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Shroud knot – a multi-strand bend knot used to join two ends of laid (or twisted) rope together; Siberian hitch – used to attach a rope to an object; Simple knot – (four-in-hand knot) a method of tying a necktie; Simple Simon over – used for joining two lines; Simple Simon under – used for joining two lines. It is more secure than the ...
It is closely related to the square knot, which can also be described as a connected sum of two trefoils. Because the trefoil knot is the simplest nontrivial knot, the granny knot and the square knot are the simplest of all composite knots. The granny knot is the mathematical version of the common granny knot.
The granny knot is a binding knot, used to secure a rope or line around an object. It is considered inferior to the reef knot (square knot), which it superficially resembles. Neither of these knots should be used as a bend knot for attaching two ropes together. The granny knot is also called the false, lubber's, calf, and booby knot.
A granny square worked in two colors and seven rounds. Cotton, four-millimetre (0.16 in) crochet hook. A granny square is a piece of square fabric produced in crochet by working in rounds from the center outward. Granny squares are traditionally handmade as crochet and cannot be manufactured by machine. They resemble coarse lace.
These patterns called for thicker threads and yarns than in earlier patterns and included variegated colors. The craft remained primarily a homemaker's art until the late 1960s and early 1970s, when the new generation picked up on crochet and popularized granny squares, a motif worked in the round and incorporating bright colors.
The reef knot, or square knot, is an ancient and simple binding knot used to secure a rope or line around an object. It is sometimes also referred to as a Hercules knot or Heracles knot . The knot is formed by tying a left-handed overhand knot between two ends, instead of around one end, and then a right-handed overhand knot via the same ...
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A knot in R 3 (or alternatively in the 3-sphere, S 3), can be projected onto a plane R 2 (respectively a sphere S 2).This projection is almost always regular, meaning that it is injective everywhere, except at a finite number of crossing points, which are the projections of only two points of the knot, and these points are not collinear.
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