Niue
The topic of the impossible objects embraces the range of the representations of constructions mathematical, the fictitious ideas, the representative drawings, etc, which undoubtedly leads us to describe, define or represent the contrary objects with the known physical laws of nature.
The drawings of objects which cannot exist are called “figures indécidables”. The nature of these figures lies in the interpretation of a projection into 2 Dimension S of what could be an impossible object of higher size. The artist Swedish Oscar Reutersvärd is the father of the impossible figures. He was the first to be created of such figures. An good example of world defined by impossible objects is the work of the artist Dutch Maurits Cornelis Escher, whose (for example) symmetrical staircases lead unrelentingly to an infinite loop.
Notable examples
- the impossible Cubic
- the Staircase of Penrose
- the Triangle of Penrose
- the Unobtainium
- the Blivet
See too
- Optical illusion
- Roger Penrose with which one owes some of these objects
| Random links: | Electric Dragon 80.000 V | The Conquest of the sky | Edward Balls | Jean-Nicolas Jitter | Large malicious Reese |