Prime p₀= 559091888676573437 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 120 2 28 12 14 60 40 60 14 12 28 2 120 (?)
a_n: 0 120 122 150 162 176 236 276 336 350 362 390 392 512
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: 512
Found by: [AF>Libristes] Dudumomo
db: batch=71, k=14, 120 2 28 12 14 60 40

SPT(14)	559091810162656679	0 20 32 42 44 72 90 182 200 228 230 240 252 272	-78513916758
SPT(14)	559091818988511007	0 16 36 40 42 64 72 124 132 154 156 160 180 196	-69688062430
SPT(14)	559091822567622569	0 14 18 54 68 84 92 330 338 354 368 404 408 422	-66108950868
SPT(14)	559091827187090959	0 42 72 88 100 112 138 142 168 180 192 208 238 280	-61489482478
SPT(14)	559091851652887121	0 18 32 48 60 72 86 162 176 188 200 216 230 248	-37023686316
SPT(14)	559091885817653107	0 6 22 36 54 64 96 100 132 142 160 174 190 196	-2858920330
SPT(14)	559091890771904779	0 34 72 78 94 142 174 178 210 258 274 280 318 352	2095331342
SPT(14)	559091893292912251	0 60 70 76 88 90 108 160 178 180 192 198 208 268	4616338814
SPT(14)	559091921191356199	0 30 34 54 72 124 142 150 168 220 238 258 262 292	32514782762
SPT(14)	559091922833247407	0 2 24 90 92 104 140 156 192 204 206 272 294 296	34156673970
SPT(14)	559091924595517111	0 12 30 42 88 102 108 142 148 162 208 220 238 250	35918943674