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    what is the size of tPortland's Mills End Park, the smallest park in the world?

    0  Views: 704 Answers: 1 Posted: 12 years ago

    1 Answer

    Mill Ends Park (sometimes mistakenly called Mill's End Park) is a tiny urban park located in the median strip of SW Naito Parkway, approaching esplanade along the Willamette River near SW Taylor Street in downtown Portland, OregonUnited States. The park is a small circle 2 ft (0.61 m) across, with a total area of 452 sq in (0.292 m2). It is the smallest park in the world, according to the Guinness Book of Records, which first granted it this recognition in 1971.


    Read more here>>http://en.wikipedia.org/wiki/Mill_Ends_Park


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