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The all-bidirectional-edges problem is to find an edge-labeling of an undirected networkG=(V, E), with a source and a sink, such that an edgee=uv inE is labeled 〈u, v〉 or 〈u, u〉 (or both) depending on the existence of a (simple) path from the source to the sink traversinge, that visits the verticesu andv in the orderu, v orv, u respectively. The best-known… (More)