Prime p₀= 1280447887521100127 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 32 24 6 34 6 8 52 32 52 8 6 34 6 24 32 (?)
a_n: 0 32 56 62 96 102 110 162 194 246 254 260 294 300 324 356
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: 356
Found by: BlackGoose05
db: batch=77, k=16, 32 24 6 34 6 8 52 32

SPT(16)	1280446745126443757	0 62 104 114 126 150 156 192 224 260 266 290 302 312 354 416	-1142394656370
SPT(16)	1280446979726156917	0 54 64 120 132 142 166 202 324 360 384 394 406 462 472 526	-907794943210
SPT(16)	1280447065548637081	0 6 42 78 90 106 112 120 328 336 342 358 370 406 442 448	-821972463046
SPT(16)	1280447107862097401	0 2 50 56 230 260 266 272 276 282 288 318 492 498 546 548	-779659002726
SPT(16)	1280447585566097831	0 38 50 68 78 98 110 192 308 390 402 422 432 450 462 500	-301955002296
SPT(16)	1280447652183042443	0 38 44 60 66 90 104 114 260 270 284 308 314 330 336 374	-235338057684
STPT(10)	1280448090258448157	0 2 54 56 72 74 90 92 144 146	202737348030
SPT(16)	1280448631151650027	0 6 12 34 40 64 82 84 112 114 132 156 162 184 190 196	743630549900
SPT(16)	1280449357967889229	0 24 40 70 154 178 208 234 238 264 294 318 402 432 448 472	1470446789102
STPT(10)	1280449511989261049	0 2 42 44 60 62 78 80 120 122	1624468160922
SPT(16)	1280450033833494749	0 8 68 98 102 108 110 122 240 252 254 260 264 294 354 362	2146312394622