1052963211332336https://smlouvy.gov.cz/smlouva/113323362020-01-10T09:09:26+01:00w4ahm3mZákladní škola a Mateřská škola Mladá Boleslav, 17. listopadu 1325, příspěvková organizace7503407717. listopadu 1325, 29301 Mladá Boleslav, CZpt9u2jcPROFIMEDIA s.r.o.41032098třída Spojenců 550/18, Předměstí, 74601, Opava1Nákup senzorů pro výuku fyziky2019-12-30634119Mgr. 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Profimedia.docx2026-06-22T07:41:54+02:001ee6f4d2861b27c7537f32cf071e4b0757dfc6750e2ff6be01a42a28cc0a00084