einBuch.haus considers books as art objects which can be curated and presented in exhibition formats, providing immersive experience between people, objects and spaces.
The artbook platform ‘einBuch.haus’ offers regular events with a specific artbook concept of selected book in the field of arts and design. Each exhibition or event refers to one book, along with contents and related materials.
With an interdisciplinary approach, einBuch.haus are challenged to communicate both material and visual aspects of reading experience by twisting the form and structural interpretation of a book.
A building has its blueprint, frame and materials to become a building, a book also has its own systematic structure such as text, grid and texture to become a book. As if a cluster of buildings form a community where a cultural interplay may begin, the books in the exhibition organised by einBuch.haus encourage the audience to extend their three-dimensional reading experience to become a part of it.
We also have a bookshop to stock experimental books from all over the world, especially from Asia and Europe. The online store ‘einBuch.shop’ will open in 2020.
New address: Florastraße 61, 13187 Berlin
New opening time: Tue – Fri, 1 – 7 pm / Sat 11 am – 4 pm
“What is that which always is and has no becoming; and what is that which is always becoming and never is?” – Plato, 1892: 28*
Katharina Kamph’s Timaios serves as a direct reference to Plato, who provides the first description of the Platonic solids in the creation myth Timaios. The protagonists Timaios, Socrates, Kritias and Hermokrates philosophise about the origin of the world. In his lecture on natural philosophy, Timaios explains why the cosmos is shaped by two factors: reason and necessity. Since God must have created the cosmos optimally, the nature of the world is made up of four fundamental elements, whose ultimate symmetry and thus beauty imperatively explain their existence. Plato associates the basic forms with the four elements: tetrahedron – fire, octahedron – air, icosahedron – water, hexahedron – earth. The dodecahedron stands for the cosmos itself.
Paul Schatz, a german mathematician, artist, and inventor, discovered in 1929 that the dodecahedron can be subdivided into two star bodies and a cube-belt, more specifically into movable inverted bodies or kaleidocycles. Kamph’s Timaios is shaped in the form of a kaleidocycle and filled with several tetrahedrons. Plato’s question about the origin of the World is brought into the context of an artistic object conceived by Paul Schatz added with tetrahedrons, that can be turned around forever and ever.
In her works Katharina Kamph deals with fundamental questions of artistic activity. What is art and what can art do? In the invitation to fold one’s own work of art, Kamph explores with Timaios the relationship between art, authorship and copyright. Her work pays homage to the D-I-Y thought, which cultivates the belief in oneself as the driving force of all change. D-I-Y promotes techniques and knowledge of self-empowerment, self-organisation and improvisation of amateurs.
Plato, The Dialogues of Plato, vol. 3 (The Republic, Timaeus, Critias) (Jowett ed.)  Oxford University Press, Page 28
In 2010, Katharina Kamph gained her master’s degree at the Braunschweig University of Fine Arts and works freelance in Berlin. She expresses her mistrust in established authorities and traditional models. Kamph encourages a playful examination of geometry, philosophy and mythology. The process oscillates between repetition, imitation, appropriation and remixing. Her work extends to collaborative processes, communication and the objects of art.
Dein Timaios falten
03. November 2018, 2 – 4 pm
Each participant will build and get his/her own small movable sculpture.
In Katharina Kamph’s Timaios hides a paper sculpture. The D-I-Y (do it yourself) booklet contains cut sheets with line drawings and construction forms for several tetrahedrons (equilateral triangular pyramids). Cut out and folded, they can be stacked according to the nested doll principle. A container cut from the booklets envelope can hold the nested tetrahedrons and form a kaleidocycle (a closed ring of six triangular pyramids).
Instructor: Katharina Kamph
11 am – 7 pm
einBuch.haus / Winsstraße 42, 10405 Berlin