1775989519104391https://smlouvy.gov.cz/smlouva/191043912022-01-18T11:43:51+01:003tnj7g7Výzkumný ústav rostlinné výroby, v. v. i.00027006Drnovská 507/73, 16100 Praha 6, CZ97hx99yBPT Solution s.r.o.24808466Pod Skalkou 268, Dolní Jirčany, 25244, Psáry1POObjednávka - dodávka vzduchotechniky pro kryobanku a PGI.2022-01-18OB-2022-07000013RNDr. Mikuláš Madaras, 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2022 0013 BPT Solution.docx2026-05-22T18:57:29+02:0016737ea98b30478aba9a4b4e1b923af0402f2868ca4ef7832bb2e1cb3499a3130