3297191335155997https://smlouvy.gov.cz/smlouva/351559972025-10-10T10:00:23+02:00a89bwi8Statutární město Karlovy Vary00254657Moskevská 2035/21, Karlovy Vary, 360 01 Karlovy Vary 1, Karlovy Vary, Karlovarský kraj, Česká republikaOdbor rozvoje a investic12bjddbuatelier světelné techniky s.r.o.24302741Braškovská 368/1, Praha 6, Liboc, 161 00 Praha 6141Objednávka- rozdělění PDPS na III.etapy - ZŠ Libušina - elektroinstalace2025-10-09OBJ35-47611/2025Ing. Daniel 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a066a785774d485e076a208086c320af1b2eb28309ca013dd7e50ff476650107Ateliér světelné techniky - ZŠ Libušina, elektroinstalace , rozdělení PDPS.docx2026-08-02T10:02:58+02:0012403b45c399cc7fa24e88794fbf3715fe670caae0351e9045b7308112ca39f7d