Prime p₀= 219718184490196033 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 40 8 16 24 2 22 2 24 16 8 40 6 (?)
a_n: 0 6 46 54 70 94 96 118 120 144 160 168 208 214
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: 214
Found by: paulteo
db: batch=69, k=14, 6 40 8 16 24 2 22

SPT(14)	219718108954900639	0 40 72 84 124 142 150 172 180 198 238 250 282 322	-75535295394
SPT(14)	219718112491088891	0 18 72 102 110 128 150 170 192 210 218 248 302 320	-71999107142
SPT(14)	219718143154571669	0 12 32 38 54 60 80 102 122 128 144 150 170 182	-41335624364
SPT(14)	219718147800418373	0 108 120 164 170 176 198 296 318 324 330 374 386 494	-36689777660
SPT(14)	219718172754489133	0 28 54 70 106 138 154 180 196 228 264 280 306 334	-11735706900
SPT(16)	219718176076211513	0 8 30 38 44 60 74 86 108 120 134 150 156 164 186 194	-8413984520
SPT(14)	219718199366734469	0 24 62 90 92 98 104 108 114 120 122 150 188 212	14876538436
SPT(14)	219718204771037633	0 14 24 30 44 50 90 128 168 174 188 194 204 218	20280841600
TPT(12)	219718217125823147	0 2 30 32 84 86 114 116 132 134 174 176	32635627114
SPT(14)	219718220918313349	0 58 60 78 84 100 148 150 198 214 220 238 240 298	36428117316
SPT(14)	219718237593432241	0 10 28 46 72 82 132 136 186 196 222 240 258 268	53103236208