Prime p₀= 2020963388030530939 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 4 38 6 54 12 4 72 92 72 4 12 54 6 38 4 (?)
a_n: 0 4 42 48 102 114 118 190 282 354 358 370 424 430 468 472
All 16 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: [AF>Amis des Lapins] Phil1966
db: batch=80, k=16, 4 38 6 54 12 4 72 92

SPT(18)	2020962784967920669	0 18 22 84 100 102 142 168 184 198 214 240 280 282 298 360 364 382	-603062610270
TPT(14)	2020962878531902367	0 2 72 74 84 86 150 152 402 404 462 464 504 506	-509498628572
SPT(16)	2020963062060672683	0 50 56 66 78 84 114 120 134 140 170 176 188 198 204 254	-325969858256
SPT(16)	2020963294726310911	0 42 132 162 168 202 208 240 340 372 378 412 418 448 538 580	-93304220028
SPT(16)	2020963318191904481	0 20 50 98 146 152 246 300 308 362 456 462 510 558 588 608	-69838626458
STPT(10)	2020963365049113851	0 2 36 38 78 80 120 122 156 158	-22981417088
SPT(16)	2020963551183577541	0 6 66 90 116 126 132 146 246 260 266 276 302 326 386 392	163153046602
TPT(14)	2020963802179391567	0 2 12 14 114 116 120 122 252 254 264 266 324 326	414148860628
SPT(16)	2020963876889108869	0 18 28 72 78 112 120 190 222 292 300 334 340 384 394 412	488858577930
SPT(16)	2020963887153014677	0 12 46 54 60 126 150 156 250 256 280 346 352 360 394 406	499122483738
TPT(14)	2020963901900713967	0 2 42 44 72 74 192 194 294 296 504 506 654 656	513870183028