Prime p₀= 1281143358475203659 starts a Symmetric tuple of 10 consecutive primes, which form 5 twin primes (STPT).
d_n: 0 2 16 2 40 2 40 2 16 2 (?)
a_n: 0 2 18 20 60 62 102 104 120 122
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: mikey
db: batch=77, k=10, 2 16 2 40 2

TPT(14)	1281141358343691431	0 2 30 32 96 98 186 188 198 200 210 212 378 380	-2000131512228
SPT(16)	1281141563324025413	0 48 50 86 108 128 258 260 294 296 426 446 468 504 506 554	-1795151178246
SPT(16)	1281141584370973667	0 12 42 62 90 110 114 156 170 212 216 236 264 284 314 326	-1774104229992
SPT(16)	1281141656056715419	0 10 40 42 54 84 94 120 142 168 178 208 220 222 252 262	-1702418488240
STPT(10)	1281142741813325747	0 2 30 32 72 74 114 116 144 146	-616661877912
SPT(16)	1281142743923326201	0 58 78 120 142 168 190 196 222 228 250 276 298 340 360 418	-614551877458
TPT(14)	1281143443788111179	0 2 42 44 78 80 90 92 108 110 150 152 180 182	85312907520
SPT(16)	1281143496015575189	0 12 20 48 60 72 84 114 128 158 170 182 194 222 230 242	137540371530
SPT(16)	1281144041783998153	0 16 46 54 88 124 156 166 198 208 240 276 310 318 348 364	683308794494
SPT(20)	1281144156174223039	0 12 34 54 58 70 90 100 124 144 208 228 252 262 282 294 298 318 340 352	797699019380
SPT(16)	1281144304724114771	0 2 36 42 96 98 120 128 180 188 210 212 266 272 306 308	946248911112