Prime p₀= 2333434401775202809 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 30 10 2 12 48 48 4 86 4 48 48 12 2 10 30 (?)
a_n: 0 30 40 42 54 102 150 154 240 244 292 340 352 354 364 394
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: 394
Found by: herby44
db: batch=81, k=16, 30 10 2 12 48 48 4 86

STPT(10)	2333433608614399397	0 2 30 32 42 44 54 56 84 86	-793160803412
SPT(16)	2333433672716883469	0 18 54 90 108 130 154 214 258 318 342 364 382 418 454 472	-729058319340
SPT(16)	2333433682093164919	0 52 94 114 132 154 198 232 240 274 318 340 358 378 420 472	-719682037890
SPT(16)	2333433882185468779	0 28 30 34 48 54 70 78 160 168 184 190 204 208 210 238	-519589734030
SPT(16)	2333434159812891353	0 8 18 26 44 66 144 168 236 260 338 360 378 386 396 404	-241962311456
SPT(16)	2333434345532487929	0 18 30 62 98 114 128 132 140 144 158 174 210 242 254 272	-56242714880
SPT(16)	2333434502917888943	0 20 30 104 110 126 128 138 146 156 158 174 180 254 264 284	101142686134
SPT(16)	2333434598723484251	0 32 48 80 116 158 168 182 216 230 240 282 318 350 366 398	196948281442
TPT(14)	2333434634538451511	0 2 198 200 216 218 348 350 366 368 420 422 546 548	232763248702
SPT(16)	2333434887762498691	0 12 40 90 132 156 210 222 226 238 292 316 358 408 436 448	485987295882
TPT(14)	2333434941528400667	0 2 84 86 102 104 144 146 240 242 270 272 312 314	539753197858