Prime p₀= 1823078559187253801 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 2 4 6 14 12 34 50 10 6 2 6 10 50 34 12 14 6 4 2 (?)
a_n: 0 2 6 12 26 38 72 122 132 138 140 146 156 206 240 252 266 272 276 278
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: 278
Found by: amazing
db: batch=79, k=20, 2 4 6 14 12 34 50 10 6 2

STPT(10)	1823077292842115207	0 2 42 44 72 74 102 104 144 146	-1266345138594
SPT(16)	1823077464107930159	0 12 38 42 44 104 152 182 330 360 408 468 470 474 500 512	-1095079323642
SPT(16)	1823077681039526767	0 22 42 70 76 114 144 172 174 202 232 270 276 304 324 346	-878147727034
TPT(14)	1823077928563688759	0 2 18 20 72 74 138 140 222 224 240 242 252 254	-630623565042
SPT(16)	1823077960945686329	0 54 104 108 114 132 240 258 464 482 590 608 614 618 668 722	-598241567472
SPT(16)	1823078330955113971	0 16 30 82 88 102 112 126 142 156 166 180 186 238 252 268	-228232139830
STPT(10)	1823079082105341329	0 2 78 80 150 152 222 224 300 302	522918087528
SPT(16)	1823079095887248701	0 6 56 90 116 140 150 188 228 266 276 300 326 360 410 416	536699994900
SPT(18)	1823079200760694343	0 20 26 38 56 84 90 96 110 174 188 194 200 228 246 258 264 284	641573440542
SPT(16)	1823079310966285741	0 10 52 106 108 120 130 132 316 318 328 340 342 396 438 448	751779031940
SPT(16)	1823080193880271961	0 8 42 60 92 116 138 162 326 350 372 396 428 446 480 488	1634693018160