Prime p₀= 582356301422264783 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 42 2 6 10 12 2 12 10 6 2 42 24 (?)
a_n: 0 24 66 68 74 84 96 98 110 120 126 128 170 194
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: fix
db: batch=71, k=14, 24 42 2 6 10 12 2

SPT(14)	582356242950482941	0 6 10 12 48 72 76 132 136 160 196 198 202 208	-58471781842
SPT(14)	582356243447298673	0 78 90 100 118 126 138 178 190 198 216 226 238 316	-57974966110
SPT(14)	582356246003451529	0 12 18 42 54 58 64 78 84 88 100 124 130 142	-55418813254
TPT(12)	582356251013198381	0 2 66 68 96 98 126 128 150 152 156 158	-50409066402
TPT(12)	582356260721535659	0 2 78 80 258 260 282 284 462 464 468 470	-40700729124
SPT(14)	582356286231758293	0 36 66 78 118 136 150 166 180 198 238 250 280 316	-15190506490
SPT(14)	582356315251987501	0 10 78 88 106 142 148 150 156 192 210 220 288 298	13829722718
SPT(14)	582356320305111103	0 16 70 76 94 114 156 244 286 306 324 330 384 400	18882846320
SPT(14)	582356322763165997	0 14 36 72 96 116 126 170 180 200 224 260 282 296	21340901214
SPT(14)	582356344570617847	0 40 46 94 124 154 172 174 192 222 252 300 306 346	43148353064
SPT(14)	582356346242172547	0 6 30 34 70 96 100 216 220 246 282 286 310 316	44819907764