Prime p₀= 83518708871574979 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 18 30 24 42 36 48 76 48 36 42 24 30 18 (?)
a_n: 0 18 48 72 114 150 198 274 322 358 400 424 454 472
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: 472
Found by: LCB001
db: batch=67, k=14, 18 30 24 42 36 48 76

SPT(14)	83518606297874309	0 20 24 50 80 90 92 132 134 144 174 200 204 224	-102573700670
SPT(14)	83518624012988183	0 26 38 134 138 140 204 290 354 356 360 456 468 494	-84858586796
SPT(14)	83518634184995431	0 48 58 130 148 156 192 196 232 240 258 330 340 388	-74686579548
SPT(14)	83518656364128061	0 16 30 70 72 88 112 156 180 196 198 238 252 268	-52507446918
TPT(12)	83518696212088229	0 2 30 32 42 44 72 74 78 80 120 122	-12659486750
SPT(14)	83518696852245091	0 22 48 72 108 132 150 160 178 202 238 262 288 310	-12019329888
SPT(14)	83518709092366133	0 6 14 20 26 54 80 84 110 138 144 150 158 164	220791154
SPT(14)	83518719121417397	0 12 60 80 102 116 146 276 306 320 342 362 410 422	10249842418
SPT(14)	83518729815180707	0 50 62 66 84 90 234 332 476 482 500 504 516 566	20943605728
SPT(14)	83518741823766331	0 12 76 90 96 102 106 192 196 202 208 222 286 298	32952191352
SPT(14)	83518748613138649	0 4 24 40 42 52 54 130 132 142 144 160 180 184	39741563670