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Secretary-General Of The Central Commission For Discipline Inspection
In China the Secretary General of the Central Commission for Discipline Inspection ( or for short) of the Chinese Communist Party The Chinese Communist Party (CCP), officially the Communist Party of China (CPC), is the founding and One-party state, sole ruling party of the China, People's Republic of China (PRC). Under the leadership of Mao Zedong, the CCP emerged victoriou ... is responsible for administrative management of the CCDI. Executive Secretary of the Central Commission for Discipline Inspection (1978–1987) Secretary General of the Central Commission for Discipline Inspection (1987–present) Notes {{CPC Party Organs Central Commission for Discipline Inspection ...
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Chinese Communist Party
The Chinese Communist Party (CCP), officially the Communist Party of China (CPC), is the founding and One-party state, sole ruling party of the China, People's Republic of China (PRC). Under the leadership of Mao Zedong, the CCP emerged victorious in the Chinese Civil War against the Kuomintang, and, in 1949, Mao Proclamation of the People's Republic of China, proclaimed the establishment of the People's Republic of China. Since then, the CCP has governed China with List of political parties in China, eight smaller parties within its United Front (China), United Front and has sole control over the People's Liberation Army (PLA). Each successive leader of the CCP has added their own theories to the Constitution of the Chinese Communist Party, party's constitution, which outlines the ideological beliefs of the party, collectively referred to as socialism with Chinese characteristics. As of 2022, the CCP has more than 96 million members, making it the List of largest political parties ...
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14th Central Commission For Discipline Inspection
14 (fourteen) is a natural number following 13 and preceding 15. In relation to the word "four" ( 4), 14 is spelled "fourteen". In mathematics * 14 is a composite number. * 14 is a square pyramidal number. * 14 is a stella octangula number. * In hexadecimal, fourteen is represented as E * Fourteen is the lowest even ''n'' for which the equation φ(''x'') = ''n'' has no solution, making it the first even nontotient (see Euler's totient function). * Take a set of real numbers and apply the closure and complement operations to it in any possible sequence. At most 14 distinct sets can be generated in this way. ** This holds even if the reals are replaced by a more general topological space. See Kuratowski's closure-complement problem * 14 is a Catalan number. * Fourteen is a Companion Pell number. * According to the Shapiro inequality 14 is the least number ''n'' such that there exist ''x'', ''x'', ..., ''x'' such that :\sum_^ \frac < \frac where ''x'' = ''x'', ''x'' = ...
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Cui Shaopeng
Cui Shaopeng (; born October 1961) is a Chinese politician and a discipline official of the Chinese Communist Party. Since January 2015 he has served as the Discipline Inspection Secretary of Jilin Province. Early life In October 1961, Cui was born and raised in Beijing, China. Cui spent some time during the latter stages of the Cultural Revolution working as a sent-down youth in Yuanshi County, Hebei. Education Cui obtained a philosophy degree at Jilin University and a master's degree in engineering. After graduating he joined the Communist Party in June 1985, and the served in a series of roles in various central party organizations in Beijing. Career Cui worked for the Working Committee of Organs Directly Reporting to the Central Committee, the Research Office of the Organization Department, an Organization Department performance assessment official, and a publicity official. Then he was transferred to the General Office of the Chinese Communist Party. After that he ...
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Wu Yuliang
Wu Yuliang (; born 1 April 1952) is a Chinese politician, serving since 2011 as Deputy Secretary of the Central Commission for Discipline Inspection (CCDI), the leading anti-graft body of the Chinese Communist Party. Born in Xincheng County (now Gaobeidian), Hebei province, Wu has a graduate degree from the Central Party School The Central Party School of the Chinese Communist Party (), commonly known as the Central Party School (), located in Beijing, is the higher education institution which trains Chinese Communist Party (CCP) cadres. As of 2012, it has around 1,60 .... In September 1975, he joined the Communist Party. In his early days, he was a soldier working for the Inner Mongolia Production and Construction Corps. He graduated from the Baotou Normal College. He began his career at the CCDI in 1981, and worked in the discipline enforcement system for the remainder of his political career. He worked variously for the publisher under the Ministry of Supervision, the head ...
