Prime p₀= 2043922266403675589 starts a Symmetric tuple of 10 consecutive primes, which form 5 twin primes (STPT).
d_n: 0 2 40 2 76 2 76 2 40 2 (?)
a_n: 0 2 42 44 120 122 198 200 240 242
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: 242
Found by: LCB001
db: batch=80, k=10, 2 40 2 76 2

TPT(14)	2043920643716694887	0 2 84 86 102 104 144 146 222 224 282 284 300 302	-1622686980702
SPT(16)	2043920781572622431	0 8 66 86 96 98 120 180 248 308 330 332 342 362 420 428	-1484831053158
SPT(16)	2043920784310755397	0 4 46 64 130 166 210 232 234 256 300 336 402 420 462 466	-1482092920192
TPT(14)	2043920942842127309	0 2 78 80 120 122 132 134 198 200 210 212 270 272	-1323561548280
SPT(16)	2043920959648711883	0 6 38 78 98 104 138 146 168 176 210 216 236 276 308 314	-1306754963706
SPT(16)	2043921317817472727	0 6 62 116 152 174 194 210 236 252 272 294 330 384 440 446	-948586202862
SPT(16)	2043922529628607769	0 18 44 72 98 102 114 138 224 248 260 264 290 318 344 362	263224932180
STPT(12)	2043922562424895751	0 2 30 32 60 62 96 98 126 128 156 158	296021220162
TPT(14)	2043922582276307651	0 2 6 8 18 20 78 80 90 92 228 230 246 248	315872632062
SPT(16)	2043923205872028499	0 22 28 40 64 84 120 124 168 172 208 228 252 264 270 292	939468352910
SPT(16)	2043923839481941777	0 12 84 112 126 150 202 216 310 324 376 400 414 442 514 526	1573078266188