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{"ops":[{"insert":"There are n galaxies connected by m intergalactic teleport-ways. Each\n\nteleport-way joins two galaxies and can be traversed in both directions.\n\nHowever, the company that runs the teleport-ways has established an\n\nextremely lucrative cost structure: Anyone can teleport further from their\n\nhome galaxy at no cost whatsoever, but teleporting toward their home galaxy\n\nis prohibitively expensive.\n\nJudy has decided to take a sabbatical tour of the universe by visiting as\n\nmany galaxies as possible, starting at her home galaxy. To save on travel\n\nexpenses, she wants to teleport away from her home galaxy at every step,\n\nexcept for the very last teleport home.\n\n(a) Describe and analyze an algorithm to compute the maximum number of\n\ngalaxies that Judy can visit. Your input consists of an undirected graph G\n\nwith n vertices and m edges describing the teleport-way network, an\n\ninteger 1 <= s <= n identifying Judy\u2019s home galaxy, and an array D[1 .. n]\n\ncontaining the distances of each galaxy from s\n"}]}

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