Prime p₀= 92782997546137027 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 16 8 18 22 6 6 8 16 12 2 12 16 8 6 6 22 18 8 16 (?)
a_n: 0 16 24 42 64 70 76 84 100 112 114 126 142 150 156 162 184 202 210 226
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: 226
derived by truncating larger tuple
Found by: Klouda
db: batch=67, k=20, 16 8 18 22 6 6 8 16 12 2

TPT(12)	92782965508807631	0 2 30 32 36 38 126 128 156 158 180 182	-32037329396
SPT(14)	92782979576707603	0 16 36 60 66 96 100 150 154 184 190 214 234 250	-17969429424
SPT(14)	92782982587958057	0 14 44 90 92 114 134 162 182 204 206 252 282 296	-14958178970
STPT(10)	92782986213967079	0 2 18 20 30 32 42 44 60 62	-11332169948
SPT(14)	92782995855452351	0 12 38 80 120 126 192 236 302 308 348 390 416 428	-1690684676
SPT(22)	92782997546137009	0 18 34 42 60 82 88 94 102 118 130 132 144 160 168 174 180 202 220 228 244 262	-18
SPT(14)	92783005658195101	0 42 46 106 132 160 162 166 168 196 222 282 286 328	8112058074
SPT(14)	92783005995194797	0 36 42 66 84 100 102 154 156 172 190 214 220 256	8449057770
TPT(12)	92783008893900179	0 2 72 74 240 242 282 284 318 320 372 374	11347763152
SPT(14)	92783027844489167	0 44 110 162 194 204 210 224 230 240 272 324 390 434	30298352140
SPT(14)	92783037434294429	0 8 78 92 122 150 210 242 302 330 360 374 444 452	39888157402
TPT(12)	92783044639121519	0 2 48 50 60 62 72 74 90 92 138 140	47092984492