Prime p₀= 1961181371704254239 starts a Tuple of 14 consecutive primes, which form 7 twin primes (TPT).
d_n: 0 2 10 2 58 2 214 2 40 2 46 2 10 2 (?)
a_n: 0 2 12 14 72 74 288 290 330 332 378 380 390 392
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: 392
Found by: [AF>Le_Pommier] Jerome_C2005
db: batch=80, k=14, 10 58 214 40 46 10

STPT(10)	1961180500690434209	0 2 18 20 30 32 42 44 60 62	-871013820030
SPT(16)	1961180794986133477	0 60 84 126 154 172 204 210 256 262 294 312 340 382 406 466	-576718120762
SPT(16)	1961180918568035467	0 6 24 64 66 94 106 112 114 120 132 160 162 202 220 226	-453136218772
SPT(16)	1961180980064950727	0 6 12 32 54 56 66 90 116 140 150 152 174 194 200 206	-391639303512
SPT(16)	1961181041048733149	0 72 92 132 174 204 258 314 318 374 428 458 500 540 560 632	-330655521090
SPT(16)	1961181338497206689	0 78 114 128 132 152 162 188 204 230 240 260 264 278 314 392	-33207047550
SPT(16)	1961181856155674501	0 18 20 42 72 110 128 138 230 240 258 296 326 348 350 368	484451420262
SPT(16)	1961181943066918009	0 42 54 60 84 138 184 202 210 228 274 328 352 358 370 412	571362663770
SPT(16)	1961181978331786559	0 30 62 90 98 108 128 150 230 252 272 282 290 318 350 380	606627532320
SPT(18)	1961182201977252083	0 8 48 74 78 114 120 168 198 200 230 278 284 320 324 350 390 398	830272997844
SPT(16)	1961183060655885653	0 30 68 96 98 126 168 186 278 296 338 366 368 396 434 464	1688951631414