Prime p₀= 584489096801088823 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 36 24 6 48 24 10 38 10 24 48 6 24 36 (?)
a_n: 0 36 60 66 114 138 148 186 196 220 268 274 298 334
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: 334
Found by: Jeff17
db: batch=71, k=14, 36 24 6 48 24 10 38

SPT(14)	584489052659800861	0 28 42 58 60 72 82 156 166 178 180 196 210 238	-44141287962
SPT(14)	584489055195113137	0 6 12 24 42 46 60 76 90 94 112 124 130 136	-41605975686
SPT(14)	584489060322007927	0 52 60 106 120 126 132 190 196 202 216 262 270 322	-36479080896
SPT(14)	584489082674577643	0 10 16 40 78 114 120 184 190 226 264 288 294 304	-14126511180
TPT(12)	584489090718502601	0 2 36 38 60 62 78 80 90 92 240 242	-6082586222
SPT(14)	584489093806424881	0 6 40 78 120 156 198 250 292 328 370 408 442 448	-2994663942
SPT(14)	584489103245184617	0 2 20 44 50 60 74 102 116 126 132 156 174 176	6444095794
TPT(12)	584489115247934711	0 2 90 92 126 128 276 278 300 302 390 392	18446845888
STPT(10)	584489132340361481	0 2 36 38 78 80 120 122 156 158	35539272658
SPT(14)	584489169432272029	0 4 18 28 52 72 78 94 100 120 144 154 168 172	72631183206
SPT(14)	584489175846110669	0 18 72 78 80 114 120 122 128 162 164 170 224 242	79045021846