54907675911871https://smlouvy.gov.cz/smlouva/59118712018-06-19T13:51:16+02:00z49per3Státní pozemkový úřad01312774Husinecká 1024/11a, 13000 Praha 3, CZNovák Jaroslav 1980Šumice, 68731Smlouva o převodu pozemku - nemovitost v k.ú. Horní Dlouhá 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