Prime p₀= 479511942666389293 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 42 10 32 10 8 10 8 10 32 10 42 6 (?)
a_n: 0 6 48 58 90 100 108 118 126 136 168 178 220 226
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: 226
Found by: RFGuy_KCCO
db: batch=70, k=14, 6 42 10 32 10 8 10

SPT(14)	479511893417280587	0 12 56 62 110 146 152 204 210 246 294 300 344 356	-49249108706
SPT(16)	479511910268596789	0 28 42 52 70 82 84 94 138 148 150 162 180 190 204 232	-32397792504
SPT(14)	479511929707824649	0 4 12 30 52 54 70 84 100 102 124 142 150 154	-12958564644
SPT(14)	479511931588985429	0 2 32 50 68 72 78 134 140 144 162 180 210 212	-11077403864
SPT(14)	479511932426425589	0 78 104 110 132 138 158 294 314 320 342 348 374 452	-10239963704
SPT(14)	479511935574367261	0 12 40 48 60 82 88 180 186 208 220 228 256 268	-7092022032
SPT(14)	479511956906531707	0 46 64 112 120 124 142 144 162 166 174 222 240 286	14240142414
SPT(14)	479511965285516459	0 20 38 74 90 104 132 200 228 242 258 294 312 332	22619127166
TPT(12)	479511978217123589	0 2 48 50 90 92 138 140 150 152 210 212	35550734296
SPT(14)	479511991384772461	0 42 52 78 90 118 148 162 192 220 232 258 268 310	48718383168
SPT(14)	479511991709150149	0 40 78 100 114 138 142 150 154 178 192 214 252 292	49042760856