Find a sequence of 7 consecutive primes,
creating an arithmetic progression.
There are several solutions, all are big numbers.
The first prime is Q1 = 1089533431247059310875780378922957732908036492993138195385213105−
561742150447308967213141717486151 and the common difference is 210. It was found in 1997.
Here you can find technical details about the search.
Posted by xdog
on 2018-08-06 09:19:21