Prime p₀= 219590857339487323 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 46 54 14 4 2 10 14 10 2 4 14 54 46 (?)
a_n: 0 46 100 114 118 120 130 144 154 156 160 174 228 274
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: 274
Found by: paulteo
db: batch=69, k=14, 46 54 14 4 2 10 14

SPT(14)	219590761959282481	0 22 48 60 102 106 210 238 342 346 388 400 426 448	-95380204842
SPT(14)	219590785507618513	0 18 46 66 106 130 148 156 174 198 238 258 286 304	-71831868810
SPT(14)	219590789139866887	0 12 22 66 96 144 150 166 172 220 250 294 304 316	-68199620436
SPT(14)	219590801781295429	0 42 52 72 88 102 108 154 160 174 190 210 220 262	-55558191894
SPT(16)	219590816210129389	0 18 28 78 100 102 180 204 208 232 310 312 334 384 394 412	-41129357934
SPT(14)	219590851725838123	0 24 40 70 94 114 124 186 196 216 240 270 286 310	-5613649200
SPT(14)	219590862833423161	0 6 28 70 90 120 138 220 238 268 288 330 352 358	5493935838
SPT(14)	219590886903835631	0 42 66 116 132 140 162 170 192 200 216 266 290 332	29564348308
SPT(14)	219590894690340659	0 14 72 132 140 150 194 210 254 264 272 332 390 404	37350853336
SPT(14)	219590898363183211	0 22 40 42 72 78 90 148 160 166 196 198 216 238	41023695888
TPT(12)	219590898365557727	0 2 24 26 54 56 84 86 162 164 240 242	41026070404