2866087230633360https://smlouvy.gov.cz/smlouva/306333602024-10-21T13:21:10+02:00fmcmjzxZákladní škola, Brno, Masarova 11, příspěvková organizace44994044Masarova 2360/11, 62800 Brno, CZJosef Figura12089664Malá Morávka 256, 793 36 Malá MorávkaPFOSmlouva LVK Figura II.stupeň 20252024-10-11Nelze předem 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LVK Figura II.stupeň 2025.docx2026-05-19T20:12:54+02:001c20ed3cd2bcb075e77e9a964b73a99f99bba46b586f44bc029687b2625d49cc8