Prime p₀= 557335639573758901 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 22 8 6 40 2 48 16 48 2 40 6 8 22 (?)
a_n: 0 22 30 36 76 78 126 142 190 192 232 238 246 268
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: 268
Found by: LCB001
db: batch=71, k=14, 22 8 6 40 2 48 16

SPT(14)	557335559334829321	0 46 48 60 72 100 132 166 198 226 238 250 252 298	-80238929580
SPT(14)	557335564958962301	0 2 26 72 96 98 110 168 180 182 206 252 276 278	-74614796600
SPT(14)	557335594823186917	0 34 36 52 100 112 136 180 204 216 264 280 282 316	-44750571984
SPT(14)	557335617097859723	0 78 104 114 116 134 146 168 180 198 200 210 236 314	-22475899178
SPT(14)	557335617668172377	0 24 30 42 74 114 116 150 152 192 224 236 242 266	-21905586524
SPT(14)	557335635076463653	0 28 46 48 78 90 120 124 154 166 196 198 216 244	-4497295248
SPT(14)	557335648687588591	0 16 78 90 118 120 148 168 196 198 226 238 300 316	9113829690
SPT(14)	557335661507740763	0 14 20 86 134 146 156 284 294 306 354 420 426 440	21933981862
SPT(14)	557335671035525279	0 30 60 80 102 122 144 170 192 212 234 254 284 314	31461766378
SPT(14)	557335672982608217	0 14 20 74 122 132 174 200 242 252 300 354 360 374	33408849316
SPT(14)	557335693819484579	0 32 44 62 72 74 98 114 138 140 150 168 180 212	54245725678