Prime p₀= 2700238142899043693 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 18 6 50 10 24 32 36 22 36 32 24 10 50 6 18 (?)
a_n: 0 18 24 74 84 108 140 176 198 234 266 290 300 350 356 374
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: 374
Found by: fzs600
db: batch=82, k=16, 18 6 50 10 24 32 36 22

SPT(16)	2700236487264616609	0 22 52 60 84 88 100 144 238 282 294 298 322 330 360 382	-1655634427084
SPT(16)	2700236800482887429	0 14 18 92 150 168 200 284 288 372 404 422 480 554 558 572	-1342416156264
SPT(16)	2700237215151345869	0 18 24 42 90 104 132 158 174 200 228 242 290 308 314 332	-927747697824
STPT(10)	2700237276074115257	0 2 30 32 42 44 54 56 84 86	-866824928436
SPT(16)	2700237338603257309	0 42 54 72 120 180 204 264 310 370 394 454 502 520 532 574	-804295786384
SPT(16)	2700238031199856781	0 6 12 20 32 56 72 86 156 170 186 210 222 230 236 242	-111699186912
SPT(13)	2700238639131757069	0 12 90 108 120 132 150 168 180 192 210 288 300	496232713376
TPT(14)	2700238877989329407	0 2 120 122 132 134 174 176 210 212 234 236 252 254	735090285714
SPT(16)	2700238910649934013	0 44 54 78 86 128 140 216 218 294 306 348 356 380 390 434	767750890320
SPT(16)	2700238994549757733	0 4 30 78 94 150 160 184 204 228 238 294 310 358 384 388	851650714040
SPT(16)	2700239036803296047	0 2 44 56 80 126 140 152 294 306 320 366 390 402 444 446	893904252354