Prime p₀= 301019529349169753 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 8 22 32 22 6 32 6 22 32 22 8 6 (?)
a_n: 0 6 14 36 68 90 96 128 134 156 188 210 218 224
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: 224
Found by: BlackGoose05
db: batch=69, k=14, 6 8 22 32 22 6 32

SPT(14)	301019487878776451	0 2 30 50 102 170 180 200 210 278 330 350 378 380	-41470393302
SPT(14)	301019493549753841	0 18 36 42 102 106 142 156 192 196 256 262 280 298	-35799415912
SPT(14)	301019506445567761	0 10 22 36 52 82 120 178 216 246 262 276 288 298	-22903601992
SPT(14)	301019514648781063	0 10 48 90 94 108 114 130 136 150 154 196 234 244	-14700388690
TPT(12)	301019522347134917	0 2 72 74 144 146 174 176 210 212 264 266	-7002034836
SPT(14)	301019524348135951	0 22 30 36 42 70 102 196 228 256 262 268 276 298	-5001033802
SPT(14)	301019531212716851	0 30 78 86 96 138 152 156 170 212 222 230 278 308	1863547098
SPT(14)	301019535519993679	0 22 88 102 112 130 138 154 162 180 190 204 270 292	6170823926
TPT(12)	301019549709703871	0 2 96 98 156 158 180 182 198 200 270 272	20360534118
SPT(14)	301019560813638539	0 42 60 68 108 140 158 174 192 224 264 272 290 332	31464468786
SPT(14)	301019561748788459	0 14 20 42 54 62 90 104 132 140 152 174 180 194	32399618706