Prime p₀= 1984180550730989777 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 24 60 66 2 108 12 100 2 100 12 108 2 66 60 24 (?)
a_n: 0 24 84 150 152 260 272 372 374 474 486 594 596 662 722 746
All 16 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 746
Found by: ChUcK
db: batch=80, k=16, 24 60 66 2 108 12 100 2

SPT(16)	1984179263388588443	0 36 50 90 116 128 140 168 206 234 246 258 284 324 338 374	-1287342401334
SPT(16)	1984179700071094217	0 6 30 54 60 104 174 180 230 236 306 350 356 380 404 410	-850659895560
SPT(16)	1984179798648221023	0 6 10 64 94 136 148 208 276 336 348 390 420 474 478 484	-752082768754
SPT(16)	1984180406425079957	0 14 72 134 156 204 264 276 350 362 422 470 492 554 612 626	-144305909820
SPT(16)	1984180443673181353	0 28 46 48 90 160 178 204 220 246 264 334 376 378 396 424	-107057808424
SPT(16)	1984180523814343573	0 4 54 64 78 108 118 130 168 180 190 220 234 244 294 298	-26916646204
TPT(14)	1984181143085320577	0 2 12 14 54 56 144 146 180 182 264 266 294 296	592354330800
SPT(16)	1984181163238451981	0 108 122 140 150 170 198 222 308 332 360 380 390 408 422 530	612507462204
SPT(16)	1984181167239755951	0 12 38 56 80 96 122 158 210 246 272 288 312 330 356 368	616508766174
SPT(16)	1984181192747439649	0 12 18 82 144 162 204 222 280 298 340 358 420 484 490 502	642016449872
SPT(16)	1984181646471857081	0 96 110 156 176 210 236 240 266 270 296 330 350 396 410 506	1095740867304