Prime p₀= 527645869133465557 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 16 24 6 48 6 2 22 2 6 48 6 24 16 (?)
a_n: 0 16 40 46 94 100 102 124 126 132 180 186 210 226
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: 226
Found by: =Lupus=
db: batch=71, k=14, 16 24 6 48 6 2 22

SPT(14)	527645828724212573	0 26 90 96 104 114 138 146 170 180 188 194 258 284	-40409252984
SPT(16)	527645834677143493	0 34 64 70 138 154 204 216 268 280 330 346 414 420 450 484	-34456322064
TPT(12)	527645838566863649	0 2 48 50 78 80 90 92 138 140 150 152	-30566601908
SPT(16)	527645843722693987	0 16 40 64 120 132 162 166 240 244 274 286 342 366 390 406	-25410771570
TPT(12)	527645848703219159	0 2 60 62 90 92 138 140 210 212 258 260	-20430246398
SPT(14)	527645866585818511	0 12 76 82 112 126 138 160 172 186 216 222 286 298	-2547647046
TPT(12)	527645876262789719	0 2 42 44 78 80 138 140 162 164 210 212	7129324162
TPT(12)	527645901192476681	0 2 30 32 96 98 168 170 180 182 198 200	32059011124
SPT(14)	527645926784741197	0 6 42 60 66 70 82 144 156 160 166 184 220 226	57651275640
SPT(14)	527645933223035551	0 28 40 66 88 100 112 126 138 150 172 198 210 238	64089569994
TPT(12)	527645955761238311	0 2 30 32 48 50 96 98 186 188 336 338	86627772754