3D Interactive Museums


Kurt Wenner’s 3D Interactive museums set the trend for interactive art that you can touch and photograph. His artwork creates a fully immersive experience that will have you confronting wild animals, soaring over cities, painting the Mona Lisa, and getting up to endless fun.

This new approach also includes some of the world’s most famous masterpieces. Wenner’s art takes the work from static to engaging. As a leader in arts education, Wenner’s innovative designs not only delight, they make art accessible in a way as never before. Through hands-on interaction, you will learn to see art in a whole new way.

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Kurt Wenner's

3D Art Creations

Three-dimensional street painting is my own invention. I created it by studying a type of anamorphism that existed in the 17th century. For several decades artists designed large works to be seen from one specific point of view. I was invited to climb the scaffolding in several churches to see he frescos up close during the restorations. I even touched the Sistine Chapel ceiling. On some of the baroque ceilings I noticed that the figures were elongated to appear normal from the ground. I was aware that my street paintings were subject to similar viewing circumstances ⁠— people looked at the work from an angle rather than straight-on.

I started creating my particular perspective geometry by adjusting the proportions of the painted forms to accommodate the viewpoints of the spectators standing at the base of the work. Unlike traditional anamorphic compositions, such as church ceilings, the viewing angles were very wide, and I started to use a curvilinear fisheye lens to document the compositions.

My own geometry is different from the 17th century works, and I have not published it. It combines a logical use of linear perspective with a projection outward from the human eye. Other artists that emulate the three-dimensional pavement works use a more traditional geometry called “quadratura” that does not involve complicated calculations. They do not understand that my geometry is unique.” 

Kurt Wenner | Read the full article on Business Insider  

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