Prime p₀= 1759195810646816959 starts a Symmetric tuple of 22 consecutive primes (SPT).
d_n: 0 4 36 90 54 6 18 14 30 18 30 22 30 18 30 14 18 6 54 90 36 4 (?)
a_n: 0 4 40 130 184 190 208 222 252 270 300 322 352 370 400 414 432 438 492 582 618 622
All 22 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 622
derived by truncating larger tuple
Found by: schoussi
db: batch=79, k=22, 4 36 90 54 6 18 14 30 18 30 22

SPT(18)	1759194283107507313	0 30 34 58 64 84 88 216 226 228 238 366 370 390 396 420 424 454	-1527539309646
STPT(10)	1759194354356607977	0 2 30 32 42 44 54 56 84 86	-1456290208982
TPT(14)	1759195376989710311	0 2 66 68 78 80 108 110 120 122 156 158 198 200	-433657106648
STPT(10)	1759195481111493281	0 2 36 38 108 110 180 182 216 218	-329535323678
SPT(16)	1759195678669507219	0 64 84 94 100 138 142 234 238 330 334 372 378 388 408 472	-131977309740
SPT(24)	1759195810646816939	0 20 24 60 150 204 210 228 242 272 290 320 342 372 390 420 434 452 458 512 602 638 642 662	-20
SPT(16)	1759195891842195797	0 30 72 84 132 146 156 176 180 200 210 224 272 284 326 356	81195378838
SPT(16)	1759195951385290643	0 38 56 66 114 140 164 194 210 240 264 290 338 348 366 404	140738473684
SPT(16)	1759195995583758709	0 42 48 102 108 130 160 180 202 222 252 274 280 334 340 382	184936941750
SPT(16)	1759196054541652241	0 30 32 48 50 78 86 92 126 132 140 168 170 186 188 218	243894835282
SPT(16)	1759196517169878431	0 2 30 42 56 68 152 162 176 186 270 282 296 308 336 338	706523061472
TPT(16)	1759196664674207501	0 2 96 98 138 140 150 152 198 200 246 248 276 278 306 308	854027390542