Prime p₀= 492720459594614809 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 22 26 30 54 16 24 30 30 18 92 18 30 30 24 16 54 30 26 22 (?)
a_n: 0 22 48 78 132 148 172 202 232 250 342 360 390 420 444 460 514 544 570 592
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: 592
derived by truncating larger tuple
Found by: vinn@[CNT]
db: batch=70, k=20, 22 26 30 54 16 24 30 30 18 92

TPT(12)	492720381270639437	0 2 24 26 54 56 114 116 180 182 234 236	-78323975372
SPT(14)	492720415130162293	0 18 34 60 100 106 118 126 138 144 184 210 226 244	-44464452516
TPT(12)	492720446224975559	0 2 42 44 108 110 138 140 162 164 180 182	-13369639250
TPT(12)	492720451376243339	0 2 60 62 132 134 138 140 198 200 210 212	-8218371470
SPT(14)	492720452008131031	0 6 10 28 40 60 66 280 286 306 318 336 340 346	-7586483778
SPT(24)	492720459594614777	0 30 32 54 80 110 164 180 204 234 264 282 374 392 422 452 476 492 546 576 602 624 626 656	-32
SPT(14)	492720468364745833	0 10 46 60 94 120 210 214 304 330 364 378 414 424	8770131024
SPT(14)	492720486055524557	0 24 42 62 110 152 162 194 204 246 294 314 332 356	26460909748
TPT(12)	492720491557764497	0 2 54 56 84 86 102 104 210 212 234 236	31963149688
TPT(12)	492720494285563097	0 2 24 26 54 56 114 116 222 224 240 242	34690948288
SPT(14)	492720502174782043	0 10 54 94 96 126 130 144 148 178 180 220 264 274	42580167234
SPT(14)	492720509792612869	0 22 40 42 54 84 94 108 118 148 160 162 180 202	50197998060