Prime p₀= 11281468945661723 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 12 18 24 6 42 22 42 6 24 18 12 14 (?)
a_n: 0 14 26 44 68 74 116 138 180 186 210 228 240 254
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: 254
Found by: [B@P] Daniel
db: batch=62, k=14, 14 12 18 24 6 42 22

SPT(14)	11281374178770149	0 18 24 48 62 80 102 110 132 150 164 188 194 212	-94766891574
SPT(14)	11281379145779683	0 30 58 100 106 108 124 180 196 198 204 246 274 304	-89799882040
SPT(14)	11281417887914441	0 38 42 68 78 128 152 168 192 242 252 278 282 320	-51057747282
SPT(14)	11281436977224277	0 6 30 52 70 90 112 114 136 156 174 196 220 226	-31968437446
SPT(18)	11281447187120521	0 22 42 66 76 78 90 102 136 162 196 208 220 222 232 256 276 298	-21758541202
SPT(14)	11281458369654427	0 30 36 42 54 76 96 100 120 142 154 160 166 196	-10576007296
TPT(12)	11281487240853647	0 2 24 26 30 32 42 44 54 56 102 104	18295191924
SPT(14)	11281489469066417	0 32 44 60 66 102 110 156 164 200 206 222 234 266	20523404694
SPT(14)	11281504065678361	0 72 88 100 118 142 160 168 186 210 228 240 256 328	35120016638
SPT(14)	11281504740153353	0 6 26 38 96 98 146 150 198 200 258 270 290 296	35794491630
SPT(14)	11281509757638823	0 6 10 30 76 136 150 160 174 234 280 300 304 310	40811977100