2412375925834947https://smlouvy.gov.cz/smlouva/258349472023-09-21T11:56:11+02:00pzkgw87Centrum dopravního výzkumu, v. v. i.44994575Líšeňská 2657/33a, 63600 Brno, CZ3uxvqtxChicory s.r.o.47904038Staňkova 362/9, Ponava, 60200, Brno1Objednávka číslo 90/23/PR - Překlad knihy Průvodce metodami pro dokumentaci a analýzu poškození vozidel 2023-09-19Objednávka číslo 90/23/PRIng. Eva Kupsová, 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