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A256842
Initial members of 5 twin primes with the smallest possible difference of 30.
2
39713433671, 66419473031, 71525244611, 286371985811, 480612532451, 535181743301, 789972743471, 1195575264641, 1219449947921, 1256522812841, 1292207447351, 1351477467251, 1450982599271, 1460592638171, 1515361442261, 1592346154541
OFFSET
1,1
COMMENTS
There are 5 twin primes in a group of 39 numbers. The term 5TP39 was suggested by prime number researcher Roger Hargrave on 16-FEB-2003. It is also the lowest number of ten primes.
We only have to test primes of the form p = 2310n + 821 and p = 2310n + 1451.
Similar to A059925, but here we have additionally a twin pair of primes in the middle.
LINKS
Sebastian Petzelberger, Table of n, a(n) for n = 1..10000 The data and the b-file were compiled from the link below.
D. L. P. Ballard, Hargrave Primes
Thomas R. Nicely, Dense prime clusters
CROSSREFS
Cf. A059925.
Sequence in context: A295460 A306430 A216018 * A225886 A377456 A199428
KEYWORD
nonn
AUTHOR
STATUS
approved