82912678947283https://smlouvy.gov.cz/smlouva/89472832019-05-06T07:32:24+02:00v63ibakLesy a rybníky města Českých Budějovic s.r.o.25154427Jar. Haška 1588/4, 37004 České Budějovice, CZkb4fgsjPetr Kopřiva68532016Byňov 1, 37401, Nové Hrady1Smlouva o 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