Prime p₀= 110395203960483989 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 72 2 34 12 32 28 2 28 32 12 34 2 72 (?)
a_n: 0 72 74 108 120 152 180 182 210 242 254 288 290 362
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: 362
Found by: BlackGoose05
db: batch=67, k=14, 72 2 34 12 32 28 2

SPT(14)	110395101431517289	0 22 24 28 48 84 102 220 238 274 294 298 300 322	-102528966700
SPT(16)	110395104989802179	0 18 44 114 120 128 138 170 252 284 294 302 308 378 404 422	-98970681810
TPT(12)	110395129894291577	0 2 30 32 60 62 84 86 102 104 150 152	-74066192412
SPT(16)	110395130703491671	0 72 100 102 108 112 136 142 156 162 186 190 196 198 226 298	-73256992318
SPT(14)	110395178143021207	0 22 42 60 72 90 112 120 142 160 172 190 210 232	-25817462782
SPT(14)	110395179964955341	0 36 42 78 82 88 100 108 120 126 130 166 172 208	-23995528648
SPT(14)	110395221681032191	0 10 16 28 66 112 148 150 186 232 270 282 288 298	17720548202
SPT(14)	110395224699861077	0 30 44 72 132 144 170 216 242 254 314 342 356 386	20739377088
SPT(14)	110395236780521027	0 56 80 102 104 122 132 164 174 192 194 216 240 296	32820037038
TPT(12)	110395259741415821	0 2 6 8 30 32 96 98 126 128 198 200	55780931832
SPT(14)	110395265763562321	0 6 16 28 36 70 72 76 78 112 120 132 142 148	61803078332