Prime p₀= 190195073913371623 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 14 46 24 14 22 14 22 14 24 46 14 10 (?)
a_n: 0 10 24 70 94 108 130 144 166 180 204 250 264 274
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: 274
Found by: desktop64
db: batch=69, k=14, 10 14 46 24 14 22 14

SPT(14)	190195022155860941	0 8 38 98 140 156 176 192 212 228 270 330 360 368	-51757510682
TPT(12)	190195024236898649	0 2 90 92 222 224 288 290 348 350 570 572	-49676472974
SPT(14)	190195024399936999	0 22 28 42 60 72 78 94 100 112 130 144 150 172	-49513434624
TPT(12)	190195029772394501	0 2 30 32 150 152 306 308 318 320 330 332	-44140977122
SPT(16)	190195061880714589	0 4 34 40 58 90 100 114 154 168 178 210 228 234 264 268	-12032657034
SPT(14)	190195072127231527	0 46 66 76 114 126 136 174 184 196 234 244 264 310	-1786140096
SPT(14)	190195091617887397	0 4 16 34 40 52 94 132 174 186 192 210 222 226	17704515774
SPT(14)	190195103264356457	0 24 42 50 66 72 80 156 164 170 186 194 212 236	29350984834
SPT(14)	190195114738483271	0 2 6 18 20 60 72 86 98 138 140 152 156 158	40825111648
SPT(14)	190195141809414169	0 24 42 52 72 102 114 178 190 220 240 250 268 292	67896042546
SPT(14)	190195150750082827	0 6 34 66 70 76 90 130 144 150 154 186 214 220	76836711204