Prime p₀= 101343958713533117 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 32 12 10 6 42 8 16 8 42 6 10 12 32 (?)
a_n: 0 32 44 54 60 102 110 126 134 176 182 192 204 236
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: 236
Found by: RFGuy_KCCO
db: batch=67, k=14, 32 12 10 6 42 8 16

SPT(16)	101343897747177467	0 12 72 90 96 126 132 152 174 194 200 230 236 254 314 326	-60966355650
SPT(14)	101343897863802469	0 78 88 108 124 144 148 210 214 234 250 270 280 358	-60849730648
SPT(14)	101343913552714991	0 26 60 90 98 110 116 120 126 138 146 176 210 236	-45160818126
SPT(14)	101343940991861473	0 24 34 64 70 76 94 96 114 120 126 156 166 190	-17721671644
SPT(14)	101343953246234857	0 6 42 82 90 100 120 166 186 196 204 244 280 286	-5467298260
SPT(14)	101343956582900641	0 36 42 106 112 126 136 162 172 186 192 256 262 298	-2130632476
SPT(14)	101343959214183977	0 2 14 20 54 104 114 152 162 212 246 252 264 266	500650860
SPT(14)	101343963708013577	0 12 26 42 50 134 150 176 192 276 284 300 314 326	4994480460
TPT(12)	101343964762813217	0 2 12 14 144 146 240 242 282 284 354 356	6049280100
SPT(14)	101343979132137347	0 6 30 36 72 74 86 90 102 104 140 146 170 176	20418604230
TPT(14)	101344008233561411	0 2 90 92 180 182 258 260 288 290 300 302 378 380	49520028294