Prime p₀= 1292370485248832323 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 6 28 12 92 6 4 18 92 18 4 6 92 12 28 6 (?)
a_n: 0 6 34 46 138 144 148 166 258 276 280 286 378 390 418 424
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: 424
Found by: mikey
db: batch=77, k=16, 6 28 12 92 6 4 18 92

SPT(16)	1292368757721712483	0 4 16 36 46 54 64 88 96 120 130 138 148 168 180 184	-1727527119840
SPT(16)	1292368772273820581	0 60 90 116 126 146 152 156 242 246 252 272 282 308 338 398	-1712975011742
SPT(18)	1292368887039863879	0 8 24 120 134 140 198 210 212 240 242 254 312 318 332 428 444 452	-1598208968444
SPT(16)	1292369483349730021	0 18 36 40 46 48 66 120 136 190 208 210 216 220 238 256	-1001899102302
SPT(16)	1292369676539983927	0 22 36 46 70 84 90 130 156 196 202 216 240 250 264 286	-808708848396
SPT(16)	1292370115873668467	0 20 44 60 62 86 102 132 164 194 210 234 236 252 276 296	-369375163856
SPT(16)	1292370537698037383	0 36 54 80 84 98 134 138 146 150 186 200 204 230 248 284	52449205060
SPT(16)	1292370641421966017	0 2 6 42 86 126 164 170 186 192 230 270 314 350 354 356	156173133694
SPT(16)	1292371251767887579	0 4 10 18 70 78 84 120 178 214 220 228 280 288 294 298	766519055256
SPT(16)	1292371715523555607	0 40 42 76 90 114 142 156 250 264 292 316 330 364 366 406	1230274723284
SPT(16)	1292371895123900627	0 2 14 92 116 126 134 144 182 192 200 210 234 312 324 326	1409875068304