The shifted Lonely Runner Conjecture holds for five runners, with exactly three primitive tight instances, two of which are also tight for the original conjecture.
Linearly- exponential checking is enough for the lonely runner conjecture and some of its vari- ants
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Covering radii of $3$-zonotopes and the shifted Lonely Runner Conjecture
The shifted Lonely Runner Conjecture holds for five runners, with exactly three primitive tight instances, two of which are also tight for the original conjecture.