Prime p₀= 492035505342960239 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 20 10 8 46 20 46 2 46 20 46 8 10 20 (?)
a_n: 0 20 30 38 84 104 150 152 198 218 264 272 282 302
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: 302
Found by: amazing
db: batch=70, k=14, 20 10 8 46 20 46 2

SPT(14)	492035351518715393	0 48 56 60 68 126 134 180 188 246 254 258 266 314	-153824244846
SPT(14)	492035361644773459	0 22 42 78 94 144 162 220 238 288 304 340 360 382	-143698186780
SPT(14)	492035433629776109	0 2 80 108 120 138 150 152 164 182 194 222 300 302	-71713184130
SPT(14)	492035456905854709	0 4 30 40 70 144 150 184 190 264 294 304 330 334	-48437105530
SPT(14)	492035466276344747	0 30 50 66 84 86 120 170 204 206 224 240 260 290	-39066615492
SPT(14)	492035479218589169	0 14 24 78 108 122 188 234 300 314 344 398 408 422	-26124371070
SPT(14)	492035518231740641	0 32 42 132 158 162 198 272 308 312 338 428 438 470	12888780402
SPT(16)	492035544152021629	0 34 58 60 78 84 114 172 240 298 328 334 352 354 378 412	38809061390
SPT(14)	492035547062525407	0 30 34 36 40 42 96 100 154 156 160 162 166 196	41719565168
SPT(14)	492035575322010121	0 30 52 70 112 160 162 238 240 288 330 348 370 400	69979049882
SPT(16)	492035575426370281	0 10 42 76 108 130 138 150 238 250 258 280 312 346 378 388	70083410042