Prime p₀= 119535719627258819 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 42 42 24 2 100 24 74 24 100 2 24 42 42 (?)
a_n: 0 42 84 108 110 210 234 308 332 432 434 458 500 542
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: 542
Found by: zelandonii
db: batch=67, k=14, 42 42 24 2 100 24 74

SPT(14)	119535687885257069	0 32 48 60 62 84 104 138 158 180 182 194 210 242	-31742001750
SPT(14)	119535688824218383	0 6 10 36 96 126 138 148 160 190 250 276 280 286	-30803040436
SPT(14)	119535695357282249	0 42 50 90 92 132 152 162 182 222 224 264 272 314	-24269976570
SPT(14)	119535703144542647	0 2 6 26 32 36 62 84 110 114 120 140 144 146	-16482716172
SPT(14)	119535705269175631	0 28 66 72 88 120 126 172 178 210 226 232 270 298	-14358083188
SPT(14)	119535718237428839	0 24 38 80 90 104 164 198 258 272 282 324 338 362	-1389829980
SPT(14)	119535756547481581	0 6 60 82 90 112 132 136 156 178 186 208 262 268	36920222762
SPT(14)	119535772547608877	0 14 50 54 66 74 80 96 102 110 122 126 162 176	52920350058
SPT(14)	119535783168720749	0 20 24 48 80 90 150 158 218 228 260 284 288 308	63541461930
SPT(14)	119535797742644851	0 10 40 46 58 66 102 106 142 150 162 168 198 208	78115386032
SPT(14)	119535802656608201	0 26 36 42 56 66 78 110 122 132 146 152 162 188	83029349382