Prime p₀= 512819364065441581 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 22 60 18 6 14 6 10 6 14 6 18 60 22 (?)
a_n: 0 22 82 100 106 120 126 136 142 156 162 180 240 262
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: 262
Found by: Jeff17
db: batch=71, k=14, 22 60 18 6 14 6 10

SPT(14)	512819200195222759	0 12 70 90 108 150 160 192 202 244 262 282 340 352	-163870218822
SPT(16)	512819277638721661	0 10 28 60 88 108 112 126 142 156 160 180 208 240 258 268	-86426719920
SPT(14)	512819316427511641	0 22 120 150 162 190 220 312 342 370 382 412 510 532	-47637929940
SPT(14)	512819325587124233	0 18 20 38 56 68 74 90 96 108 126 144 146 164	-38478317348
SPT(14)	512819337019443347	0 20 60 104 122 132 144 182 194 204 222 266 306 326	-27045998234
SPT(14)	512819356302965519	0 2 12 68 80 98 132 188 222 240 252 308 318 320	-7762476062
SPT(14)	512819367193711141	0 6 36 40 42 48 82 126 160 166 168 172 202 208	3128269560
SPT(14)	512819367906308539	0 24 42 52 60 72 94 108 130 142 150 160 178 202	3840866958
SPT(14)	512819372590429937	0 14 26 30 36 54 60 86 92 110 116 120 132 146	8524988356
SPT(14)	512819392954321759	0 4 22 52 78 94 108 124 138 154 180 210 228 232	28888880178
SPT(14)	512819412805827793	0 18 46 54 94 106 130 144 168 180 220 228 256 274	48740386212