Prime p₀= 78083188989182029 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 4 24 2 18 10 60 26 60 10 18 2 24 4 (?)
a_n: 0 4 28 30 48 58 118 144 204 214 232 234 258 262
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: LCB001
db: batch=67, k=14, 4 24 2 18 10 60 26

SPT(14)	78083162225404669	0 42 90 100 120 132 160 204 232 244 264 274 322 364	-26763777360
SPT(14)	78083174416382363	0 30 56 60 74 90 114 170 194 210 224 228 254 284	-14572799666
SPT(14)	78083174935806487	0 12 30 46 82 84 102 154 172 174 210 226 244 256	-14053375542
SPT(14)	78083175467835509	0 12 48 54 72 80 98 114 132 140 158 164 200 212	-13521346520
SPT(14)	78083180040034349	0 24 68 78 144 162 188 264 290 308 374 384 428 452	-8949147680
SPT(16)	78083181026400041	0 8 72 90 150 186 192 216 242 266 272 308 368 386 450 458	-7962781988
SPT(14)	78083191774787723	0 6 44 54 68 98 108 146 156 186 200 210 248 254	2785605694
SPT(16)	78083196515990621	0 18 26 128 146 156 168 176 222 230 242 252 270 372 380 398	7526808592
SPT(14)	78083196690412961	0 36 108 110 150 152 176 222 246 248 288 290 362 398	7701230932
SPT(14)	78083217368579281	0 6 36 42 78 106 112 126 132 160 196 202 232 238	28379397252
STPT(10)	78083232359966591	0 2 6 8 18 20 30 32 36 38	43370784562