Prime p₀= 192182527499496563 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 8 60 6 12 24 10 44 6 30 4 30 6 44 10 24 12 6 60 8 (?)
a_n: 0 8 68 74 86 110 120 164 170 200 204 234 240 284 294 318 330 336 396 404
All 20 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 404
derived by truncating larger tuple
Found by: Rhodan71
db: batch=69, k=20, 8 60 6 12 24 10 44 6 30 4

SPT(14)	192182434897103009	0 14 38 60 72 90 98 234 242 260 272 294 318 332	-92602393554
SPT(14)	192182442602776789	0 10 30 34 48 72 160 252 340 364 378 382 402 412	-84896719774
SPT(14)	192182503177094263	0 40 54 70 94 124 126 274 276 306 330 346 360 400	-24322402300
SPT(14)	192182508257203703	0 18 30 96 116 158 180 224 246 288 308 374 386 404	-19242292860
SPT(14)	192182527266623371	0 30 46 52 60 76 88 90 102 118 126 132 148 178	-232873192
SPT(22)	192182527499496557	0 6 14 74 80 92 116 126 170 176 206 210 240 246 290 300 324 336 342 402 410 416	-6
TPT(12)	192182528866622111	0 2 30 32 138 140 156 158 228 230 270 272	1367125548
SPT(14)	192182539542257413	0 6 36 70 108 168 186 220 238 298 336 370 400 406	12042760850
SPT(14)	192182550031460609	0 24 60 74 140 144 164 168 188 192 258 272 308 332	22531964046
TPT(12)	192182553946222919	0 2 48 50 258 260 378 380 408 410 450 452	26446726356
SPT(14)	192182557746928153	0 4 16 70 94 100 150 214 264 270 294 348 360 364	30247431590
SPT(14)	192182560601225963	0 14 18 20 104 150 158 216 224 270 354 356 360 374	33101729400