=4 remain
base 979 has k=3 remain
Other bases are proven.
there are no Sierpinski bases with CK=6 with >= 2 k's remain
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