252585270697https://smlouvy.gov.cz/smlouva/2706972016-09-21T10:31:28+02:009tmj9e4Masarykova univerzita00216224Žerotínovo náměstí 617/9, 60200 Brno, CZhdrvhcuEdenred CZ s.r.o.24745391Na poříčí 1076, 11000 PrahaObjednavka Stravenek Říjen 2016 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