Prime p₀= 1952394301378479527 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 24 26 12 4 18 20 18 22 18 20 18 4 12 26 24 (?)
a_n: 0 24 50 62 66 84 104 122 144 162 182 200 204 216 242 266
All 16 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 266
Found by: conf [MM]
db: batch=80, k=16, 24 26 12 4 18 20 18 22

TPT(14)	1952392714050461027	0 2 42 44 144 146 270 272 330 332 384 386 462 464	-1587328018500
SPT(16)	1952393600603440867	0 10 22 46 82 90 96 126 130 160 166 174 210 234 246 256	-700775038660
SPT(16)	1952393669253263267	0 12 30 56 72 96 146 176 210 240 290 314 330 356 374 386	-632125216260
SPT(16)	1952393674306237733	0 20 48 68 86 96 104 110 114 120 128 138 156 176 204 224	-627072241794
TPT(14)	1952393737066132847	0 2 12 14 42 44 90 92 240 242 312 314 342 344	-564312346680
SPT(16)	1952394262859986681	0 10 60 88 162 186 196 238 270 312 322 346 420 448 498 508	-38518492846
SPT(16)	1952394460715381863	0 4 24 36 70 90 148 190 234 276 334 354 388 400 420 424	159336902336
SPT(16)	1952394489909833891	0 6 38 108 188 210 246 258 260 272 308 330 410 480 512 518	188531354364
SPT(16)	1952394718750407187	0 54 70 72 90 112 130 132 154 156 174 196 214 216 232 286	417371927660
TPT(14)	1952394775466166371	0 2 60 62 96 98 138 140 216 218 228 230 270 272	474087686844
STPT(10)	1952395201869797687	0 2 30 32 60 62 90 92 120 122	900491318160