539333574277https://smlouvy.gov.cz/smlouva/5742772016-11-14T07:59:58+01:00a6ejgmxKrajská správa a údržba silnic Středočeského kraje, příspěvková organizace00066001Zborovská 81/11, 15000 Praha 5, CZ2bw89maCALIPSUM s.r.o.29307163Tyršova 390, 69123, PohořeliceObj-2320/16: II/108 Přistoupim propustek v km cca 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Přistoupim propustek v km cca 19,000.doc2026-05-18T15:52:00+02:0016606a8887abff262b828ca4f65be6ec3d27a277212544b49af8c43a0e7e0f528