Prime p₀= 107801967461350873 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 18 10 6 6 6 14 4 14 6 6 6 10 18 (?)
a_n: 0 18 28 34 40 46 60 64 78 84 90 96 106 124
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: 124
Found by: RFGuy_KCCO
db: batch=67, k=14, 18 10 6 6 6 14 4

SPT(14)	107801867992708871	0 18 38 48 56 66 72 176 182 192 200 210 230 248	-99468642002
SPT(14)	107801870695456459	0 34 42 64 82 112 142 222 252 282 300 322 330 364	-96765894414
TPT(12)	107801897754771917	0 2 12 14 54 56 72 74 90 92 210 212	-69706578956
SPT(14)	107801901436605251	0 38 50 72 122 128 176 282 330 336 386 408 420 458	-66024745622
SPT(14)	107801932873443961	0 42 48 102 118 126 136 162 172 180 196 250 256 298	-34587906912
SPT(14)	107801955711265411	0 10 16 22 52 72 96 112 136 156 186 192 198 208	-11750085462
SPT(14)	107801967699301927	0 6 42 52 76 100 102 160 162 186 210 220 256 262	237951054
SPT(14)	107801988697157191	0 6 42 120 156 166 198 370 402 412 448 526 562 568	21235806318
SPT(14)	107801998469532617	0 54 60 104 122 132 134 150 152 162 180 224 230 284	31008181744
SPT(14)	107802006117546361	0 10 18 52 106 192 228 340 376 462 516 550 558 568	38656195488
SPT(14)	107802008552490953	0 24 56 96 114 126 134 186 194 206 224 264 296 320	41091140080