1909684320513863https://smlouvy.gov.cz/smlouva/205138632022-05-30T12:13:33+02:00qgd955uSpeciální základní škola, mateřská škola a praktická škola Moravská Třebová62033034Komenského 287/26, 57101 Moravská Třebová, CZzucs3g6Petr Kuba, s.r.o.26830329Okružní 186/15, 78985, Mohelnice1Smlouva o zajištění školy v přírodě2022-05-12Cena se bude dle počtu účastníků školy v 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škola v přírodě 23.5.-27.5. 2022.docx2026-07-19T09:01:32+02:00164675e94736ae8745020b7695eda3c3a0336035b171c75783c4fce52c7b58d8b