- #1
pedja
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According to the Wikipedia article a composite number n is a strong pseudoprime to at most one quarter of all bases below n .
Do Fermat pseudoprimes have some similar property ? Is it known what is the largest number of bases for which composite n , that is not Carmichael number is Fermat pseudoprime ?
Do Fermat pseudoprimes have some similar property ? Is it known what is the largest number of bases for which composite n , that is not Carmichael number is Fermat pseudoprime ?