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cu · bic - depth
The cube is a geometric shape that has always fascinated me, not only because of its high
symmetry. With the help of the cube I have solved math or physics problems, played tabletop
games, and even made my fair share of drawings (or at least I tried to). It is not just a
regular polyhedron: it is the most reduced representation of the physical space as we know
it. All this inside six faces and eight vertices. It is present in our daily life in many
forms, as well as in other dimensions (in a point, a line or a square). And not only in the
dimensions of our percepted reality, but also in the hypothetical ones - the cube becomes
the protagonist yet again in the fourth dimension in the form of the Tesseract. I think that
all this is enough to take the cube seriously.
In this project I tried to reflect my fascination for the cube, and play with its symmetry
and the space in a minimalistic way. The 3D effect created by removing a part of the cube is
of big importance, basicly the illusion of adding space by removing it. A 20 cm high object
of cardboard, my cube, to which I had not given much thought until now.
cu · bic - depth
The cube is a geometric shape that has always fascinated me, not only because of its high symmetry. With the help of the cube I have solved math or physics problems, played tabletop games, and even made my fair share of drawings (or at least I tried to). It is not just a regular polyhedron: it is the most reduced representation of the physical space as we know it. All this inside six faces and eight vertices. It is present in our daily life in many forms, as well as in other dimensions (in a point, a line or a square). And not only in the dimensions of our percepted reality, but also in the hypothetical ones - the cube becomes the protagonist yet again in the fourth dimension in the form of the Tesseract. I think that all this is enough to take the cube seriously.
Assignment - Abstraction