88391719526095https://smlouvy.gov.cz/smlouva/95260952019-07-03T09:17:19+02:0025f3x3tZákladní škola Brno, Novoměstská 21, příspěvková organizace70262969Novoměstská 1887/21, 62100 Brno, CZ25f3x3tZákladní škola Brno,Novoměstská 21, p.o.70262969Novoměstská 21 , 621 00 BrnoJan Borovička , podlahářství76510182Bellova 23, Brno, 623 001Podlahářské práce2019-06-26R-05/ZŠ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