Auch wichtige Ziele wurden definiert
1. In Rheine sollen viele und verschiedene Menschen gut wohnen können.
![](data:image/jpeg;base64,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)
Die Stadt Rheine soll bis 2030 auf rund 83.000 Einwohnerinnen und Einwohner wachsen, indem Menschen nach Rheine ziehen. Für diese Einwohnerzahl müssen neue Wohnungen gebaut werden
- bis 2025 etwa 2.200 Wohnungen
- zwischen 2026 und 2030 etwa 1.100 Wohnungen
Der Wohnraum soll für alle Bevölkerungsgruppen bezahlbar sein durch geförderten Wohnraum sowie moderate Mieten und Baulandpreise. Der Wohnraum soll für alle Bevölkerungsgruppen passend sein, also für
- Alleinstehende
- Paare
- Familien
- Seniorinnen und Senioren
- Menschen mit Handicaps
Ein gutes Miteinander kann nur gelingen, wenn sich unterschiedliche Menschen begegnen: Alte und Junge, Menschen unterschiedlicher Herkunft, Arme und Reiche und so weiter. Deshalb sollen Einfamilienhäuser, Mehrparteienhäuser, Betreutes Wohnen und Singlewohnungen im selben Stadtteil vorkommen. Das nennt man Durchmischung von Nutzungen. Sie wird Rheine spannender, lebendiger und sozial stabiler machen.
2. In Rheine soll alles Wichtige nah sein.
![](data:image/jpeg;base64,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)
In allen Ortsteilen von Rheine sollen sich neue Menschen ansiedeln können. Wichtig ist: Dort sollten auch Geschäfte für Lebensmittel sein, Bushaltestellen und eine Grundschule.
Die neue Siedlungsentwicklung soll dem Prinzip einer kompakten Stadt folgen: Dadurch wird Fläche eingespart – diese bleibt zum Beispiel für die Natur und die Landwirtschaft. Rheine plant daher eine behutsame Nachverdichtung: Grünverluste sollen möglichst vor Ort wieder ausgeglichen werden.
Außerdem wird Rheine so zu einer Stadt der kurzen Wege. Eine wohnungsnahe Infrastruktur verbessert das Wohnen – bis ins hohe Alter. Wohnungsnahe Geschäfte, Ärzte und so weiter müssen durch die Stadt Rheine unterstützt werden. Wo dies nicht möglich ist, können digitale Technologien den Menschen ein gutes Wohnen auch an diesen Orten ermöglichen.
3. Rheine soll schön bleiben.
Nachverdichtung verändert die Baustruktur. Die Stadt Rheine möchte ausreichend bezahlbare Wohnungen schaffen und gleichzeitig vorsichtig mit Stadtstrukturen umgehen. Deshalb wird jeweils im Einzelfall über die Art der Nachverdichtung entschieden. Gebäude, die das Stadtbild prägen, sollen besonders geschützt werden. Auch neue Gebäude sollen außerdem schön gestaltet werden und zur Baukultur von Rheine passen.
Ein grünes Wohnumfeld gehört zu einem guten Wohnen dazu. Die Natur in Wohngebieten soll daher erhalten und gestärkt werden. Neu- und Umbauten sollen zudem ökologisch und klimafreundlich sein. Der Einsatz erneuerbarer Energien und umweltfreundliche Bauweisen werden unterstützt. Das erfordert heute beim Bauen mehr Geld, bringt aber langfristig größere Vorteile und Einsparungen.