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Guitar. Years active. 1958–2001. Trịnh Công Sơn (February 28, 1939 – April 1, 2001) was a Vietnamese musician, songwriter, painter and poet. [1][2] He is widely considered to be Vietnam's best songwriter. His music explores themes of love, loss, and anti-war sentiments during the Vietnam War, for which he was censored by both the ...
Ch'oe Yena. Choi Ye-na (Korean: 최예나, born September 29, 1999), known mononymously as Yena, is a South Korean singer, rapper and actress. She is a former member of South Korean–Japanese girl group Iz*One after finishing fourth on Mnet 's reality girl group survival show Produce 48. She is currently a soloist and actress under Yuehua ...
Red Dead Redemption 2 [a] is a 2018 action-adventure game developed and published by Rockstar Games. The game is the third entry in the Red Dead series and a prequel to the 2010 game Red Dead Redemption. The story is set in a fictionalized representation of the United States in 1899 and follows the exploits of Arthur Morgan, an outlaw and ...
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).
Buffalo Bills at Miami Dolphins. Date: Thursday, Sept. 12. Time: 8:15 p.m. ET. Location: Hard Rock Stadium, Miami Gardens, Florida How to watch: Stream on Amazon Prime
Yuju (singer) Choi Yu-na (Korean: 최유나; born October 4, 1997), [1] better known by her stage name Yuju (Korean: 유주), is a South Korean singer-songwriter. She participated in various singing competitions and signed with Source Music in 2014. She is a former member of the South Korean girl group GFriend and is currently active as a soloist.
On Thursday, Sept. 5, the former Bull Durham costars came back together 36 years after the romantic sports comedy's 1988 release for the Better World Fund Gala, which took place during the 81st ...
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.