20210928 11243300 1.0 TRUE Dieser Kartendienst stellt die Bevölkerungsdichte auf Basis von gleichförmigen Rastern mit Rasterbreiten von 100x100m, 250x250m, 500x500m und 1x1km sowie auf Basis der kleinräumigen Gliederung mit den Ebenen Stadtteilen, Statistische Bezirken, Unterbezirken, Baublöcken und Baublockseiten dar. Datengrundlage sind Bevölkerungszahlen des Meldewesens vom 31.12.2025. Hinweis zur statistischen Geheimhaltung: Ziel der statistischen Geheimhaltung ist es, sicherzustellen, dass keine Rückschlüsse von konkreten Ausprägungen an Merkmalskombination auf statistische Einheiten möglich sind (Statistikgeheimnis nach § 16 Bundesstatistikgesetz und § 13 Landesstatistikgesetz NRW). Dies wird durch Anwendung eines Geheimhaltungsverfahrens gewährleistet. Die Bevölkerungszahlen sind so anonymisiert, dass keine Einzelwerte mit "1", "2" und "3" existieren. Diese Methode verändert die Einwohnerwerte maschinell nach unten oder nach oben in die Werte "0" oder "4". Demzufolge sind in der Gesamtsumme auf allen Ebenen geringe Abweichungen von der ursprünglichen Bevölkerungsanzahl möglich. Einwohnerdichte Bevölkerungsdichte Bevölkerung Bevölkerungsdichte 2025 als Raster und auf Ebenen der kleinräumigen Gliederung © Stadt Lünen, CC BY 4.0 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. Bevölkerungsdichte 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