Largest known cousin primes

It is suspected that there are infinitely many s, although this has never been proven.

The largest known cousin primes are equal to (p, p + 4), where p = (311,778,476 · n · (n + 1) + 210) · (n − 1) / 35 + 1 with n = 587,502 · 9,001#.

The largest known cousin probable primes are equal to (p, p + 4), where p = 474,435,381 · 298,394 − 5.