Twee veelvlakken met een octaëder als uitgangspunt by Jost Amman

Twee veelvlakken met een octaëder als uitgangspunt 1568

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drawing, pencil

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drawing

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pencil sketch

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form

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11_renaissance

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geometric

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pencil

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northern-renaissance

Dimensions: height 260 mm, width 171 mm

Copyright: Rijks Museum: Open Domain

This is “Twee veelvlakken met een octaëder als uitgangspunt”, or Two polyhedrons based on an octahedron, made by Jost Amman in the late 16th century. Jost Amman was a Swiss artist, celebrated for his woodcuts and illustrations. Here, Amman explores the visual dimensions of mathematical concepts at a time when Europe was undergoing a revolution in scientific thought. During the Renaissance, mathematics was seen as a key to understanding the divine order of the universe, a bridge between the human and the celestial. The image presents two variations of polyhedra, each a complex assembly of geometric shapes balanced atop ornate, tiered bases. In a society governed by strict social hierarchies, the symmetrical designs could be interpreted as symbols of order, balance, and the pursuit of ideal forms, reflecting cultural aspirations for harmony and proportion. The visual precision speaks to an era deeply invested in ideas of perspective, proportion, and the hidden structures of the natural world. The artwork invites us to reflect on the historical relationship between art, science, and the human quest for understanding.

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