Prime p₀= 598612441740935507 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 26 6 4 74 24 6 16 6 24 74 4 6 26 (?)
a_n: 0 26 32 36 110 134 140 156 162 186 260 264 270 296
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: 296
Found by: rebel9
db: batch=71, k=14, 26 6 4 74 24 6 16

SPT(14)	598612395730494997	0 40 60 76 102 126 150 232 256 280 306 322 342 382	-46010440510
SPT(14)	598612405493965987	0 22 34 64 82 90 106 150 166 174 192 222 234 256	-36246969520
SPT(14)	598612409935355303	0 14 20 24 134 164 168 230 234 264 374 378 384 398	-31805580204
SPT(14)	598612412608210691	0 48 60 62 78 126 150 218 242 290 306 308 320 368	-29132724816
SPT(14)	598612422706722371	0 6 26 48 56 68 80 156 168 180 188 210 230 236	-19034213136
SPT(14)	598612441646402003	0 8 14 20 38 98 144 164 210 270 288 294 300 308	-94533504
TPT(12)	598612457642013539	0 2 138 140 180 182 240 242 462 464 468 470	15901078032
SPT(16)	598612459259957851	0 42 100 102 156 168 172 190 198 216 220 232 286 288 346 388	17519022344
SPT(14)	598612465637253241	0 72 126 136 166 196 238 240 282 312 342 352 406 478	23896317734
SPT(14)	598612467216539803	0 40 60 76 88 124 150 154 180 216 228 244 264 304	25475604296
SPT(14)	598612478050426313	0 26 48 50 56 68 90 104 126 138 144 146 168 194	36309490806