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Exercise # 10

this exercise was to choose one of the platonic solids, and apathetic to this volume develop a decomposition with 10 different figures 5 5 black and white.

Figure I chose I was tetraedroy I did like 4 levels, the first was 4 parts, the second 3, third and fourth 5 pieces 1 piece.

Self-criticism:

I personally found it very tedious, very difficult to me that the pieces are in accordance with the steps required but at the time of the results, I think it was rewarding.

Besides that I was the only one tetrahedron.

activity in generl liked me, I think all the work was very good but most only worked with cubes.

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Over time all the artists have sought a way of dividing things perfect but there was nothing to indicate in what proportion should be the things (living things, objects ... ). Now we know there is a formula well known in the world of design, which can divide into equal parts, to achieve a pleasing aesthetic effect and can be very effective. This theory is called "Golden Rule", also known as "divine proportion" or "golden ratio"

The golden section is a ratio between measurements. This division harmonic of a line in extreme and mean ratio. This refers to the lower segment is the largest segment, as this is all on the line. Or cut a line into two unequal parts so that the largest segment is the entire line, as the child is to mayor.De This establishes a relationship of sizes with the same proportionality between the whole divided into major and minor, that is a similar result to the extreme and mean ratio. This ratio, or how to select a line called proportion golden ratio is adopted as a symbol of the golden section (Æ), and representation in issues of the size ratio is called the golden = 1.618.

Throughout the history of visual arts theories have emerged about the composition. Plato said, is impossible to combine two things well without a third, it takes a relationship between them that the assembly, the best bond for this relationship is everything. The sum of the parts as a whole is the most perfect relationship of proportion.

Vitruvius, a leading Roman architect, accepts the same principle but the symmetry is in agreement measures between the various elements of the work and these to the whole. He invented a mathematical formula for dividing the space within a drawing, known as the Golden Section, and was based on a given ratio between the longer sides and shorter than a rectangle. This symmetry is governed by a common module, which is the number. Otherwise defined, bisecting a box and using the diagonal of one of its halves and radio to expand the size of the square to turn it into "golden rectangle." It reaches to the ratio a: b = c: a.

According to Vitruvius, is analyzed to create a composition that, if we place the main elements of design in one of the lines that divide the golden section, the equilibrium between these elements and the rest of the design.

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Tensegrity Structures

is one of the most unique and interesting structures that exist. Defined as a compression Floating Floating compression-recreated in 3-dimensional model to produce ancient structures from the tension between parts or parts that can be recognized easily see, for example, the weave of a basket.

A Tensegrity structure has at least 3 parts and the unit is considered the atom in any other way than floating compression structure. All others are in some way, variations of the original piece. But these variations can reach levels of complexity and unparalleled beauty, like the sculpture of Kenneth Snelson as follows:

and realizing the idea was first Tensegrity Kenneth Snelson but now a renowned artist who once was just a student who was mired in anonymity as his professor took kindly provided a conceptual model float, X, which then would cast buckie on a world of possibilities, at least in theory.

Kenneth Snelson (born June 29, 1927) is a contemporary sculptor and photographer. His sculptures, made of flexible and rigid components are organized around the idea of \u200b\u200bTensegrity. Claims

Snelson Buckminster Fuller, which was once his teacher, took credit for discovering the concept of Tensegrity Snelson. Fuller got the idea of \u200b\u200bhis name, combining "tensión'Y'la structural integrity. The Fuller geodesic domes, which are the most popular structures commonly known composition depends on tensegrity.

height and strength Snelson's sculpture, which are often delicate in appearance depend on the tension between rigid tubes and flexible cords. This is achieved through a "win-win combination of push and pull".

Snelson was born in Pendleton, Oregon in 1927. He studied at the University of Oregon in Eugene in the Black Mountain College, and with Fernand Léger in Paris. His sculptures and photographs have been exhibited in over 25 solo exhibitions in galleries worldwide,