Prime p₀= 1867649371035325919 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: =Lupus=
db: batch=79, k=10, 2 16 2 10 2

SPT(16)	1867647093487039913	0 6 20 74 144 156 170 180 230 240 254 266 336 390 404 410	-2277548286006
STPT(10)	1867647701521801007	0 2 54 56 72 74 90 92 144 146	-1669513524912
SPT(16)	1867648404716427071	0 12 50 72 78 96 116 168 230 282 302 320 326 348 386 398	-966318898848
STPT(12)	1867648880349897947	0 2 12 14 30 32 234 236 252 254 264 266	-490685427972
SPT(16)	1867648895360510753	0 30 56 80 138 164 170 194 210 234 240 266 324 348 374 404	-475674815166
STPT(10)	1867649167376274179	0 2 18 20 30 32 42 44 60 62	-203659051740
SPT(16)	1867649532668767171	0 22 52 70 76 102 106 108 130 132 136 162 168 186 216 238	161633441252
SPT(16)	1867650122591839063	0 18 30 58 76 84 88 114 190 216 220 228 246 274 286 304	751556513144
SPT(16)	1867650244260548893	0 34 40 48 54 96 144 166 168 190 238 280 286 294 300 334	873225222974
STPT(10)	1867650698089263077	0 2 12 14 72 74 132 134 144 146	1327053937158
SPT(16)	1867651163172641533	0 36 46 64 84 156 214 280 324 390 448 520 540 558 568 604	1792137315614