Prime p₀= 83014204928039093 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 90 24 6 26 30 34 14 52 14 4 14 52 14 34 30 26 6 24 90 (?)
a_n: 0 90 114 120 146 176 210 224 276 290 294 308 360 374 408 438 464 470 494 584
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: 584
derived by truncating larger tuple
Found by: Modefreak
db: batch=67, k=20, 90 24 6 26 30 34 14 52 14 4

SPT(14)	83014169329725973	0 10 36 84 94 124 126 148 150 180 190 238 264 274	-35598313120
SPT(14)	83014187810534737	0 12 42 66 84 106 120 196 210 232 250 274 304 316	-17117504356
TPT(12)	83014187896765271	0 2 168 170 198 200 210 212 240 242 306 308	-17031273822
SPT(14)	83014188132840619	0 28 54 58 70 78 84 154 160 168 180 184 210 238	-16795198474
SPT(14)	83014189663591559	0 14 50 62 98 102 128 174 200 204 240 252 288 302	-15264447534
SPT(22)	83014204928039081	0 12 102 126 132 158 188 222 236 288 302 306 320 372 386 420 450 476 482 506 596 608	-12
SPT(14)	83014207935599519	0 8 12 20 38 60 108 134 182 204 222 230 234 242	3007560426
SPT(14)	83014208094425467	0 52 60 70 142 202 214 222 234 294 366 376 384 436	3166386374
TPT(12)	83014212142740497	0 2 54 56 84 86 132 134 150 152 264 266	7214701404
TPT(12)	83014216286546099	0 2 18 20 42 44 60 62 78 80 90 92	11358507006
SPT(14)	83014218142312291	0 6 28 48 102 106 136 252 282 286 340 360 382 388	13214273198
SPT(14)	83014219828101829	0 10 114 138 168 192 204 268 280 304 334 358 462 472	14900062736