Prime p₀= 182877138815434891 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 36 12 12 18 48 16 14 16 18 8 18 16 14 16 48 18 12 12 36 (?)
a_n: 0 36 48 60 78 126 142 156 172 190 198 216 232 246 262 310 328 340 352 388
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: 388
derived by truncating larger tuple
Found by: desktop64
db: batch=69, k=20, 36 12 12 18 48 16 14 16 18 8

SPT(14)	182877055113257363	0 18 20 68 78 110 138 146 174 206 216 264 266 284	-83702177528
SPT(14)	182877081170954399	0 12 74 78 102 104 110 132 138 140 164 168 230 242	-57644480492
SPT(14)	182877085427940373	0 40 54 94 100 106 126 178 198 204 210 250 264 304	-53387494518
SPT(14)	182877095380004059	0 4 52 84 130 132 172 222 262 264 310 342 390 394	-43435430832
SPT(14)	182877123993029591	0 30 56 68 110 116 140 156 180 186 228 240 266 296	-14822405300
SPT(22)	182877138815434883	0 8 44 56 68 86 134 150 164 180 198 206 224 240 254 270 318 336 348 360 396 404	-8
STPT(10)	182877159913917419	0 2 18 20 30 32 42 44 60 62	21098482528
SPT(14)	182877160625149681	0 10 28 48 66 78 160 168 250 262 280 300 318 328	21809714790
SPT(14)	182877163249954721	0 8 20 30 48 62 78 92 108 122 140 150 162 170	24434519830
SPT(14)	182877168932831171	0 18 78 116 140 218 240 296 318 396 420 458 518 536	30117396280
SPT(14)	182877179372006969	0 14 54 104 114 122 128 174 180 188 198 248 288 302	40556572078
SPT(14)	182877183612073513	0 54 78 94 124 160 168 190 198 234 264 280 304 358	44796638622