Prime p₀= 1339720397264909711 starts a Symmetric tuple of 10 consecutive primes, which form 5 twin primes (STPT).
d_n: 0 2 4 2 10 2 10 2 4 2 (?)
a_n: 0 2 6 8 18 20 30 32 36 38
All 10 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 38
Found by: LCB001
db: batch=77, k=10, 2 4 2 10 2

SPT(16)	1339718969859260707	0 12 120 126 162 166 220 222 274 276 330 334 370 376 484 496	-1427405649004
SPT(16)	1339719412027237183	0 10 24 34 46 76 144 166 174 196 264 294 306 316 330 340	-985237672528
STPT(10)	1339719543608760407	0 2 30 32 60 62 90 92 120 122	-853656149304
STPT(10)	1339720014709195751	0 2 30 32 78 80 126 128 156 158	-382555713960
SPT(16)	1339720253515932091	0 6 30 48 138 150 160 178 198 216 226 238 328 346 370 376	-143748977620
SPT(16)	1339720366540457089	0 34 40 60 70 88 174 234 244 304 390 408 418 438 444 478	-30724452622
TPT(14)	1339720604302052561	0 2 30 32 66 68 180 182 240 242 288 290 450 452	207037142850
SPT(16)	1339720773631105553	0 6 18 20 24 78 84 108 116 140 146 200 204 206 218 224	376366195842
SPT(16)	1339721228746114073	0 26 48 90 96 104 186 216 278 308 390 398 404 446 468 494	831481204362
STPT(10)	1339721535266795669	0 2 18 20 30 32 42 44 60 62	1138001885958
STPT(12)	1339721640944686757	0 2 30 32 42 44 90 92 102 104 132 134	1243679777046