Prime p₀= 361379331789492143 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 8 10 36 2 22 2 34 2 22 2 36 10 8 (?)
a_n: 0 8 18 54 56 78 80 114 116 138 140 176 186 194
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: 194
Found by: Cruncher Pete
db: batch=70, k=14, 8 10 36 2 22 2 34

SPT(14)	361379267338783651	0 46 48 72 100 112 118 150 156 168 196 220 222 268	-64450708492
SPT(14)	361379281222097447	0 2 14 56 86 102 114 122 134 150 180 222 234 236	-50567394696
SPT(14)	361379293644714067	0 4 24 60 76 94 100 120 126 144 160 196 216 220	-38144778076
SPT(14)	361379301140714573	0 14 30 56 66 90 110 150 170 194 204 230 246 260	-30648777570
SPT(14)	361379301268319119	0 22 42 78 108 142 168 172 198 232 262 298 318 340	-30521173024
SPT(16)	361379311390799929	0 10 34 94 148 192 210 220 222 232 250 294 348 408 432 442	-20398692214
SPT(14)	361379331838521119	0 30 32 48 60 62 92 138 168 170 182 198 200 230	49028976
SPT(14)	361379350853662343	0 48 80 98 108 114 138 140 164 170 180 198 230 278	19064170200
TPT(12)	361379364949909727	0 2 24 26 54 56 150 152 210 212 264 266	33160417584
SPT(14)	361379389643314453	0 34 64 78 120 126 130 204 208 214 256 270 300 334	57853822310
SPT(14)	361379395677673927	0 12 22 36 100 142 184 192 234 276 340 354 364 376	63888181784