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Lee Han-im (Korean: 이한임, also known as Lee Han-lim, born 20 March 1969) is a South Korean windsurfer. He competed in the men's Division II event at the 1988 Summer Olympics.
Monday Kiz (Korean: 먼데이 키즈) was a South Korean boy band formed in 2005. The group originally consisted of two members: Lee Jin-sung and Kim Min-soo, but after the death of Min-soo in 2008 the group reformed with two new members: Han Seung-hee and Lim Han-byul, accompanied by original member Jin-sung. Monday Kiz released their first album, Bye Bye Bye on October 6, 2005. [1] Lee Jin ...
The Canadian Advanced Nanospace eXperiment (CanX) program is the first Canadian nanosatellite program, and the only one of its kind at present. It is operated by teachers and graduate students at the University of Toronto Institute for Aerospace Studies, Space Flight Laboratory (UTIAS/SFL). The program was established in 2001 by Dr. Robert E. Zee, manager of UTIAS/SFL, and is based on the ...
Revolver (Korean: 리볼버) is a 2024 South Korean action crime film written and directed by Oh Seung-uk, starring Jeon Do-yeon, Ji Chang-wook, and Lim Ji-yeon. It was released theatrically on August 7, 2024. [3]
Pretty Crazy[4] (Korean: 악마가 이사왔다[5]; RR: Agmaga Isawassda; formerly titled 2 O'Clock Date (Korean: 2시의 데이트; RR: 2siui deiteu)) is a 2025 South Korean romantic comedy film directed by Lee Sang-geun, starring Im Yoon-ah and Ahn Bo-hyun. It tells the story of a woman from downstairs having an unimaginable secret, meeting the man from upstairs at 2 a.m., and having an ...
However, by the time Han Chiang High School was founded, the school was overcrowded. Lim Lean Teng donated a piece of property to construct a new school. He gave 33-acre (130,000 m 2) of land in Jalan Datuk Keramat, George Town for the school's construction purposes. [2] Lim Lean Teng continued to support both Han Chiang schools.
LIM College is a private for-profit college in Midtown Manhattan focused on the business of fashion and lifestyle. LIM College offers master's, bachelor's, and associate degree programs in fashion-focused majors with an emphasis on the connection between real-world experience and academic study.
The one-sided limit to a point corresponds to the general definition of limit, with the domain of the function restricted to one side, by either allowing that the function domain is a subset of the topological space, or by considering a one-sided subspace, including [1] [verification needed] Alternatively, one may consider the domain with a half-open interval topology. [citation needed]