Prime p₀= 526762488152959033 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 14 60 22 50 40 2 40 50 22 60 14 10 (?)
a_n: 0 10 24 84 106 156 196 198 238 288 310 370 384 394
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: 394
Found by: LCB001
db: batch=71, k=14, 10 14 60 22 50 40 2

SPT(14)	526762454226704879	0 14 54 68 80 98 150 212 264 282 294 308 348 362	-33926254154
SPT(14)	526762456630465019	0 2 12 18 32 60 68 174 182 210 224 230 240 242	-31522494014
SPT(16)	526762460415466129	0 18 22 30 40 70 108 112 180 184 222 252 262 270 274 292	-27737492904
SPT(16)	526762467302028697	0 4 24 42 54 160 180 186 280 286 306 412 424 442 462 466	-20850930336
SPT(14)	526762478452066777	0 12 16 30 42 46 72 100 126 130 142 156 160 172	-9700892256
SPT(14)	526762486058880151	0 6 22 28 72 126 132 136 142 196 240 246 262 268	-2094078882
SPT(14)	526762494023601049	0 4 34 40 54 58 90 208 240 244 258 264 294 298	5870642016
SPT(14)	526762520680420021	0 6 28 88 90 112 118 180 186 208 210 270 292 298	32527460988
SPT(14)	526762536810493097	0 2 6 20 50 56 72 140 156 162 192 206 210 212	48657534064
SPT(14)	526762556093551009	0 24 64 100 102 138 144 148 154 190 192 228 268 292	67940591976
SPT(14)	526762594988118821	0 30 50 68 78 80 90 170 180 182 192 210 230 260	106835159788