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Shortest-possible walking tour to 81,998 bars in South Korea

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Re: Shortest-possible walking tour to 81,998 bars in South Korea

#22

Earlier quoted context omitted.

One would hope with 5x fewer people!

I think it’s far fewer, probably under 5,000 if we are really talking about “bars” and not any ole liquor licensed establishment such as a restaurant…

It seems like you're pretty close with that guess.

https://www.ibisworld.com/us/industry/ohio/bars-nightclubs/1... (2025) estimates there are about 3,000 "bars and nightclubs" in Ohio.

And https://vinepair.com/articles/map-states-with-most-bars/ (2022) estimates there are 1800 bars in Ohio, apparently placing it in the Top 10 of states with the most bars.

Re: Shortest-possible walking tour to 81,998 bars in South Korea

#23

I am overwhelmed with the thought of nearly 82 thousand bars within a country roughly the size of Ohio.

Looks like they got their hands on a dataset of every restaurant that is licensed to serve alcohol -- or at least a decent subset of such restaurants, filtered by menu or whatever.

I checked a few dots near where I live and they're all fried chicken joints. Yeah, we do love chimaek around here. :)

Re: Shortest-possible walking tour to 81,998 bars in South Korea

#25

[flagged]

Not sure what you expected to get. The Concorde TSP solver is an exact solver that uses branch and bound search, it will return either a solution with a specified bound or the optimal bound. They provide the dataset and the solution they found (and I believe their solver is open source), if you don't believe them you can go ahead and find a better tour.

Re: Shortest-possible walking tour to 81,998 bars in South Korea

#26
post #25

[flagged]

Not sure what you expected to get. The Concorde TSP solver is an exact solver that uses branch and bound search, it will return either a solution with a specified bound or the optimal bound. They provide the dataset and the solution they found (and I believe their solver is open source), if you don't believe them you can go ahead and find a better tour.

I also expected to get an actual proof.

Re: Shortest-possible walking tour to 81,998 bars in South Korea

#28

I'm impressed they found a dataset this hard, but not much harder. It's a delicate balance between beating the last Traveling Salesman hiscore (Netherlands), and never finishing your compute

Do we know they didn’t just prune problematic bars from the dataset until they found a one with a solution?
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