Prime p₀= 1670317756035780611 starts a Tuple of 14 consecutive primes, which form 7 twin primes (TPT).
d_n: 0 2 46 2 40 2 34 2 52 2 58 2 16 2 (?)
a_n: 0 2 48 50 90 92 126 128 180 182 240 242 258 260
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 260
Found by: hase
db: batch=79, k=14, 46 40 34 52 58 16

SPT(16)	1670317153662865313	0 6 30 36 116 140 146 168 176 198 204 228 308 314 338 344	-602372915298
SPT(16)	1670317217670616699	0 10 18 34 84 100 112 120 142 150 162 178 228 244 252 262	-538365163912
STPT(10)	1670317242173140679	0 2 18 20 30 32 42 44 60 62	-513862639932
SPT(16)	1670317333839643859	0 14 32 42 60 62 84 132 140 188 210 212 230 240 258 272	-422196136752
SPT(16)	1670317515309753329	0 12 24 32 42 68 104 120 122 138 174 200 210 218 230 242	-240726027282
SPT(16)	1670317601766163303	0 66 70 118 130 238 246 286 288 328 336 444 456 504 508 574	-154269617308
SPT(16)	1670318198411209349	0 18 48 90 120 170 182 204 308 330 342 392 422 464 494 512	442375428738
STPT(10)	1670318435547786371	0 2 6 8 48 50 90 92 96 98	679512005760
SPT(16)	1670318484467630617	0 16 34 54 60 90 112 130 156 174 196 226 232 252 270 286	728431850006
SPT(16)	1670319517145411059	0 4 48 82 90 114 184 204 208 228 298 322 330 364 408 412	1761109630448
SPT(16)	1670319612291300541	0 42 70 102 112 120 160 162 280 282 322 330 340 372 400 442	1856255519930