Prime p₀= 113134100038059019 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 12 50 6 12 18 136 18 12 6 50 12 10 (?)
a_n: 0 10 22 72 78 90 108 244 262 274 280 330 342 352
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: 352
Found by: pelpolaris
db: batch=67, k=14, 10 12 50 6 12 18 136

SPT(14)	113134057303278227	0 24 56 62 132 150 194 222 266 284 354 360 392 416	-42734780792
SPT(14)	113134070174460931	0 10 52 60 100 102 112 126 136 138 178 186 228 238	-29863598088
SPT(14)	113134072270624819	0 22 84 100 112 142 150 154 162 192 204 220 282 304	-27767434200
SPT(14)	113134075553134451	0 2 6 26 56 62 90 98 126 132 162 182 186 188	-24484924568
SPT(14)	113134089178380157	0 6 34 42 72 90 94 132 136 154 184 192 220 226	-10859678862
TPT(16)	113134092578360459	0 2 60 62 102 104 132 134 138 140 270 272 312 314 420 422	-7459698560
SPT(14)	113134129106322323	0 30 38 48 54 80 96 98 114 140 146 156 164 194	29068263304
SPT(14)	113134147207888753	0 60 100 144 174 178 216 238 276 280 310 354 394 454	47169829734
SPT(14)	113134161982268429	0 8 32 74 80 92 120 122 150 162 168 210 234 242	61944209410
SPT(14)	113134162733674963	0 4 18 58 96 136 154 240 258 298 336 376 390 394	62695615944
SPT(14)	113134170199983217	0 4 6 24 42 52 54 82 84 94 112 130 132 136	70161924198