Prime p₀= 356747346111514793 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 2 4 20 28 2 4 2 28 20 4 2 24 (?)
a_n: 0 24 26 30 50 78 80 84 86 114 134 138 140 164
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: 164
Found by: RFGuy_KCCO
db: batch=70, k=14, 24 2 4 20 28 2 4

SPT(16)	356747256971948179	0 18 42 78 84 100 154 190 192 228 282 298 304 340 364 382	-89139566614
SPT(14)	356747268076066507	0 34 54 100 112 150 154 180 184 222 234 280 300 334	-78035448286
SPT(14)	356747279215048639	0 12 40 42 58 112 144 208 240 294 310 312 340 352	-66896466154
SPT(16)	356747292859167599	0 32 68 72 78 90 168 188 252 272 350 362 368 372 408 440	-53252347194
TPT(12)	356747312822776721	0 2 18 20 60 62 126 128 150 152 156 158	-33288738072
SPT(14)	356747318370307091	0 2 80 108 120 140 156 182 198 218 230 258 336 338	-27741207702
SPT(14)	356747349744387757	0 12 16 30 36 82 126 166 210 256 262 276 280 292	3632872964
TPT(12)	356747374974411761	0 2 30 32 90 92 168 170 216 218 228 230	28862896968
SPT(14)	356747393771179753	0 34 46 60 84 144 150 154 160 220 244 258 270 304	47659664960
SPT(14)	356747399934102077	0 26 36 42 62 102 110 132 140 180 200 206 216 242	53822587284
SPT(20)	356747402153606609	0 132 138 164 182 194 230 234 242 264 278 300 308 312 348 360 378 404 410 542	56042091816