Prime p₀= 555095324199372199 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 28 12 98 12 12 30 18 34 14 76 14 34 18 30 12 12 98 12 28 (?)
a_n: 0 28 40 138 150 162 192 210 244 258 334 348 382 400 430 442 454 552 564 592
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: LCB001
db: batch=57, k=20, 28 12 98 12 12 30 18 34 14 76

SPT(14)	555095305167368851	0 12 30 88 130 132 156 172 196 198 240 298 316 328	-19032003348
SPT(16)	555095308693588591	0 36 40 60 76 82 102 106 192 196 216 222 238 258 262 298	-15505783608
SPT(14)	555095317569336571	0 10 46 102 108 166 186 202 222 280 286 342 378 388	-6630035628
SPT(14)	555095317949555771	0 6 12 20 42 50 68 120 138 146 168 176 182 188	-6249816428
SPT(14)	555095321322498179	0 42 48 122 132 152 210 212 270 290 300 374 380 422	-2876874020
SPT(22)	555095324199372193	0 6 34 46 144 156 168 198 216 250 264 340 354 388 406 436 448 460 558 570 598 604	-6
SPT(14)	555095335688388349	0 18 54 60 64 84 144 208 268 288 292 298 334 352	11489016150
SPT(14)	555095338594205069	0 38 108 110 140 168 182 258 272 300 330 332 402 440	14394832870
TPT(12)	555095339182241909	0 2 30 32 42 44 72 74 102 104 120 122	14982869710
TPT(12)	555095354140792007	0 2 30 32 54 56 132 134 180 182 252 254	29941419808
TPT(12)	555095374118582747	0 2 60 62 102 104 114 116 204 206 282 284	49919210548
SPT(14)	555095377033526939	0 30 60 98 108 168 290 372 494 554 564 602 632 662	52834154740