3428151736526733https://smlouvy.gov.cz/smlouva/365267332026-01-26T09:58:22+01:00u65yvs3Základní škola Vyškov, Morávkova 40, příspěvková organizace46271040Morávkova 492/40, 68201 Vyškov, CZu65yvs3Základní škola Vyškov, Morávkova 40, příspěvková organizace46271040Morávkova 492/40, Dědice, 68201, VyškovRadek Soural 72335840Palánek 250/1, 682 01 Vyškov 1PFOObjednávka na opravu rozběhové dráhy 2025-12-31Mgr. 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rozběhová dráha oprava.docx2026-05-25T08:47:21+02:001c199539e9712744d68e52dea11b13f130a0806f1df56e55c4417b83be76ae6b3