3087847632965972https://smlouvy.gov.cz/smlouva/329659722025-04-17T14:52:38+02:003bmpeneMateřská škola Sokolov, Karla Havlíčka Borovského 152760611693Karla Havlíčka Borovského 1527, 35601 Sokolov, CZ3bmpeneMateřská škola Sokolov, Karla Havlíčka Borovského 152760611693Karla Havlíčka Borovského 1527, 35601, SokolovPOztjthzeBegast Group s.r.o.01568396Jaurisova 515/4, Michle, 14000, Praha 41konvektomat Unox XEVC-0711-EPLM2025-03-29Zímová, Benešovský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7061711d4e448a33bbdb90748424815301d6ed1c4b0023b5eb2a5e671af68c42Objednávka konvektomat strojově čitelná.docx2026-05-31T17:46:10+02:001ffce943c9027de455ca959bfe716b8d0e545ef83d263f265f815df5954e9201d