Prime p₀= 109514131147398869 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 28 8 60 22 20 10 20 22 60 8 28 14 (?)
a_n: 0 14 42 50 110 132 152 162 182 204 264 272 300 314
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: 314
Found by: LCB001
db: batch=67, k=14, 14 28 8 60 22 20 10

SPT(14)	109514064084604331	0 18 32 60 102 110 122 126 138 146 188 216 230 248	-67062794538
SPT(14)	109514073902845987	0 36 60 82 156 162 172 240 250 256 330 352 376 412	-57244552882
SPT(14)	109514093412044983	0 18 36 90 96 198 208 246 256 358 364 418 436 454	-37735353886
SPT(14)	109514106411589487	0 24 54 56 62 110 114 122 126 174 180 182 212 236	-24735809382
SPT(14)	109514116757614649	0 20 42 44 78 98 104 108 114 134 168 170 192 212	-14389784220
SPT(14)	109514129204680237	0 10 46 60 72 100 154 192 246 274 286 300 336 346	-1942718632
SPT(14)	109514134624898699	0 42 80 90 92 122 128 174 180 210 212 222 260 302	3477499830
SPT(14)	109514140268565301	0 12 36 40 52 66 90 112 136 150 162 166 190 202	9121166432
TPT(12)	109514155602644201	0 2 6 8 66 68 78 80 126 128 168 170	24455245332
SPT(14)	109514158338553679	0 42 50 72 78 98 110 162 174 194 200 222 230 272	27191154810
SPT(14)	109514163983877161	0 32 48 56 62 78 90 218 230 246 252 260 276 308	32836478292