3553836937974745https://smlouvy.gov.cz/smlouva/379747452026-05-15T09:06:57+02:00es5bv8qStatutární město Karviná00297534Fryštátská č. p. 72/1, Fryštát, 73301 Karviná 1oddělení sociálního plánování a podporyjpp32cbMgr. Tomáš Zmija04301382Hlavní třída č. p. 1030/41, 70800 Ostrava 8O dílo a obdobné (nákup služby) - Smlouva o poskytování služeb - facilitace případových konferencí OSPOD2026-05-04SML-0838-2026Smužová Martina, Mgr., 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39bc0cff13e20cec51aee0d7686f83fc809aea02cecf523bee3de2c4c348e0a0SML-0838-2026-A.docx2026-05-20T01:00:00+02:001f3f81cf8ee8b62c3c1768770d648be66d34b7b1641a210b8faad186b73a2cdd2