Prime p₀= 358724344181929541 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 2 4 2 40 12 12 44 12 12 40 2 4 2 (?)
a_n: 0 2 6 8 48 60 72 116 128 140 180 182 186 188
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: 188
Found by: RFGuy_KCCO
db: batch=70, k=14, 2 4 2 40 12 12 44

TPT(12)	358724223430476191	0 2 30 32 96 98 156 158 168 170 246 248	-120751453350
SPT(14)	358724232026060711	0 12 18 20 30 32 38 90 96 98 108 110 116 128	-112155868830
SPT(16)	358724255529707659	0 22 42 54 72 120 124 154 168 198 202 250 268 280 300 322	-88652221882
SPT(14)	358724261363745379	0 60 70 72 90 148 172 198 222 280 298 300 310 370	-82818184162
SPT(14)	358724264623304249	0 8 24 48 54 92 98 174 180 218 224 248 264 272	-79558625292
SPT(14)	358724308590058487	0 44 60 116 126 140 164 192 216 230 240 296 312 356	-35591871054
SPT(14)	358724361522400001	0 6 32 36 42 72 98 120 146 176 182 186 212 218	17340470460
SPT(14)	358724380494755159	0 30 62 68 98 210 278 294 362 474 504 510 542 572	36312825618
SPT(14)	358724394717154447	0 16 36 42 66 72 90 172 190 196 220 226 246 262	50535224906
SPT(14)	358724414857344191	0 42 108 120 126 132 210 258 336 342 348 360 426 468	70675414650
SPT(14)	358724437165907287	0 4 12 30 40 70 90 166 186 216 226 244 252 256	92983977746