Prime p₀= 574042426127332447 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 4 32 10 36 14 10 6 8 54 28 54 8 6 10 14 36 10 32 4 (?)
a_n: 0 4 36 46 82 96 106 112 120 174 202 256 264 270 280 294 330 340 372 376
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: zombie67 [MM]
db: batch=57, k=20, 4 32 10 36 14 10 6 8 54 28

TPT(12)	574042358023801421	0 2 66 68 126 128 150 152 210 212 228 230	-68103531026
TPT(12)	574042385186177351	0 2 36 38 108 110 138 140 276 278 330 332	-40941155096
SPT(14)	574042393339473299	0 30 42 44 114 128 138 194 204 218 288 290 302 332	-32787859148
SPT(14)	574042421047470373	0 10 18 66 96 124 130 174 180 208 238 286 294 304	-5079862074
SPT(14)	574042421707720463	0 14 26 54 158 194 210 224 240 276 380 408 420 434	-4419611984
SPT(22)	574042426127332411	0 36 40 72 82 118 132 142 148 156 210 238 292 300 306 316 330 366 376 408 412 448	-36
SPT(14)	574042480660786757	0 6 26 42 60 72 224 312 464 476 494 510 530 536	54533454310
TPT(12)	574042486906396787	0 2 12 14 114 116 222 224 234 236 240 242	60779064340
SPT(14)	574042487297421199	0 40 70 72 78 84 100 192 208 214 220 222 252 292	61170088752
SPT(14)	574042496036674321	0 16 28 46 82 100 112 186 198 216 252 270 282 298	69909341874
SPT(14)	574042498754932553	0 8 36 48 56 78 86 90 98 120 128 140 168 176	72627600106
SPT(14)	574042498806007981	0 22 36 88 136 148 150 208 210 222 270 322 336 358	72678675534