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17th Central Commission For Discipline Inspection
The 17th Central Commission for Discipline Inspection (CCDI) was elected at the 17th National Congress of the Chinese Communist Party on 21 October 2007. Its 1st Plenary Session elected the Secretary, deputy secretaries and the 17th Standing Committee of the CCDI. Plenums * 1st Plenary Session (22 October 2007) * 2nd Plenary Session (14–16 January 2008) * 3rd Plenary Session (12–14 January 2009) * 4th Plenary Session (19 September 2009) * 5th Plenary Session (11–13 January 2010) Members * Gan Yisheng * Yu Qilong * Ma Wen (female) * Ma Zhipeng * Wang Wei * Wang Yong * Wang Weilu * Wang Zhengfu (Miao) * Wang Liying (female) * Wang Huayuan – expelled from the party in 2009 * Wang Huaqing * Wang Shouxiang * Wang Zhigang * Wang Zhongmin * Wang Hemin * Wang Junlian (female) * Wang Hongzhang * Wang Guanzhong * Wang Lili (female) * Zhi Shuping * Rinqengyai (Tibetan) * Qiu Baoxing * Gou Qingming * Bater (Mongolian) * Deng Tiansheng * Ye Qingchun * Tian ...
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Zhang Yi (politician)
Zhang Yi (; born August 1950) is a Chinese politician. He was the Director of the State-owned Assets Supervision and Administration Commission, and the former Communist Party Secretary of Ningxia Hui Autonomous Region. Career Zhang Yi was born in Bei'an County, Heilongjiang province. When he was 19, he began working at the forestry farm in Huma County, performing manual labour. He joined the Chinese Communist Party in February 1972. In 1984, he became the mayor and then Communist Party Chief of Tahe County, Heilongjiang province. In October 1990, he was promoted to party chief of Da Hinggan Ling Prefecture. In May 2001, he became a deputy party chief of Heilongjiang province. In November 2006, Zhang was transferred to Hebei province, where he remained a deputy party chief. In September 2007, he was transferred to the central government where he was a deputy secretary of the Central Commission for Discipline Inspection of the Chinese Communist Party. In July 2010, Zhang was ...
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16th Central Commission For Discipline Inspection
The 16th Central Commission for Discipline Inspection (CCDI) was elected at the 16th National Congress of the Chinese Communist Party on 15 November 2002. Its 1st Plenary Session elected the Secretary, deputy secretaries and the 16th Standing Committee of the CCDI. Members * Gan Yisheng * Ma Wen (female) * Ma Zilong (Hui) * Ma Zhipeng * Ma Tieshan * Wang Chengming * Wang Tongzhuo * Wang Huayuan * Wang Shouting * Wang Zhigang * Wang Jianzhou * Wang Xianzheng * Wang Zhenchuan * Wang Lili (female) * Wang Weizhong * Wang Deshun * Yin Fengqi * Bater (Mongolian) * Bu Qiong (Tibetan) * Tian Shulan (female) * Baima (Tibetan) * Feng Yongsheng * Feng Jianshen * Xing Yuanmin * Zhu Weiqun * Qiao Zonghuai * Ren Zemin * Liu Jiang * Liu Fengfu * Liu Zhifeng * Liu Xiaojiang * Liu Fengyan * Liu Jiayi * Liu Xirong * An Limin (female) * Sun Wensheng * Sun Baoshu * Sun Zaifu * Yang Anjiang * * Li Yufu * Li Dongsheng * Li Youwei * Li Zhilun * Li Chuanqing * Li ...
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Gan Yisheng
The word Gan or the initials GAN may refer to: Places *Gan, a component of Hebrew placenames literally meaning "garden" China * Gan River (Jiangxi) * Gan River (Inner Mongolia), * Gan County, in Jiangxi province * Gansu, abbreviated ''Gān'' (甘), province of China * Jiangxi, abbreviated ''Gàn'' (赣), province of China Maldives * Gan (Addu Atoll) * Gan (Gaafu Dhaalu Atoll) * Gan (Huvadhu Atoll) * Gan (Laamu Atoll) Elsewhere * Gáň, a village and municipality in Galanta District, Trnava Region, south-west Slovakia * Gan Island, an island in the Addu Atoll in the Indian Ocean that used to be an RAF airbase * Gan, Norway, a village in Lillestrøm municipality, Norway * Gan, Pyrénées-Atlantiques, a commune in the Pyrénées-Atlantiques département, France Science and technology * GAN (gene) * Gan (Martian crater) * Gallium nitride, a popular III-V semiconductor * Generative adversarial network, a class of machine learning systems * Generic Access Network, formerly ...
