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[ February 3, 2002 ] that are pseudoprime to base 2 are
Can you extend the list with a few more terms ? Beware, it might be a tougher job than it appears at first... ![]() [ email dd. March 10, 2002 ] Shyam Sunder Gupta cracked the fourth palindromic psp(2). The number is ![]() ( 7 * 11 * 19 * 41 * 73 * 137 * 271 * 577 * 1361 ) This is in fact not only psp(2) but psp in all bases i.e. it is a Carmichael Number and this is the second palindromic Carmichael number. Interestingly the sum of digits of this number is 100. ![]() [ October 19, 2002 ] Shyam Sunder Gupta (email) cracked the fifth palindromic psp(2). The number is ![]() ( 41 * 101 * 211 * 251 * 757 * 1321 * 4733 ) Unfortunately it is not a strong pseudoprime(base 2). Number Theory List - Message 20 Oct 2002 ![]() Anyone interested in finding the sixth palindromic psp(2) and/or the third palindromic Carmichael number ? ![]() | |||||
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