2033848121846433https://smlouvy.gov.cz/smlouva/218464332022-10-03T09:15:14+02:0037gj9fmOstravská univerzita61988987Dvořákova 7, 701 03 Ostrava 1z4e6yc724 VISION a.s.08233071Riegrova 832, 738 01 Frýdek-MístekObjednávka - Analýza a architektura NN pro klasifikační vady2022-09-2694410 (SML/9403/0010/22)ŠTĚPNIČKA Martin, doc. RNDr., 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