Es ist eine Premiere für den Altdorfer Künstler Eberhard Holter, denn diese vier Bilder konnte er bisher nie zusammen ausstellen – sie sind so groß, dass es keinen geeigneten Ausstellungsraum dafür gab.
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)
Im Kulturtreff ist es nun möglich. Unter dem Titel „Einhundertsechzig im Quadrat mal vier, Malerei Konkret“ werden Holters Werke gezeigt. Er malte sie in den frühen 1990er Jahren, als er sich zum Ende seines Studiums an der Akademie der Bildenden Künste in München auch für Konkrete Kunst interessierte.
Holter freut sich: „Eines der Bilder war beim 1. Kunstpreis der Nürnberger Nachrichten im Jahr 1993 in Schloss Pommersfelden ausgestellt. Jetzt alle vier zusammen!“
Die vier Arbeiten sind mit Ölfarben auf Leinwand gemalt. Die Gemälde können zu den üblichen Öffnungszeiten der Stadtbücherei betrachtet werden.