<?xml version="1.0" encoding="UTF-8"?>
<zaznam xmlns="http://portal.gov.cz/rejstriky/ISRS/1.2/"><data><identifikator><idSmlouvy>17359483</idSmlouvy><idVerze>18678303</idVerze></identifikator><odkaz>https://smlouvy.gov.cz/smlouva/18678303</odkaz><casZverejneni>2021-12-09T13:55:45+01:00</casZverejneni><smlouva><subjekt><datovaSchranka>2pskkd4</datovaSchranka><nazev>Galerie výtvarného umění v Chebu, příspěvková organizace Karlovarského kraje</nazev><ico>00369021</ico><adresa>náměstí Krále Jiřího z Poděbrad 10/16, 35002 Cheb, CZ</adresa></subjekt><smluvniStrana><nazev>Petr Kolář</nazev><ico>65014081</ico><adresa>Podbranská 58 Horažďovice 341 01</adresa></smluvniStrana><predmet>Grafické práce k výstavám</predmet><datumUzavreni>2021-12-02</datumUzavreni><cisloSmlouvy>211062021</cisloSmlouvy><hodnotaVcetneDph>72116</hodnotaVcetneDph></smlouva><prilohy><priloha><data>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</data><hash algoritmus="sha256">70da98391194c40c8df0882b0af45688d27f9d1cb7876356116412f3ad5389e6</hash><nazevSouboru>FP 10024120 Kolář 72116 grafické práce.docx</nazevSouboru></priloha></prilohy><casGenerovani>2026-06-27T20:32:38+02:00</casGenerovani><platnyZaznam>0</platnyZaznam></data><potvrzeni><hash algoritmus="sha256">2be24941660a5b10aa4570a12deaa905be30a433aba6b3532dc4e8371760831a</hash><elektronickaZnacka/></potvrzeni></zaznam>
