36235643908760https://smlouvy.gov.cz/smlouva/39087602017-11-29T09:16:36+01:005abj873Česká filharmonie00023264 Česká filharmonie Alšovo nábřeží 12 110 00 Praha 1Machine Learning Prague s.r.o.04744144 Machine Learning Prague s.r.o. Blanická 5/589 120 00 Praha 2 Česká republikaP-2017/194 - konference 24. a 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- MACHINE LEARNING.DOCX2026-06-26T19:11:37+02:0016e5fb1307248eda797f6368adfec76fd6abb8bf4c51b0480a7ac7dea2ff83616