Prime p₀= 536752003538744011 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 18 22 2 4 12 18 42 2 12 64 12 2 42 18 12 4 2 22 18 (?)
a_n: 0 18 40 42 46 58 76 118 120 132 196 208 210 252 270 282 286 288 310 328
All 20 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 328
derived by truncating larger tuple
Found by: phoenicis
db: batch=56, k=20, 18 22 2 4 12 18 42 2 12 64

SPT(14)	536751944456626541	0 12 18 42 48 62 80 90 108 122 128 152 158 170	-59082117470
SPT(14)	536751957563180981	0 18 30 42 62 110 156 182 228 276 296 308 320 338	-45975563030
SPT(14)	536751968638051597	0 46 120 124 156 166 184 186 204 214 246 250 324 370	-34900692414
SPT(14)	536751973533813893	0 60 128 176 198 230 270 284 324 356 378 426 494 554	-30004930118
SPT(14)	536751975917519249	0 20 30 110 122 140 164 198 222 240 252 332 342 362	-27621224762
SPT(22)	536752003538743999	0 12 30 52 54 58 70 88 130 132 144 208 220 222 264 282 294 298 300 322 340 352	-12
SPT(14)	536752005054035707	0 30 34 84 96 144 154 156 166 214 226 276 280 310	1515291696
SPT(14)	536752014079593931	0 10 28 48 112 120 150 160 190 198 262 282 300 310	10540849920
SPT(14)	536752027017190619	0 18 60 84 104 150 174 284 308 354 374 398 440 458	23478446608
SPT(14)	536752032650568569	0 14 24 32 44 90 98 174 182 228 240 248 258 272	29111824558
SPT(14)	536752034739026303	0 18 38 44 60 84 86 108 110 134 150 156 176 194	31200282292
SPT(14)	536752041477097283	0 8 14 48 50 54 90 104 140 144 146 180 186 194	37938353272