Prime p₀= 2356513045300366877 starts a Symmetric tuple of 10 consecutive primes, which form 5 twin primes (STPT).
d_n: 0 2 10 2 28 2 28 2 10 2 (?)
a_n: 0 2 12 14 42 44 72 74 84 86
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: 86
Found by: LCB001
db: batch=81, k=10, 2 10 2 28 2

SPT(16)	2356511113673383301	0 8 32 50 56 110 116 176 192 252 258 312 318 336 360 368	-1931626983576
SPT(16)	2356511457152333711	0 2 60 62 66 90 102 158 240 296 308 332 336 338 396 398	-1588148033166
SPT(16)	2356511725766002729	0 18 58 70 82 130 138 162 298 322 330 378 390 402 442 460	-1319534364148
SPT(16)	2356512270212814761	0 42 50 60 116 132 152 180 182 210 230 246 302 312 320 362	-775087552116
SPT(16)	2356512286204566773	0 6 24 26 30 38 44 56 78 90 96 104 108 110 128 134	-759095800104
STPT(10)	2356512460303469717	0 2 60 62 72 74 84 86 144 146	-584996897160
SPT(16)	2356513059628045039	0 28 78 112 138 148 168 204 238 274 294 304 330 364 414 442	14327678162
SPT(16)	2356513083770743217	0 26 62 132 134 216 242 266 270 294 320 402 404 474 510 536	38470376340
SPT(16)	2356513667837914873	0 30 46 84 88 114 138 144 220 226 250 276 280 318 334 364	622537547996
SPT(16)	2356513921321992329	0 24 42 60 62 140 174 204 230 260 294 372 374 392 410 434	876021625452
SPT(16)	2356513924508971223	0 38 44 54 84 126 174 194 210 230 278 320 350 360 366 404	879208604346