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<idAbs>Dieser Kartendienst zeigt die Einteilung der Stimmbezirke und Abstimmungslokale für die Abstimmung über die Bürgerentscheide "238 Aufhebung der Aufstellung des Bebauungsplans "Gewerbegebiet Klöters Feld" " und "239 Aufhebung der Aufstellung des Bebauungsplans "Gewerbegebiet Derner Straße" " am 11. Dezember 2022.</idAbs>
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<keyword>Bürgerbegehren</keyword>
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<keyword>Stimmbezirke</keyword>
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<idPurp>Bürgerentscheide Klöters Feld und Derner Straße</idPurp>
<idCredit>© Stadt Lünen, CC BY 4.0</idCredit>
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<useLimit>Die Daten sind gebührenfrei und lizenziert unter der Lizenz Creative Commons Namensnennung 4.0, CC BY 4.0 (https://creativecommons.org/licenses/by/4.0/deed.de). Es gelten die Bedingungen für die Nutzung von Geodaten der Stadt Lünen unter https://www.luenen.de/gis-nutzungsbedingungen. Bei einer Weiterverwendung muss die Quellenangabe „© Stadt Lünen, CC BY 4.0“ entsprechend den Lizenzbestimmungen erfolgen.</useLimit>
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<resTitle>Bürgerentscheide Klöters Feld und Derner Straße</resTitle>
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</Data>
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