Prime p₀= 852741168023978879 starts a Symmetric tuple of 10 consecutive primes, which form 5 twin primes (STPT).
d_n: 0 2 46 2 10 2 10 2 46 2 (?)
a_n: 0 2 48 50 60 62 72 74 120 122
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: 122
Found by: =Lupus=
db: batch=73, k=10, 2 46 2 10 2

STPT(10)	852739904629311287	0 2 30 32 42 44 54 56 84 86	-1263394667592
STPT(10)	852740124102224357	0 2 24 26 42 44 60 62 84 86	-1043921754522
SPT(16)	852740217670320757	0 46 66 130 136 162 192 220 222 250 280 306 312 376 396 442	-950353658122
SPT(16)	852740476869601979	0 14 24 74 80 84 158 168 194 204 278 282 288 338 348 362	-691154376900
SPT(18)	852740510438927569	0 12 54 82 90 112 198 228 240 352 364 394 480 502 510 538 580 592	-657585051310
SPT(16)	852740968337141887	0 40 72 94 100 124 136 150 226 240 252 276 282 304 336 376	-199686836992
SPT(16)	852741817053859079	0 12 32 48 62 68 78 90 140 152 162 168 182 198 218 230	649029880200
SPT(16)	852741963063711271	0 6 46 88 90 118 126 150 238 262 270 298 300 342 382 388	795039732392
STPT(10)	852742136720129471	0 2 6 8 48 50 90 92 96 98	968696150592
SPT(16)	852742445116065299	0 8 12 14 54 80 98 122 180 204 222 248 288 290 294 302	1277092086420
STPT(10)	852742664593547801	0 2 6 8 108 110 210 212 216 218	1496569568922