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<idAbs>Dieser Dienst zeigt die Statistikbezirke der Stadt Lünen. Die Einteilung erfolgt in fünf Ebenen/Raumtypen. Raumtyp 1: Stadt (ST), Raumtyp 2: Stadtteile (STT), Raumtyp 3: Statistische Bezirke (SB), Raumtyp 4: Unterbezirke (UB) und Raumtyp 5: Baublöcke (BB). Die sozialräumliche Gliederung bildet die Grundlage für die räumliche Auswertung von Sozialdaten. </idAbs>
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<keyword>Sozialstatistik</keyword>
<keyword>Statistikbezirke</keyword>
<keyword>Sozialräumliche Gliederung</keyword>
<keyword>Baublöcke</keyword>
<keyword>Unterbezirke</keyword>
<keyword>Statistische Bezirke</keyword>
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<idPurp>Sozialräumliche Gliederung in fünf Raumtypen: Stadtteile, Statistische Bezirke, Unterbezirke, Baublöcke</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>Sozialräumliche Gliederung</resTitle>
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</Data>
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