involve+in+knots
51Kūčios — (pronEng|ˈkuːtʃoʊs) is the traditional Christmas Eve dinner in Lithuania, held on the twenty fourth of December. This meal is similar to the Twelve dish Christmas Eve supper served in other Baltic Sea countries. The meal is a family occasion… …
52SMS Novara (1850) — For other ships of the same name, see SMS Novara. Image of frigate Novara from expedition report Voyage of the Austrian Frigate Novara around the Earth (1861–1876), published in 21 volumes written over 15 years …
53Nielsen transformation — In mathematics, especially in the area of abstract algebra known as combinatorial group theory, Nielsen transformations, named after Jakob Nielsen, are certain automorphisms of a free group which are a non commutative analogue of row reduction… …
54Chinese New Year — For other traditions of celebrating lunar new year, see Lunar New Year. Chinese New Year Chinatown, London around Chinese New Year Also called Lunar New Year, Spring Festival Observed by …
55Asia — /ay zheuh, ay sheuh/, n. a continent bounded by Europe and the Arctic, Pacific, and Indian oceans. 2,896,700,000; ab. 16,000,000 sq. mi. (41,440,000 sq. km). * * * I Largest continent on Earth. It is bounded by the Arctic Ocean, the Pacific Ocean …
56japan — japanner, n. /jeuh pan /, n., adj., v., japanned, japanning. n. 1. any of various hard, durable, black varnishes, originally from Japan, for coating wood, metal, or other surfaces. 2. work varnished and figured in the Japanese manner. 3. Japans,… …
57Japan — /jeuh pan /, n. 1. a constitutional monarchy on a chain of islands off the E coast of Asia: main islands, Hokkaido, Honshu, Kyushu, and Shikoku. 125,716,637; 141,529 sq. mi. (366,560 sq. km). Cap.: Tokyo. Japanese, Nihon, Nippon. 2. Sea of, the… …
58pregnancy — /preg neuhn see/, n., pl. pregnancies. the state, condition, or quality of being pregnant. [1520 30; PREGN(ANT) + ANCY] * * * Process of human gestation that takes place in the female s body as a fetus develops, from fertilization to birth (see… …
59Priwall (barque) — Career Name: Priwall (1917 41) Lautaro (1941 45) Owner …
60Small cancellation theory — In the mathematical subject of group theory, small cancellation theory studies groups given by group presentations satisfying small cancellation conditions, that is where defining relations have small overlaps with each other. It turns out that… …
