Prime p₀= 62622779724319229 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 14 4 20 58 44 64 44 58 20 4 14 24 (?)
a_n: 0 24 38 42 62 120 164 228 272 330 350 354 368 392
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 392
Found by: Paul
db: batch=67, k=14, 24 14 4 20 58 44 64

SPT(14)	62622750015778523	0 44 48 54 110 120 128 186 194 204 260 266 270 314	-29708540706
SPT(14)	62622754619119801	0 16 112 142 148 162 178 240 256 270 276 306 402 418	-25105199428
SPT(14)	62622755122789027	0 46 60 90 124 126 144 202 220 222 256 286 300 346	-24601530202
SPT(14)	62622759511488797	0 36 84 92 110 140 150 206 216 246 264 272 320 356	-20212830432
SPT(14)	62622764727221021	0 30 42 78 86 96 110 138 152 162 170 206 218 248	-14997098208
SPT(14)	62622772928945507	0 24 50 62 80 122 126 200 204 246 264 276 302 326	-6795373722
SPT(14)	62622782134177679	0 38 108 164 234 270 294 308 332 368 438 494 564 602	2409858450
SPT(14)	62622788510246891	0 66 80 120 132 216 236 246 266 350 362 402 416 482	8785927662
SPT(14)	62622789641201659	0 34 70 78 90 114 130 132 148 172 184 192 228 262	9916882430
SPT(14)	62622796001035013	0 8 18 38 56 60 78 86 104 108 126 146 156 164	16276715784
SPT(14)	62622805572507209	0 18 32 38 120 122 152 168 198 200 282 288 302 320	25848187980