17477941885990https://smlouvy.gov.cz/smlouva/18859902017-05-09T08:40:06+02:00vyhmjuxStřední škola - Centrum odborné přípravy technické Kroměříž00568945Nábělkova 539/3, 76701 Kroměříž, CZezm2kahTEMINI Stav s.r.o.03987752Kotojedská 434/17D, 76701, Kroměříž1Smlouva o dílo 17TE0003 oprava sníženého 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