Prime p₀= 199010561153760893 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 50 28 20 42 6 4 56 4 6 42 20 28 50 (?)
a_n: 0 50 78 98 140 146 150 206 210 216 258 278 306 356
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: 356
Found by: ladmo
db: batch=69, k=14, 50 28 20 42 6 4 56

SPT(14)	199010450377189903	0 28 60 78 90 100 148 168 216 226 238 256 288 316	-110776570990
SPT(14)	199010472413439677	0 2 14 30 42 72 74 282 284 314 326 342 354 356	-88740321216
SPT(14)	199010477294952173	0 74 114 126 174 278 308 426 456 560 608 620 660 734	-83858808720
SPT(14)	199010483092632271	0 40 42 48 76 82 88 210 216 222 250 256 258 298	-78061128622
SPT(14)	199010501871424211	0 12 38 92 122 126 140 258 272 276 306 360 386 398	-59282336682
SPT(14)	199010509014431129	0 30 38 98 120 134 162 170 198 212 234 294 302 332	-52139329764
SPT(14)	199010566357333529	0 54 60 122 140 164 194 210 240 264 282 344 350 404	5203572636
SPT(14)	199010574727801831	0 30 78 108 142 166 196 222 252 276 310 340 388 418	13574040938
SPT(14)	199010641521674629	0 10 12 28 40 70 72 148 150 180 192 208 210 220	80367913736
SPT(14)	199010641919997911	0 20 78 80 110 138 188 198 248 276 306 308 366 386	80766237018
SPT(14)	199010674341894391	0 30 42 58 60 82 130 138 186 208 210 226 238 268	113188133498