Prime p₀= 194038867037048153 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 8 10 6 44 6 12 22 12 6 44 6 10 8 (?)
a_n: 0 8 18 24 68 74 86 108 120 126 170 176 186 194
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: marsinph
db: batch=69, k=14, 8 10 6 44 6 12 22

SPT(14)	194038758171791471	0 30 32 86 116 126 152 186 212 222 252 306 308 338	-108865256682
SPT(14)	194038770997657693	0 60 70 144 148 160 196 288 324 336 340 414 424 484	-96039390460
SPT(14)	194038771780940623	0 6 40 78 118 124 208 216 300 306 346 384 418 424	-95256107530
SPT(20)	194038774131878999	0 8 12 30 38 44 50 72 92 140 222 270 290 312 318 324 332 350 354 362	-92905169154
SPT(14)	194038835459419771	0 18 36 72 108 112 142 156 186 190 226 262 280 298	-31577628382
SPT(14)	194038865885763851	0 2 18 102 138 140 150 200 210 212 248 332 348 350	-1151284302
SPT(14)	194038895313213163	0 16 28 48 76 90 94 180 184 198 226 246 258 274	28276165010
SPT(14)	194038909628468249	0 8 14 24 38 78 134 174 230 270 284 294 300 308	42591420096
TPT(12)	194038912135386419	0 2 78 80 132 134 138 140 168 170 192 194	45098338266
SPT(14)	194038915831761743	0 8 36 56 74 78 96 98 116 120 138 158 186 194	48794713590
SPT(16)	194038921502680589	0 14 30 54 84 90 98 102 140 144 152 158 188 212 228 242	54465632436