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Wu Dingfu
Wu may refer to: States and regions on modern China's territory *Wu (state) (; och, *, italic=yes, links=no), a kingdom during the Spring and Autumn Period 771–476 BCE ** Suzhou or Wu (), its eponymous capital ** Wu County (), a former county in Suzhou * Eastern Wu () or Sun Wu (), one of the Three Kingdoms in 184/220–280 CE * Li Zitong (, died 622), who declared a brief Wu Dynasty during the Sui–Tang interregnum in 619–620 CE * Wu (Ten Kingdoms) (), one of the ten kingdoms during the Five Dynasties and Ten Kingdoms Period 907–960 CE * Wuyue (), another of the ten kingdoms during the Five Dynasties and Ten Kingdoms Period 907–960 CE * Wu (region) (), a region roughly corresponding to the territory of Wuyue ** Wu Chinese (), a subgroup of Chinese languages now spoken in the Wu region ** Wuyue culture (), a regional Chinese culture in the Wu region Language * Wu Chinese, a group of Sinitic languages that includes Shanghaiese People * Wu (surname) (or Woo), several diffe ...
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15th Central Commission For Discipline Inspection
15 (fifteen) is the natural number following 14 and preceding 16. Mathematics 15 is: * A composite number, and the sixth semiprime; its proper divisors being , and . * A deficient number, a smooth number, a lucky number, a pernicious number, a bell number (i.e., the number of partitions for a set of size 4), a pentatope number, and a repdigit in binary (1111) and quaternary (33). In hexadecimal, and higher bases, it is represented as F. * A triangular number, a hexagonal number, and a centered tetrahedral number. * The number of partitions of 7. * The smallest number that can be factorized using Shor's quantum algorithm. * The magic constant of the unique order-3 normal magic square. * The number of supersingular primes. Furthermore, * 15 is one of two numbers within the ''teen'' numerical range (13-19) not to use a single-digit number in the prefix of its name (the first syllable preceding the ''teen'' suffix); instead, it uses the adjective form of five (''fif' ...
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Yuan Chunqing
Yuan Chunqing (; born March 1952) is a retired Chinese politician. He was deputy chief of the Office for Rural Work and the Communist Party Chief of Shanxi province. Prior to that, he was Governor of neighbouring Shaanxi province. Biography Yuan was born in Hanshou County, Hunan Province. He graduated from the department of law of Peking University, and obtained a master's degree in law from the China University of Political Science and Law in 1990, as well as a doctoral degree in management from the international business school of Hunan University. Yuan joined the central organization of the Communist Youth League (CYL) shortly after graduating from Peking University. He worked there for 17 years. In October 1997, Yuan was named a standing committee member of the Central Commission for Discipline Inspection, taking up his first major role outside of the CYL. At the CCDI he became widely known for announcing the results of the investigation into the "Yuanhua scandal" in Xiamen ...
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Wang Guang
Jie Zhitui (centuryBC), also known as Jie Zitui, was a Han aristocrat who served the Jin prince Chong'er during the Spring and Autumn Period of Chinese history. Chinese legend holds that when Chong'er finally ascended to power as the duke of Jin ("Duke Wen"), Jie either refused or was passed over for any reward, despite his great loyalty during the prince's times of hardship. Jie then retired to the forests of Jin in what is now central Shanxi with his mother. Supposedly, the duke so desired to repay Jie's years of loyalty that, when Jie declined to present himself at court, he ordered a forest fire to compel the recluse out of hiding. Instead, Jie and his mother were killed by the fire on . By the Han, Jie was being revered in central Shanxi as a Taoist immortal. He was annually commemorated with a ritual avoidance of fire that, despite many official bans, eventually became China's Cold Food and Qingming Festivals. Names Jie Zhitui or Jiezhi Tui is the name given to him in t ...
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