1279855213726388https://smlouvy.gov.cz/smlouva/137263882020-09-08T13:45:07+02:00cz2mpm8Základní škola Mánesova Otrokovice, příspěvková organizace75020220Mánesova 908, 76502 Otrokovice, CZměsto Otrokovice00284301nám. 3. května 1340, 76502, Otrokovice1Výpočetní technika2020-08-28OBJ20200191/75020220/2020Javoříková Marcela 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výpočetní technika, Město.docx2026-05-17T22:17:10+02:0015a736f0e3393b56e771d0c39027e29423e923096b850e65c71e277f4bdc2fdf8