Prime p₀= 452059888014672127 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 12 4 90 8 76 6 66 2 12 34 12 2 66 6 76 8 90 4 12 (?)
a_n: 0 12 16 106 114 190 196 262 264 276 310 322 324 390 396 472 480 570 574 586
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: 586
derived by truncating larger tuple
Found by: sellyme
db: batch=70, k=20, 12 4 90 8 76 6 66 2 12 34

SPT(14)	452059749145955963	0 18 50 56 108 110 126 260 276 278 330 336 368 386	-138868716164
SPT(14)	452059749870874667	0 20 74 84 176 236 264 392 420 480 572 582 636 656	-138143797460
SPT(14)	452059752697012363	0 18 60 66 106 154 166 168 180 228 268 274 316 334	-135317659764
SPT(14)	452059755872305181	0 6 30 126 170 216 240 326 350 396 440 536 560 566	-132142366946
TPT(12)	452059866625074647	0 2 90 92 120 122 132 134 144 146 162 164	-21389597480
SPT(22)	452059888014672121	0 6 18 22 112 120 196 202 268 270 282 316 328 330 396 402 478 486 576 580 592 598	-6
TPT(12)	452059898415925661	0 2 30 32 36 38 96 98 120 122 156 158	10401253534
SPT(14)	452059907463311957	0 12 42 50 122 134 162 182 210 222 294 302 332 344	19448639830
SPT(14)	452059930145359387	0 34 70 76 82 90 102 154 166 174 180 186 222 256	42130687260
SPT(16)	452059931861532811	0 22 76 78 136 166 208 216 322 330 372 402 460 462 516 538	43846860684
SPT(14)	452059967631937597	0 4 64 66 72 130 142 204 216 274 280 282 342 346	79617265470
SPT(14)	452059988971325849	0 2 20 72 90 102 114 230 242 254 272 324 342 344	100956653722