Prime p₀= 584488985457803243 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 44 4 20 6 24 18 22 18 24 6 20 4 44 (?)
a_n: 0 44 48 68 74 98 116 138 156 180 186 206 210 254
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: 254
Found by: Jeff17
db: batch=71, k=14, 44 4 20 6 24 18 22

SPT(14)	584488899734405137	0 10 24 30 52 64 124 180 240 252 274 280 294 304	-85723398106
SPT(14)	584488912298593153	0 10 18 60 66 78 106 210 238 250 256 298 306 316	-73159210090
SPT(14)	584488918268975719	0 4 48 52 60 70 90 112 132 142 150 154 198 202	-67188827524
SPT(14)	584488963372061833	0 16 40 64 70 94 106 114 126 150 156 180 204 220	-22085741410
SPT(14)	584488970226466423	0 6 24 28 30 70 88 96 114 154 156 160 178 184	-15231336820
SPT(14)	584488970584039667	0 20 44 152 180 182 216 290 324 326 354 462 486 506	-14873763576
TPT(12)	584488997087440799	0 2 12 14 132 134 210 212 222 224 228 230	11629637556
SPT(14)	584489021566503269	0 2 12 20 54 90 104 138 152 188 222 230 240 242	36108700026
SPT(14)	584489052659800861	0 28 42 58 60 72 82 156 166 178 180 196 210 238	67201997618
SPT(14)	584489055195113137	0 6 12 24 42 46 60 76 90 94 112 124 130 136	69737309894
SPT(14)	584489060322007927	0 52 60 106 120 126 132 190 196 202 216 262 270 322	74864204684