Prime p₀= 580663774443528833 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 26 4 14 6 22 2 22 6 14 4 26 24 (?)
a_n: 0 24 50 54 68 74 96 98 120 126 140 144 170 194
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: 194
Found by: vladimir
db: batch=71, k=14, 24 26 4 14 6 22 2

TPT(12)	580663687407426809	0 2 90 92 132 134 222 224 240 242 300 302	-87036102024
SPT(14)	580663688747629007	0 2 6 14 20 30 54 122 146 156 162 170 174 176	-85695899826
SPT(14)	580663698080100391	0 40 66 70 72 82 102 106 126 136 138 142 168 208	-76363428442
SPT(14)	580663706852226299	0 54 134 144 162 180 200 222 242 260 278 288 368 422	-67591302534
SPT(14)	580663737656533291	0 10 36 46 70 78 118 120 160 168 192 202 228 238	-36786995542
SPT(14)	580663762315636873	0 40 58 60 100 108 154 210 256 264 304 306 324 364	-12127891960
SPT(14)	580663781000804573	0 36 66 80 98 120 140 144 164 186 204 218 248 284	6557275740
SPT(14)	580663811023106353	0 4 34 70 76 88 100 144 156 168 174 210 240 244	36579577520
SPT(14)	580663821742400017	0 4 30 34 100 114 136 150 172 186 252 256 282 286	47298871184
SPT(14)	580663833783099203	0 8 36 96 128 198 236 330 368 438 470 530 558 566	59339570370
SPT(14)	580663840598542861	0 10 66 90 168 180 196 222 238 250 328 352 408 418	66155014028