67321677270899https://smlouvy.gov.cz/smlouva/72708992018-11-09T10:20:48+01:00s8hu3diZákladní škola Přerov, Velká Dlážka 547858354Velká Dlážka 914/5, 75002 Přerov, CZMgr. Jaroslav Hýzl43542743Kosmákova 56, PřerovPlavecký výcvik 2018/2019 II. 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