Prime p₀= 484121905469632747 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 16 8 22 12 2 4 2 12 22 8 16 6 (?)
a_n: 0 6 22 30 52 64 66 70 72 84 106 114 130 136
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: 136
Found by: LCB001
db: batch=70, k=14, 6 16 8 22 12 2 4

SPT(14)	484121822041456153	0 46 60 114 126 136 148 156 168 178 190 244 258 304	-83428176594
SPT(14)	484121822183570633	0 66 80 104 194 206 216 314 324 336 426 450 464 530	-83286062114
SPT(14)	484121860896406219	0 34 78 88 112 114 174 238 298 300 324 334 378 412	-44573226528
SPT(14)	484121880397767377	0 2 44 72 86 90 96 140 146 150 164 192 234 236	-25071865370
SPT(14)	484121882790543919	0 12 22 42 48 52 78 94 120 124 130 150 160 172	-22679088828
SPT(14)	484121895247909927	0 4 114 120 144 162 180 214 232 250 274 280 390 394	-10221722820
SPT(14)	484121917815228773	0 78 80 90 108 138 164 234 260 290 308 318 320 398	12345596026
TPT(12)	484121934106950779	0 2 12 14 90 92 162 164 168 170 180 182	28637318032
SPT(14)	484121947030315507	0 34 60 82 154 172 246 250 324 342 414 436 462 496	41560682760
SPT(14)	484121951217615329	0 2 14 42 48 54 68 84 98 104 110 138 150 152	45747982582
SPT(14)	484121952208733591	0 12 26 60 68 168 198 200 230 330 338 372 386 398	46739100844