3237585334533529https://smlouvy.gov.cz/smlouva/345335292025-08-22T13:13:33+02:009vmuwzhStřední průmyslová škola Otrokovice00128198tř. Tomáše Bati 1266, 76502 Otrokovice, CZkepxrmtRISE s.r.o.49970135Zlín-Mladcová, F. Bartoše 359, PSČ 760 011POProvedení maleb, nátěrů a opravy omítek2025-08-14SŘ/2567/2025Mgr. Libor Basel, 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maleb, nátěrů a oprav 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nabídka.doc2026-06-04T02:09:04+02:001c37bb90171455a4cb2e720916c84b613f63706ee6559067e0494a594846f09df