Prime p₀= 184122031540759723 starts a Symmetric tuple of 20 consecutive primes (SPT).
d_n: 0 24 10 2 12 42 36 18 24 36 16 36 24 18 36 42 12 2 10 24 (?)
a_n: 0 24 34 36 48 90 126 144 168 204 220 256 280 298 334 376 388 390 400 424
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: 424
derived by truncating larger tuple
Found by: desktop64
db: batch=69, k=20, 24 10 2 12 42 36 18 24 36 16

TPT(12)	184122000287285321	0 2 6 8 18 20 30 32 60 62 120 122	-31253474402
SPT(14)	184122004125552707	0 26 56 92 134 146 170 186 210 222 264 300 330 356	-27415207016
SPT(14)	184122005738660809	0 10 18 28 42 52 70 102 120 130 144 154 162 172	-25802098914
TPT(12)	184122011662567787	0 2 90 92 132 134 174 176 210 212 240 242	-19878191936
SPT(14)	184122031234344887	0 36 74 90 102 104 126 140 162 164 176 192 230 266	-306414836
SPT(22)	184122031540759717	0 6 30 40 42 54 96 132 150 174 210 226 262 286 304 340 382 394 396 406 430 436	-6
SPT(14)	184122042477652771	0 10 90 136 162 172 220 228 276 286 312 358 438 448	10936893048
SPT(14)	184122049658020693	0 6 24 70 84 108 114 130 136 160 174 220 238 244	18117260970
STPT(10)	184122053849332769	0 2 18 20 60 62 102 104 120 122	22308573046
SPT(14)	184122055120979939	0 32 42 60 90 98 108 134 144 152 182 200 210 242	23580220216
SPT(14)	184122103871246407	0 6 10 12 16 52 100 126 174 210 214 216 220 226	72330486684
SPT(14)	184122106546681307	0 6 26 30 96 114 146 264 296 314 380 384 404 410	75005921584