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Cantic 5-cube. In geometry of five dimensions or higher, a cantic 5-cube, cantihalf 5-cube, truncated 5-demicube is a uniform 5-polytope, being a truncation of the 5-demicube. It has half the vertices of a cantellated 5-cube .
He died on July 15, 1962, and was buried in the Mausoleum of Knollwood Cemetery. [4] He married Nancy Lovis in December 1909 and had three children, Nanette, Margaret, and Edwin Arthur, Jr. The year after his wife's death in 1925 Kraft married his second wife, mezzo-soprano Marie Simmelink. [5] He was a fellow of the American Guild of Organists ...
Anders Kraft. Karl Anders Kraft (born 18 October 1968 in Askim, Gothenburg [1]) is a Swedish journalist and news anchor working for TV4 .
Troms Kraft is a power company that operates twelve hydroelectric power plants and the power grid in fifteen municipalities in Troms, Norway. The retail division has 100,000 customers and traded 5 TWh of electricity in 2006, in addition to 40 GWh of district heating. Upon demerger on 1 January 2009, parts of Troms Kraft Marked AS were merged ...
2 December 1980. (1980-12-02) (aged 86) Political party. Conservative People's Party. Profession. Journalist. Ole Bjørn Kraft (17 December 1893 – 2 December 1980) was a Danish journalist and politician who was the leader of the Conservative People's Party. He also served as the minister of foreign affairs .
Vincent Kraft (born 1888) was a German double agent in South-East Asia during World War I who was extensively involved in British counter-intelligence in the Hindu–German Conspiracy. [1] [2] Biography [ edit ]
Detail of monument from Nuremberg by Adam Kraft, Victoria and Albert Museum. Adam Kraft (or Krafft) ( c. 1460 ? – January 1509) was a German stone sculptor and master builder of the late Gothic period, based in Nuremberg and with a documented career there from 1490. It is not known where Kraft was born and raised; his hand has been claimed to ...
Doubling the cube, also known as the Delian problem, is an ancient [a] [1] : 9 geometric problem. Given the edge of a cube, the problem requires the construction of the edge of a second cube whose volume is double that of the first. As with the related problems of squaring the circle and trisecting the angle, doubling the cube is now known to ...