Prime p₀= 119535041051988923 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 74 4 18 18 2 10 2 10 2 18 18 4 74 (?)
a_n: 0 74 78 96 114 116 126 128 138 140 158 176 180 254
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: 254
Found by: zelandonii
db: batch=67, k=14, 74 4 18 18 2 10 2

SPT(14)	119534978526232421	0 20 38 66 102 110 116 132 138 146 182 210 228 248	-62525756502
SPT(14)	119535013361719759	0 48 72 94 108 118 172 180 234 244 258 280 304 352	-27690269164
SPT(14)	119535019919628293	0 8 14 38 50 60 66 128 134 144 156 180 186 194	-21132360630
TPT(12)	119535031438355009	0 2 12 14 42 44 78 80 138 140 162 164	-9613633914
SPT(14)	119535034602445201	0 18 28 70 76 120 186 232 298 342 348 390 400 418	-6449543722
SPT(14)	119535035919856849	0 12 28 42 84 88 90 172 174 178 220 234 250 262	-5132132074
SPT(14)	119535054377400901	0 18 66 88 136 150 166 192 208 222 270 292 340 358	13325411978
SPT(14)	119535054476263693	0 60 70 78 114 120 190 234 304 310 346 354 364 424	13424274770
SPT(14)	119535054757993949	0 2 32 44 74 78 84 188 194 198 228 240 270 272	13706005026
SPT(14)	119535058843835671	0 18 58 72 88 102 142 156 196 210 226 240 280 298	17791846748
SPT(14)	119535070228329913	0 24 34 40 66 70 84 106 120 124 150 156 166 190	29176340990