2144316123011857https://smlouvy.gov.cz/smlouva/230118572023-01-09T10:11:30+01:006jrbphgMěsto Svitavy00277444T. G. Masaryka 5/35, 56802 Svitavy, CZKamil Kyanka87602539Městečko Trnávka 186, 57101Objednávka-úpravu stropů a stěn na schodišti v budově 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