Prime p₀= 121016524145042789 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 2 30 18 18 4 26 34 26 4 18 18 30 2 (?)
a_n: 0 2 32 50 68 72 98 132 158 162 180 198 228 230
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: 230
Found by: amazing
db: batch=67, k=14, 2 30 18 18 4 26 34

SPT(14)	121016427947597123	0 60 74 104 116 126 138 266 278 288 300 330 344 404	-96197445666
SPT(14)	121016443433850389	0 8 20 32 54 62 74 78 90 98 120 132 144 152	-80711192400
SPT(14)	121016476004715169	0 30 48 60 72 82 88 114 120 130 142 154 172 202	-48140327620
SPT(14)	121016502311307101	0 42 80 90 102 132 146 162 176 206 218 228 266 308	-21833735688
SPT(14)	121016502623998279	0 30 58 64 72 78 100 132 154 160 168 174 202 232	-21521044510
SPT(14)	121016520618673579	0 60 84 130 148 172 198 214 240 264 282 328 352 412	-3526369210
SPT(14)	121016531611610419	0 10 88 100 154 168 184 234 250 264 318 330 408 418	7466567630
SPT(14)	121016539175778287	0 2 30 60 104 114 144 152 182 192 236 266 294 296	15030735498
SPT(14)	121016555239263031	0 28 76 78 88 106 108 130 132 150 160 162 210 238	31094220242
SPT(14)	121016560652815921	0 30 58 70 100 108 136 150 178 186 216 228 256 286	36507773132
TPT(12)	121016585677023371	0 2 60 62 108 110 150 152 186 188 228 230	61531980582