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The art that is worked on the takadai is a braid, not a weave. Although many of the patterns used on this braiding stand resemble the up and down motion of a weave, since each thread takes a turn at being both the weft and the warp, it is a braid. On the takadai it is possible to make intricate patterns using a technique called "pick-up braids ...
Stoating – used to join two pieces of woven material, such that the resulting stitches are not visible from the right side of the cloth; Straight stitch – the basic stitch in hand-sewing and embroidery; Tacking stitch (UK, also baste or pin) – quick, temporary stitching intended to be removed
A bubble chart is a type of chart where each plotted entity is defined in terms of three distinct numeric parameters. The first two parameters are reflected in the chart as the horizontal and vertical coordinates of the center of each plotted "disc", as in a typical scatter plot , while the third determines the size of each disc.
The standard braid is Brunnian: if one removes the black strand, the blue strand is always on top of the red strand, and they are thus not braided around each other; likewise for removing other strands. A Brunnian braid is a braid that becomes trivial upon removal of any one of its strings. Brunnian braids form a subgroup of the braid group.
It is a prime knot, and is listed as 3 1 in the Alexander-Briggs notation. The Dowker notation for the trefoil is 4 6 2, and the Conway notation is [3]. The trefoil can be described as the (2,3)-torus knot. It is also the knot obtained by closing the braid σ 1 3. The trefoil is an alternating knot.
A crown braid or crown plait is a braided hairstyle historically popular with European women, usually worn by women with long hair, consisting of a braid wrapped up around the head. It is the signature hairstyle worn by Ukrainian politician Yulia Tymoshenko. It is also similar to some of the hairstyles worn by Frida Kahlo. See also braid or ...
It is a finitely generated, torsion-free subgroup [20] and its study is of fundamental importance for its bearing on both the structure of the mapping class group itself (since the arithmetic group is comparatively very well understood, a lot of facts about boil down to a statement about its Torelli subgroup) and applications to 3 ...
The composition of the braids σ and τ is written as στ.. The set of all braids on four strands is denoted by .The above composition of braids is indeed a group operation. . The identity element is the braid consisting of four parallel horizontal strands, and the inverse of a braid consists of that braid which "undoes" whatever the first braid did, which is obtained by flipping a diagram ...
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