Prime p₀= 103310062236524597 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 18 14 24 4 2 64 2 4 24 14 18 24 (?)
a_n: 0 24 42 56 80 84 86 150 152 156 180 194 212 236
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, 24 18 14 24 4 2 64

SPT(14)	103310026788256339	0 90 108 132 142 174 178 234 238 270 280 304 322 412	-35448268258
SPT(14)	103310030084407087	0 6 34 40 42 76 96 100 120 154 156 162 190 196	-32152117510
SPT(14)	103310038000242347	0 2 14 24 42 50 96 110 156 164 182 192 204 206	-24236282250
SPT(14)	103310054963823787	0 16 22 34 100 106 112 114 120 126 192 204 210 226	-7272700810
SPT(16)	103310056083550321	0 10 42 48 106 118 120 132 166 178 180 192 250 256 288 298	-6152974276
SPT(14)	103310060448895999	0 4 18 28 30 54 114 124 184 208 210 220 234 238	-1787628598
SPT(14)	103310066860372079	0 8 12 32 92 138 180 182 224 270 330 350 354 362	4623847482
SPT(14)	103310070441243173	0 18 44 50 54 68 120 134 186 200 204 210 236 254	8204718576
SPT(14)	103310090738341051	0 12 52 70 78 82 88 102 108 112 120 138 178 190	28501816454
TPT(12)	103310109103640531	0 2 30 32 66 68 96 98 120 122 210 212	46867115934
SPT(16)	103310114299739813	0 8 60 74 90 114 116 144 200 228 230 254 270 284 336 344	52063215216