Prime p₀= 354192051905786363 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 36 8 42 4 14 10 26 10 14 4 42 8 36 (?)
a_n: 0 36 44 86 90 104 114 140 150 164 168 210 218 254
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: 254
Found by: RFGuy_KCCO
db: batch=70, k=14, 36 8 42 4 14 10 26

SPT(14)	354191895616677511	0 46 52 70 78 96 100 108 112 130 138 156 162 208	-156289108852
SPT(14)	354191896407838631	0 2 8 32 48 72 140 150 218 242 258 282 288 290	-155497947732
SPT(14)	354191941798652011	0 10 42 46 48 66 82 96 112 130 132 136 168 178	-110107134352
SPT(14)	354191943062506847	0 26 30 56 86 104 110 156 162 180 210 236 240 266	-108843279516
SPT(14)	354191955211808921	0 42 50 62 98 102 138 140 176 180 216 228 236 278	-96693977442
TPT(12)	354191984704887347	0 2 12 14 102 104 132 134 144 146 282 284	-67200899016
SPT(14)	354192068998645739	0 30 42 78 80 162 198 254 290 372 374 410 422 452	17092859376
TPT(12)	354192074615508497	0 2 12 14 30 32 42 44 90 92 144 146	22709722134
SPT(20)	354192097108172549	0 32 44 50 78 128 188 224 228 260 282 314 318 354 414 464 492 498 510 542	45202386186
SPT(14)	354192122611811747	0 50 84 162 182 194 222 224 252 264 284 362 396 446	70706025384
SPT(16)	354192127224627431	0 20 36 90 110 120 146 168 188 210 236 246 266 320 336 356	75318841068