Prime p₀= 88661969146960969 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 42 22 20 16 2 16 176 16 2 16 20 22 42 (?)
a_n: 0 42 64 84 100 102 118 294 310 312 328 348 370 412
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: 412
Found by: [SG-2W]Kurzer
db: batch=67, k=14, 42 22 20 16 2 16 176

TPT(12)	88661917316845877	0 2 42 44 90 92 114 116 174 176 180 182	-51830115092
SPT(14)	88661922891064921	0 6 12 46 60 72 82 90 100 112 126 160 166 172	-46255896048
SPT(14)	88661925312624793	0 34 108 138 156 166 174 310 318 328 346 376 450 484	-43834336176
SPT(16)	88661937062336119	0 4 58 70 108 124 138 150 172 184 198 214 252 264 318 322	-32084624850
TPT(12)	88661953740121457	0 2 54 56 90 92 120 122 132 134 150 152	-15406839512
SPT(16)	88661955562849589	0 8 18 30 32 104 120 140 162 182 198 270 272 284 294 302	-13584111380
SPT(16)	88662003431626459	0 24 48 52 70 72 84 90 112 118 130 132 150 154 178 202	34284665490
SPT(14)	88662004257874051	0 6 42 58 78 102 132 196 226 250 270 286 322 328	35110913082
SPT(14)	88662005013603863	0 50 56 78 80 128 140 156 168 216 218 240 246 296	35866642894
SPT(14)	88662008091804769	0 108 130 198 234 240 264 298 322 328 364 432 454 562	38944843800
SPT(14)	88662008959125419	0 60 74 80 90 104 122 192 210 224 234 240 254 314	39812164450