Prime p₀= 2130783816351310889 starts a Symmetric tuple of 10 consecutive primes, which form 5 twin primes (STPT).
d_n: 0 2 16 2 10 2 10 2 16 2 (?)
a_n: 0 2 18 20 30 32 42 44 60 62
All 10 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 62
Found by: [B^S]ABoskovich
db: batch=80, k=10, 2 16 2 10 2

STPT(10)	2130782022015311051	0 2 30 32 78 80 126 128 156 158	-1794335999838
STPT(10)	2130782927038756997	0 2 30 32 42 44 54 56 84 86	-889312553892
SPT(16)	2130783230920241479	0 4 18 28 40 70 178 190 228 240 348 378 390 400 414 418	-585431069410
SPT(16)	2130783366298005317	0 2 20 152 156 170 192 222 224 254 276 290 294 426 444 446	-450053305572
SPT(16)	2130783376536913867	0 10 84 114 124 126 132 136 240 244 250 252 262 292 366 376	-439814397022
SPT(16)	2130783403102550029	0 28 54 78 82 88 124 142 150 168 204 210 214 238 264 292	-413248760860
SPT(16)	2130783967342049959	0 42 58 108 120 144 162 190 192 220 238 262 274 324 340 382	150990739070
SPT(16)	2130783983247332807	0 50 72 86 140 182 240 242 270 272 330 372 426 440 462 512	166896021918
SPT(16)	2130784025069016851	0 20 92 156 200 212 218 230 408 420 426 438 482 546 618 638	208717705962
STPT(10)	2130784370992333499	0 2 42 44 60 62 78 80 120 122	554641022610
SPT(13)	2130784390209322117	0 54 90 174 180 204 210 216 240 246 330 366 420	573858011228