Prime p₀= 9590160444074923 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 16 2 52 6 20 4 14 4 20 6 52 2 16 (?)
a_n: 0 16 18 70 76 96 100 114 118 138 144 196 198 214
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: Agus
db: batch=62, k=14, 16 2 52 6 20 4 14

SPT(14)	9590116967819119	0 12 18 40 102 130 138 172 180 208 270 292 298 310	-43476255804
SPT(14)	9590131835880877	0 10 12 24 52 66 72 124 130 144 172 184 186 196	-28608194046
SPT(14)	9590132970164683	0 10 66 88 118 138 144 160 166 186 216 238 294 304	-27473910240
SPT(14)	9590153443143307	0 6 40 42 60 72 102 154 184 196 214 216 250 256	-7000931616
SPT(14)	9590156008183771	0 12 30 42 82 88 132 166 210 216 256 268 286 298	-4435891152
SPT(14)	9590159135352841	0 82 106 112 132 160 162 166 168 196 216 222 246 328	-1308722082
SPT(14)	9590175137345599	0 40 52 90 108 112 118 144 150 154 172 210 222 262	14693270676
TPT(12)	9590179079059517	0 2 30 32 120 122 162 164 204 206 222 224	18634984594
SPT(14)	9590189347115731	0 6 18 22 40 48 58 60 70 78 96 100 112 118	28903040808
SPT(14)	9590200811436697	0 22 64 90 102 112 126 160 174 184 196 222 264 286	40367361774
SPT(14)	9590203510843597	0 10 24 42 64 70 124 132 186 192 214 232 246 256	43066768674