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Crease pattern for a swordsman A crease pattern (commonly referred to as a CP) [ 1 ] is an origami diagram that consists of all or most of the creases in the final model, rendered into one image. This is useful for diagramming complex and super-complex models, where the model is often not simple enough to diagram efficiently.
Knot patterns first appeared in the third and fourth centuries AD and can be seen in Roman floor mosaics of that time. Interesting developments in the artistic use of interlaced knot patterns are found in Byzantine architecture and book illumination , Coptic art , Celtic art, Islamic art , Kievan Rus' book illumination, Ethiopian art , and ...
The word chandelier was first known in the English language in the sense as used today in 1736, borrowed from the word in French that means a candleholder. It may have been derived from chandelle meaning "tallow candle", [4] or chandelabre in Old French and candēlābrum in Latin, and ultimately from candēla meaning "candle".
Like the overhand knot, which will jam under strain, often requiring the rope to be cut, the figure-eight will also jam, but is usually more easily undone than the overhand knot. When used as a stopper knot, the figure eight takes a more compact tightened form. The figure-eight or figure-of-eight knot is also called (in books) the Flemish knot.
7 1 knot, septafoil knot, (7,2)-torus knot - a prime knot with crossing number seven, which can be arranged as a {7/2} star polygon ; 7 4 knot, "endless knot" 8 18 knot, "carrick mat" 10 161 /10 162, known as the Perko pair; this was a single knot listed twice in Dale Rolfsen's knot table; the duplication was discovered by Kenneth Perko
A Celtic button knot is a stopper knot on a single rope that results in a spherical decorative knot with hair braid / basket weave pattern. It is essentially a single strand Turk's Head Knot that is structured such a way that it is effectively tied around the rope itself, creating a stopper.
The first work of knot theory to include the Borromean rings was a catalog of knots and links compiled in 1876 by Peter Tait. [3] In recreational mathematics, the Borromean rings were popularized by Martin Gardner, who featured Seifert surfaces for the Borromean rings in his September 1961 "Mathematical Games" column in Scientific American. [19]
Florey, Kitty Burns (January 20, 2009). Script and Scribble: The Rise and Fall of Handwriting (First ed.). Melville House. ISBN 978-1933633671.; The Palmer Method of Business Writing: A Series of Self-teaching Lessons in Rapid, Plain, Unshaded, Coarse-pen, Muscular Movement Writing for the Home Learner, Where an Easy and Legible Hand-writing is Sought.