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As the clock frequencies used in industrial applications increase, the timing requirements on routing problems become tighter, and current routing tools cannot successfully handle these constraints any more. In this paper, the authors focus on the high-performance single-layer bus routing problem, where the objective is to match the lengths of all nets belonging to each bus. An effective approach to solve this problem is to allocate extra routing resources around short nets during routing, and use those resources for length extension afterwards. First, a provably optimal algorithm for routing nets with minimum-area maximum-length constraints is proposed. Then, this algorithm is extended to the case where minimum constraints are given as exact length bounds, and it is also proven that this algorithm is near-optimal. Both algorithms proposed are shown to be scalable for large circuits, since the respective time complexities are O(A) and O(AlogA), where A is the area of the intermediate region between chips.