1533116316507655https://smlouvy.gov.cz/smlouva/165076552021-05-06T12:11:52+02:00yy4mmjsZákladní škola Karlovy Vary, Poštovní 19, příspěvková organizace70933758Poštovní 1743/19, 36001 Karlovy Vary, CZPetr Gurega66368901Počerny 51Dodávka položek k opravě spojovací chodby I. fáze2021-05-06241/2021/ZŠPOŠTMgr. Karel 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smlouva - Petr Gurega - 1. fáze spojovací chodba 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Petr.docx2026-06-12T14:25:04+02:0017a16a97ed4d61a31673d81e72d2c56708acbe968056d8c4631d0d26c559b0ed6