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Photograph of a boy having made "Lightning", from Jayne's String Figures and How to Make Them. "Osage Two Diamonds". Illustrations from Jayne's String Figures and How to Make Them. A string figure is a design formed by manipulating string on, around, and using one's fingers or sometimes between the fingers of multiple people. String figures may ...
"Opening A", seen from below "Two Diamonds" Heraklas' "Plinthios Brokhos" made in a doubled cord.Resembles "A Hole in the Tree" with different crossings. "Cradle", the first (and opening) position of Cat's cradle "Soldier's Bed" from Cat's cradle "Candles" from Cat's cradle "Diamonds" from Cat's cradle "Cat's Eye" from Cat's cradle "Fish in a Dish" from Cat's cradle "Grandfather Clock" from ...
An example of string figures from Jayne's book. Jayne published the first book on string figures [5] in 1906 titled String Figures and How to Make Them. [6] The book provided instructions on how to create 129 string figures that were identified by anthropologists studying traditional societies [7] such as those in Congo-Kasai [8] and the ...
Download as PDF; Printable version; ... Device Control String DCS U+0091 145 0302 0221: ... Letters: Uppercase. U+00D8 Ø 216 0303 0230
A letter is a type of grapheme, the smallest functional unit within a writing system. Letters are graphemes that broadly correspond to phonemes, the smallest functional units of sound in speech. Similarly to how phonemes are combined to form spoken words, letters may be combined to form written words.
Download QR code; Print/export Download as PDF; Printable version; In other projects Wikimedia Commons; ... This category contains string figures, collectors, and ...
For example, for the letter R in the word "card", an observer might be asked to choose between the letter R and T, and will usually be more efficient in doing so than if they are asked to make the same choice with the string of letters such as "cqrd". [1] Each possible completion with the two possible letters in the word condition produce a word.
Combinatorics is an area of discrete mathematics.Discrete mathematics is the study of countable structures. These objects have a definite beginning and end. The study of enumerable objects is the opposite of disciplines such as analysis, where calculus and infinite structures are studied.
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