Prime p₀= 452397630658067119 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 4 18 6 32 18 12 22 12 18 32 6 18 4 (?)
a_n: 0 4 22 28 60 78 90 112 124 142 174 180 198 202
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: 202
Found by: gemini8
db: batch=70, k=14, 4 18 6 32 18 12 22

SPT(14)	452397579279829147	0 4 46 72 76 82 90 136 144 150 154 180 222 226	-51378237972
SPT(14)	452397580861858057	0 4 34 40 72 90 96 130 136 154 186 192 222 226	-49796209062
SPT(14)	452397581356879391	0 18 38 50 56 120 146 162 188 252 258 270 290 308	-49301187728
SPT(14)	452397619504573643	0 20 36 116 120 134 138 146 150 164 168 248 264 284	-11153493476
SPT(14)	452397626613890519	0 8 30 42 48 74 104 198 228 254 260 272 294 302	-4044176600
SPT(14)	452397629469427841	0 26 42 56 90 132 140 162 170 212 246 260 276 302	-1188639278
SPT(14)	452397632848651627	0 4 12 40 76 100 120 166 186 210 246 274 282 286	2190584508
SPT(14)	452397637901229061	0 18 30 42 72 112 118 150 156 196 226 238 250 268	7243161942
STPT(10)	452397640652517641	0 2 6 8 48 50 90 92 96 98	9994450522
SPT(16)	452397652916458903	0 30 40 58 66 90 106 124 150 168 184 208 216 234 244 274	22258391784
SPT(14)	452397678705282923	0 26 56 116 140 144 188 306 350 354 378 438 468 494	48047215804