Prime p₀= 570391667311523311 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 16 2 10 18 2 4 14 4 2 18 10 2 16 (?)
a_n: 0 16 18 28 46 48 52 66 70 72 90 100 102 118
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: 118
Found by: [SG-2W]Kurzer
db: batch=71, k=14, 16 2 10 18 2 4 14

SPT(14)	570391598516039537	0 12 24 42 74 84 90 116 122 132 164 182 194 206	-68795483774
SPT(14)	570391604505016027	0 10 40 52 66 90 100 126 136 160 174 186 216 226	-62806507284
SPT(14)	570391605393696679	0 28 118 124 150 190 192 220 222 262 288 294 384 412	-61917826632
SPT(14)	570391621202384461	0 12 30 42 90 100 160 168 228 238 286 298 316 328	-46109138850
SPT(14)	570391648812331981	0 40 48 82 90 136 148 150 162 208 216 250 258 298	-18499191330
SPT(14)	570391651321307659	0 28 60 82 100 112 160 210 258 270 288 310 342 370	-15990215652
SPT(14)	570391677468889489	0 22 54 70 132 162 222 232 292 322 384 400 432 454	10157366178
SPT(14)	570391684503927989	0 8 68 72 98 108 128 162 182 192 218 222 282 290	17192404678
SPT(14)	570391685226145271	0 30 48 126 128 132 150 188 206 210 212 290 308 338	17914621960
SPT(14)	570391690287274081	0 10 18 28 58 70 78 100 108 120 150 160 168 178	22975750770
SPT(14)	570391707931931323	0 28 70 100 114 120 130 138 148 154 168 198 240 268	40620408012