14289061543518https://smlouvy.gov.cz/smlouva/15435182017-03-24T10:20:09+01:00d9xmtd6Základní škola T.G.Masaryka Poděbrady, Školní 556, Okres Nymburk61631477Školní 556/1, 29001 Poděbrady, CZ127t9x4vMgr. Tomáš Doležal45756473Safírová 612, Struhařov, 25168, Kamenice1Smlouva o zajištění ubytování a stravování pro kurz k volbě povolání žáků 8. ročníku2017-03-10Ing. Piskačová 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Penzion Skalka.doc2026-06-18T07:19:51+02:0013c3ba6574da7391bcdd82dffd7e88af6fc3c89b6fc8a5b653e20798e51ba7d39