2435722726079743https://smlouvy.gov.cz/smlouva/260797432023-10-13T09:18:57+02:00ssc3ptkSpojené lesy s.r.o.47674156Palackého 1178/11, 79501 Rýmařov, CZed45ghtLibor Bílek s.r.o.04161068Pod Sokolovnou 244, 79848, Protivanov1POveškeré práce strojem CLASSE , jedná se o veškeré práce spojené s drcením klestu , drcením pařezů a veškeré vegetace(ostružiní,maliní) neumožňujicí obnovu 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Libor 111 2023.docx2026-06-09T22:19:29+02:00197d3bbd6fa03a591a7731e706cf7a599d227a29470571f5394148edb320629b5