3511826937399673https://smlouvy.gov.cz/smlouva/373996732026-04-01T07:01:08+02:00juechzwTechnické služby Karviná, a.s.65138082Bohumínská 1878/6, 73506 Karviná, CZHEMAPO Company, s.r.o.29459974Gregora Tajovského 390/15, Polanka nad Odrou, 72525, Ostrava1POCeloroční objednávka2026-03-31260106Ing. Zbyněk Gajdacz, MPA50001Neznalost přesné částky, předpoklad nad 50 tisíc bez 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260106 (HEMAPO).docx2026-06-16T07:41:44+02:001c9a0d7bc2363773afbabbd0d0723321b654abef1d40a17516d5048dbecf1dc4a