Prime p₀= 7438438373588447 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 26 16 2 52 6 20 22 20 6 52 2 16 26 (?)
a_n: 0 26 42 44 96 102 122 144 164 170 222 224 240 266
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: 266
Found by: Jeff17
db: batch=62, k=14, 26 16 2 52 6 20 22

SPT(14)	7438400843058239	0 8 18 32 42 62 84 98 120 140 150 164 174 182	-37530530208
SPT(14)	7438403231617067	0 6 12 20 42 72 180 206 314 344 366 374 380 386	-35141971380
SPT(14)	7438406308155877	0 10 36 60 64 84 90 106 112 132 136 160 186 196	-32065432570
SPT(14)	7438410047842541	0 6 8 32 50 56 66 92 102 108 126 150 152 158	-28325745906
SPT(14)	7438422635192519	0 18 38 54 62 104 120 122 138 180 188 204 224 242	-15738395928
SPT(14)	7438423474376701	0 10 42 76 78 112 120 148 156 190 192 226 258 268	-14899211746
SPT(14)	7438450484277721	0 6 42 46 60 76 82 90 96 112 126 130 166 172	12110689274
SPT(14)	7438464365258723	0 20 30 38 54 80 96 98 114 140 156 164 174 194	25991670276
SPT(14)	7438465100067413	0 14 18 20 54 60 74 90 104 110 144 146 150 164	26726478966
SPT(14)	7438465433144617	0 40 72 82 154 204 214 222 232 282 354 364 396 436	27059556170
TPT(12)	7438470871301669	0 2 132 134 180 182 192 194 288 290 300 302	32497713222