Prime p₀= 527645780445437987 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 26 6 10 8 52 8 16 8 52 8 10 6 26 (?)
a_n: 0 26 32 42 50 102 110 126 134 186 194 204 210 236
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: =Lupus=
db: batch=71, k=14, 26 6 10 8 52 8 16

SPT(16)	527645701633117481	0 8 18 36 56 98 126 156 182 212 240 282 302 320 330 338	-78812320506
SPT(14)	527645704522412051	0 36 56 78 80 90 102 146 158 168 170 192 212 248	-75923025936
SPT(14)	527645707792744477	0 16 24 40 54 72 82 144 154 172 186 202 210 226	-72652693510
SPT(14)	527645754953612917	0 30 42 66 72 94 96 100 102 124 130 154 166 196	-25491825070
SPT(14)	527645766801217237	0 24 42 94 150 160 180 244 264 274 330 382 400 424	-13644220750
SPT(14)	527645771471123803	0 10 40 94 106 190 196 234 240 324 336 390 420 430	-8974314184
SPT(14)	527645788816933799	0 12 18 74 90 108 122 210 224 242 258 314 320 332	8371495812
TPT(12)	527645809771588601	0 2 36 38 120 122 156 158 186 188 216 218	29326150614
SPT(14)	527645820572509519	0 12 30 72 82 118 132 160 174 210 220 262 280 292	40127071532
SPT(14)	527645827665109297	0 6 42 70 82 102 130 156 184 204 216 244 280 286	47219671310
SPT(14)	527645828724212573	0 26 90 96 104 114 138 146 170 180 188 194 258 284	48278774586