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Are there infinitely many palindromic numbers of this form
Are ther einfinitely many palindromic primes of the form
(10^n-666999666999667)/333? |
(10^n-666999666999667)/333 is never prime. It's always divisible by 3.
[url=http://www.factordb.com/index.php?query=%2810^n-666999666999667%29%2F333&use=n&n=1&VP=on&VC=on&EV=on&OD=on&PR=on&FF=on&PRP=on&CF=on&U=on&C=on&perpage=4&format=1&sent=Show]Proof[/url] |
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