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The Knot Worldwide, formerly XO Group, The Knot Inc, and WeddingWire, Inc, is a global technology company that provides content, tools, products and services for couples who are planning weddings, organizing a celebration, and navigating pregnancy and parenting. In 2019, The Knot Worldwide was created by a merger between predecessors XO Group ...
Kars4Kids is a Jewish nonprofit car donation organization based in Lakewood, New Jersey in the United States. Kars4Kids is a 501(c)(3) nonprofit organization that states that its mission is "to fund educational, developmental, and recreational programs for low-income youth" through programs largely facilitated by its sister charity Oorah, which focuses on Jewish children and families.
4 Girls 4 Harps is a quartet of award-winning female harpists formed in 2000. They play Salvi concert harps and modern electric harps . [2] As of June 2012, the members were Keziah Thomas, Angharad Wyn Jones, Harriet Adie and Eleanor Turner.
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The four-in-hand knot is a method of tying a necktie. Some reports state that carriage drivers tied their reins with a four-in-hand knot, while others claim that the carriage drivers wore their scarves in the manner of a four-in-hand, but the most likely etymology is that members of the Four-in-Hand Club in London began to wear the neckwear ...
ABoK. #1010, #1716. Instructions. [1] The bowline ( / ˈboʊlɪn / or / ˈboʊlaɪn /) [2] is an ancient and simple knot used to form a fixed loop at the end of a rope. It has the virtues of being both easy to tie and untie; most notably, it is easy to untie after being subjected to a load. The bowline is sometimes referred to as king of the ...
Brody and Brandon aren’t David’s only stepkids, though. After tying the knot with Yolanda Hadid in 2011, the musician took on the role of stepdad once again with the Dutch supermodel’s three ...
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