3585940938172941https://smlouvy.gov.cz/smlouva/381729412026-05-29T07:19:01+02:005bdnnuzJazykové gymnázium Pavla Tigrida, Ostrava-Poruba, příspěvková organizace61989011Gustava Klimenta 493/3, 70800 Ostrava, CZfb4ewyyAsseco Solutions, a.s.64949541Zelený pruh 1560/99, Braník, 14000, Praha 4POObjednávka modulů a školení 2026-05-28obj. 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Asseco Solutions.docx2026-06-06T14:19:33+02:00159b1bf3d38228b029951592ba786d0ddf91c70509cb6e8cc00986800ad39c869