16741901807234https://smlouvy.gov.cz/smlouva/18072342017-04-26T23:00:36+02:00yb9j9byVYSOKÉ UČENÍ TECHNICKÉ V BRNĚ00216305Antonínská 548/1, Brno 601 90Nakladatelství VUTIUMÚstav fyziky materiálů AV ČR68081723Žižkova 22 , 616 62 Brno-střed CZuvedení tří stran v publikaci Lineární lomová mechanika 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