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The prime that starts the longest known sequence of consecutive primes in arithmetic progression. The ten primes have a common difference of 210 and were found by Manfred Toplic on March 2, 1998. A search for an arithmetic progression of eleven consecutive primes will be difficult, where the minimum gap between these primes is 2310 instead of 210.


  Submitted: 2000-02-18 20:14:13;   Last Modified: 2009-06-30 14:08:15.

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