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Người bí ẩn. Người bí ẩn is a Vietnamese comedy panel game show based on British ITV 's Odd One In, produced by Đông Tây Promotion and broadcast on the HTV. It is hosted by comedian Trấn Thành for the first five seasons and then by Trường Giang [ vi] for the sixth season. It is starred by comedians Việt Hương and Hoài ...
The Shaanxi Y-8 or Yunshuji-8 ( Chinese: 运-8; pinyin: Yùn Bā) aircraft is a medium size medium range transport aircraft produced by Shaanxi Aircraft Corporation in China, based on the Soviet Antonov An-12. It has become one of China's most popular military and civilian transport/cargo aircraft, with many variants produced and exported.
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.
A concussion is a mild form of traumatic brain injury, or TBI. It occurs when the skull and brain are rapidly jolted back and forth. This is usually the result of a bump, bang, or blow to the head ...
1,020 posts · 1M followers. View more on Instagram. 59,708 likes. bigtimeadulting. I have three kids and have been a mom for ten years, and I can count the number of times I’ve engaged in real ...
Goldman Sachs Access Treasury 0-1 Year ETF (GBIL) This fund also holds U.S. Treasurys, but in this case it’s debt that matures in less than a year. It’s among the best ways to get the highest ...
China, 5th century AD [ 1] Bok choy ( American English, Canadian English, and Australian English ), pak choi ( British English, South African English, and Caribbean English) or pok choi ( Brassica rapa subsp. chinensis) is a type of Chinese cabbage, used as food. Chinensis varieties do not form heads and have green leaf blades with lighter ...
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.