Prime p₀= 239777540185117307 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 2 12 18 4 26 18 10 14 10 188 10 14 10 18 26 4 18 12 2 (?)
a_n: 0 2 14 32 36 62 80 90 104 114 302 312 326 336 354 380 384 402 414 416
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: 416
derived by truncating larger tuple
Found by: davidBAM
db: batch=69, k=20, 2 12 18 4 26 18 10 14 10 188

SPT(14)	239777483817058387	0 12 16 22 114 120 126 160 166 172 264 270 274 286	-56368058920
SPT(14)	239777496395374733	0 24 48 66 78 80 108 116 144 146 158 176 200 224	-43789742574
SPT(14)	239777516769217309	0 24 58 60 114 142 150 172 180 208 262 264 298 322	-23415899998
SPT(16)	239777526987474353	0 104 120 128 138 150 164 204 224 264 278 290 300 308 324 428	-13197642954
SPT(14)	239777538203522003	0 60 66 110 114 150 156 224 230 266 270 314 320 380	-1981595304
SPT(22)	239777540185117273	0 34 36 48 66 70 96 114 124 138 148 336 346 360 370 388 414 418 436 448 450 484	-34
TPT(12)	239777545239993701	0 2 48 50 66 68 96 98 108 110 180 182	5054876394
SPT(14)	239777565899846197	0 10 16 40 60 84 100 126 142 166 186 210 216 226	25714728890
SPT(14)	239777572375301599	0 18 48 58 72 78 114 148 184 190 204 214 244 262	32190184292
TPT(12)	239777582289483521	0 2 90 92 96 98 126 128 306 308 318 320	42104366214
SPT(14)	239777591942647793	0 26 38 56 84 110 116 138 144 170 198 216 228 254	51757530486
SPT(14)	239777595381207307	0 12 22 76 120 124 142 144 162 166 210 264 274 286	55196090000