46533565018856https://smlouvy.gov.cz/smlouva/50188562018-03-20T16:30:32+01:00qyu26zzVšeobecná fakultní nemocnice v Praze00064165U Nemocnice 499/2, 128 08 Praha 2TUSchindler CZ, a.s.27127010Walterovo náměstí, 15800 PrahaÚdržba a servis výtahů ve 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