Prime p₀= 854852008058000023 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 40 14 12 18 4 18 24 14 24 18 4 18 12 14 40 (?)
a_n: 0 40 54 66 84 88 106 130 144 168 186 190 208 220 234 274
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: 274
Found by: RFGuy_KCCO
db: batch=73, k=16, 40 14 12 18 4 18 24 14

SPT(16)	854851075180018159	0 28 60 78 94 124 138 162 220 244 258 288 304 322 354 382	-932877981864
SPT(16)	854851083529457659	0 10 30 42 54 100 124 130 162 168 192 238 250 262 282 292	-924528542364
SPT(16)	854851524259928309	0 30 50 72 74 92 134 162 182 210 252 270 272 294 314 344	-483798071714
SPT(16)	854851632677078347	0 6 12 100 114 126 154 174 232 252 280 292 306 394 400 406	-375380921676
SPT(16)	854851700611540609	0 18 40 52 162 168 180 208 234 262 274 280 390 402 424 442	-307446459414
SPT(16)	854851877094318071	0 26 48 62 78 92 126 180 218 272 306 320 336 350 372 398	-130963681952
SPT(16)	854852229164556913	0 24 54 66 76 94 96 114 136 154 156 174 184 196 226 250	221106556890
STPT(10)	854852646303591779	0 2 18 20 30 32 42 44 60 62	638245591756
SPT(16)	854852982323074621	0 12 18 60 102 108 130 168 190 228 250 256 298 340 346 358	974265074598
SPT(16)	854853561828772117	0 6 22 76 82 160 166 192 250 276 282 360 366 420 436 442	1553770772094
TPT(14)	854853731896951349	0 2 78 80 90 92 138 140 222 224 330 332 390 392	1723838951326