Prime p₀= 1267585029936668501 starts a Tuple of 14 consecutive primes, which form 7 twin primes (TPT).
d_n: 0 2 46 2 70 2 4 2 40 2 76 2 10 2 (?)
a_n: 0 2 48 50 120 122 126 128 168 170 246 248 258 260
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: Rhodan71
db: batch=77, k=14, 46 70 4 40 76 10

SPT(16)	1267583470302798833	0 20 44 48 60 84 86 164 210 288 290 314 326 330 354 374	-1559633869668
STPT(10)	1267583483904183947	0 2 54 56 72 74 90 92 144 146	-1546032484554
SPT(16)	1267584243416182723	0 28 64 70 76 118 126 180 274 328 336 378 384 390 426 454	-786520485778
SPT(16)	1267584463868962231	0 10 58 90 108 130 132 172 348 388 390 412 430 462 510 520	-566067706270
STPT(10)	1267584833603848607	0 2 12 14 42 44 72 74 84 86	-196332819894
SPT(16)	1267584868851005351	0 48 50 62 78 92 96 140 168 212 216 230 246 258 260 308	-161085663150
SPT(16)	1267585049431199747	0 50 56 110 114 150 164 180 290 306 320 356 360 414 420 470	19494531246
SPT(16)	1267585071736311337	0 10 36 70 100 106 132 184 252 304 330 336 366 400 426 436	41799642836
TPT(14)	1267585275585894467	0 2 24 26 72 74 234 236 360 362 432 434 450 452	245649225966
SPT(16)	1267585908094718749	0 34 120 130 132 202 262 274 318 330 390 460 462 472 558 592	878158050248
SPT(16)	1267586217503980103	0 8 60 158 176 228 240 248 288 296 308 360 378 476 528 536	1187567311602