Ein Gewölbe Ein Gewölbe ist eine nach oben gewölbte Gebäudedecke, die nicht flach auf den Wänden aufliegt. Die Gewölbetypen entwickeln sich im Laufe der Architekturgeschichte zu immer komplizierteren Formen. ![](data:image/png;base64,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) Stiftskirche Hat ein Gewölbe zwei gleich lange parallele Widerlager, so nennt man das Tonnengewölbe. Ein Tonnengewölbe ist gerade, wenn es einen rechteckigen Grundriss hat. In der Stiftskirche Muri Gries ist die Decke bemalt, als ob die Kirche höher wäre. Die gemalten Menschen schauen auf uns herab und scheinen zu schweben. Pfarrkirche Um 1414 baute man den gotischen Chor an die Kirche an. Im Laufe des 16.Jahrhunderts wurde die romanische Kirche umgestaltet, indem man ein Sternrippengewölbe einzog.
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