Prime p₀= 1337646821793262139 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 8 6 18 6 82 42 6 56 6 42 82 6 18 6 8 (?)
a_n: 0 8 14 32 38 120 162 168 224 230 272 354 360 378 384 392
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: 392
Found by: Theadalus
db: batch=77, k=16, 8 6 18 6 82 42 6 56

SPT(16)	1337645688001391317	0 22 30 72 112 156 190 202 204 216 250 294 334 376 384 406	-1133791870822
SPT(16)	1337645711011910177	0 14 36 54 56 66 80 92 114 126 140 150 152 170 192 206	-1110781351962
SPT(16)	1337645722477597697	0 20 30 42 54 80 90 110 126 146 156 182 194 206 216 236	-1099315664442
SPT(16)	1337645852623886711	0 2 38 50 96 110 122 162 266 306 318 332 378 390 426 428	-969169375428
SPT(16)	1337645888614227853	0 30 66 90 100 136 138 180 196 238 240 276 286 310 346 376	-933179034286
SPT(16)	1337646290359752223	0 30 58 90 120 166 184 196 258 270 288 334 364 396 424 454	-531433509916
TPT(14)	1337646841950605141	0 2 18 20 90 92 96 98 138 140 228 230 306 308	20157343002
SPT(16)	1337646943141935649	0 18 60 114 132 150 174 202 210 238 262 280 298 352 394 412	121348673510
SPT(16)	1337646948768494561	0 18 38 92 98 140 182 192 218 228 270 312 318 372 392 410	126975232422
TPT(14)	1337647047938631821	0 2 30 32 186 188 240 242 306 308 360 362 396 398	226145369682
STPT(10)	1337647251538366397	0 2 30 32 72 74 114 116 144 146	429745104258