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Bầu cua cá cọp ( lit. 'gourd crab fish tiger'; also Bầu cua tôm cá or Lắc bầu cua) is a Vietnamese gambling game using three dice. [1] [2] The game is often played at Vietnamese New Year . Instead of showing one to six pips, the sides of the dice have pictures of a fish; a prawn; a crab; a cock; a calabash; and a stag (or a tiger ).
50 of the 200 pagodas in Sóc Trăng Province are located in Sóc Trăng City. Some of the most famous ones are the Khmer Chùa Dơi (Bat Pagoda) and Chùa Đất Sét (Clay Pagoda), Chùa Phật nằm (Som Rong Pagoda).
Nguyễn Văn Trỗi (1 February 1940 – 15 October 1964) was a Vietnamese revolutionary and member of the Việt Cộng (National Liberation Front). He gained notoriety after being captured by South Vietnamese forces while trying to assassinate United States Secretary of Defense Robert McNamara and Ambassador Henry Cabot Lodge Jr. who were visiting South Vietnam in May 1964.
This decision turned Núi Chúa Nature Reserve into Núi Chúa National Park. Núi Chúa National Park is situated on a wide, mountainous promontory, which projects into the East Sea (Vietnam) between Cam Ranh and Phan Rang bays. Elevations range from sea level to 1,039 m at the summit of Núi Chúa peak. Núi Chúa National Park is bounded to ...
Hut to play Bài chòi. Bài Chòi(aka Bài tớiin Huế) is a combination of arts in Central Vietnamincluding music, poetry, acting, painting and literature,[1][2]providing recreation, entertainment and socialising within village communities.[3] It was inscribed on the UNESCO's Intangible Cultural Heritage of Humanitylist in 2017.
The Nguyễn lords ( Vietnamese: Chúa Nguyễn, 主阮; 1558–1777, 1780–1802), [ a] also known as the Nguyễn clan ( Vietnamese: Nguyễn thị; chữ Hán: 阮氏 ), were a feudal nobility clan that ruled southern part of Đại Việt during the Revival Lê dynasty and ancestors of Nguyễn dynasty 's emperors.
Amy Lynn Chua (Chinese: 蔡美儿, born October 26, 1962), also known as "the Tiger Mom", [2] [3] [4] is an American corporate lawyer, legal scholar, and writer. She is the John M. Duff Jr. Professor of Law at Yale Law School with an expertise in international business transactions, law and development, ethnic conflict , and globalization. [ 5 ]
In mathematics, Choi's theorem on completely positive maps is a result that classifies completely positive maps between finite-dimensional (matrix) C*-algebras. An infinite-dimensional algebraic generalization of Choi's theorem is known as Belavkin 's "Radon–Nikodym" theorem for completely positive maps.