Prime p₀= 99841764065985833 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 20 18 12 16 20 40 2 40 20 16 12 18 20 (?)
a_n: 0 20 38 50 66 86 126 128 168 188 204 216 234 254
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=67, k=14, 20 18 12 16 20 40 2

SPT(14)	99841733690435293	0 16 60 96 100 118 130 156 168 186 190 226 270 286	-30375550540
SPT(14)	99841738401476777	0 26 56 62 80 90 96 116 122 132 150 156 186 212	-25664509056
SPT(14)	99841743019763981	0 8 60 68 78 90 110 126 146 158 168 176 228 236	-21046221852
SPT(16)	99841744158766171	0 6 16 30 42 72 100 130 132 162 190 220 232 246 256 262	-19907219662
SPT(14)	99841750683680297	0 24 32 42 50 56 132 134 210 216 224 234 242 266	-13382305536
SPT(16)	99841760513561401	0 18 40 70 76 102 112 142 156 186 196 222 228 258 280 298	-3552424432
SPT(16)	99841769474504069	0 38 50 60 110 122 138 162 290 314 330 342 392 402 414 452	5408518236
TPT(12)	99841776758395799	0 2 78 80 240 242 288 290 462 464 492 494	12692409966
TPT(12)	99841793849871179	0 2 30 32 72 74 78 80 138 140 150 152	29783885346
TPT(12)	99841808620903001	0 2 120 122 186 188 198 200 240 242 246 248	44554917168
SPT(14)	99841820715841987	0 4 12 24 34 60 72 112 124 150 160 172 180 184	56649856154