Squaring the circle

The Fibonacci Sequence/Golden Ratio is integral in geometrical design. Knowing Joel’s love for intricate geometrical designs and perfect shapes, it would only make sense that he appreciate the Golden Ratio for its precision. The Sequence itself is found in a plethora of real objects and figures, including the human body. It is also represents the idea of theoretical Rithmatic lines, a highly present theme in the book.

SQUARING-THE-CIRCLE The building of a cathedral is a testament to a total knowledge; not its final goal, but a means by which the spirit of the pilgrim can be purified, quickened, perfected and lif…

Squaring the Circle in the Creation of Sacred Space

twisted square with a circle tattoo, the sides of the square are interwoven with circle vector template tattoo. Download a free preview or high-quality Adobe Illustrator (ai), EPS, PDF, SVG vectors and high-res JPEG and transparent PNG images.

Basic Geometry Ø =PHI = Golden Ratio = Divine Proportion Vesica Pisces Squaring of the Circle Circle Expansion Ratios Michael Helius

You know the saying, “Don’t judge a book by its cover?” The same rule can be changed into “Don’t judge a person by its ink.” Getting some body art inked is probably one of the best ways for self-expression—be it a drawing in remembrance of your past beliefs, shenanigans or a minimal tattoo filled with deep meanings. No tattoo design is meaningless or ugly because there’s always something bigger behind it. At least to the person who chose the unique tattoo.

Squaring the circle is a problem proposed by ancient geometers. It is the challenge of constructing a square with the same area as a given circle by using only a finite number of steps with compass and straightedge. The difficulty of the problem raised the question of whether specified axioms of Euclidean geometry concerning the existence of lines and circles implied the existence of such a square.

The Circle Square logo is Bluers secondary mark. It symbolizes how to put a square peg through a round hole.

Since the summer, I have been obsessed with the problem of squaring the circle—that is, finding the square whose area is equal to that of a given circle, with no tools other than a straight edge an…