Prime p₀= 127611532962980347 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 4 32 18 12 36 4 14 52 14 4 14 52 14 4 36 12 18 32 4 (?)
a_n: 0 4 36 54 66 102 106 120 172 186 190 204 256 270 274 310 322 340 372 376
All 20 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 376
derived by truncating larger tuple
Found by: L@MiR
db: batch=67, k=20, 4 32 18 12 36 4 14 52 14 4

SPT(14)	127611442271384497	0 4 24 60 100 112 136 150 174 186 226 262 282 286	-90691595850
SPT(14)	127611444238697359	0 22 24 30 42 52 64 120 132 142 154 160 162 184	-88724282988
STPT(10)	127611460237360667	0 2 12 14 42 44 72 74 84 86	-72725619680
TPT(12)	127611497691435827	0 2 42 44 54 56 84 86 102 104 144 146	-35271544520
SPT(14)	127611525149699011	0 10 42 106 120 186 192 226 232 298 312 376 408 418	-7813281336
SPT(22)	127611532962980321	0 26 30 62 80 92 128 132 146 198 212 216 230 282 296 300 336 348 366 398 402 428	-26
SPT(14)	127611567401259553	0 76 100 124 156 174 184 276 286 304 336 360 384 460	34438279206
SPT(14)	127611574804264609	0 18 42 60 78 88 112 120 144 154 172 190 214 232	41841284262
SPT(14)	127611577172746967	0 84 126 132 144 150 156 210 216 222 234 240 282 366	44209766620
SPT(14)	127611593454986471	0 8 18 26 42 48 56 102 110 116 132 140 150 158	60492006124
SPT(14)	127611604060497077	0 2 30 54 80 110 114 122 126 156 182 206 234 236	71097516730
SPT(14)	127611629739711629	0 2 24 54 78 102 114 248 260 284 308 338 360 362	96776731282