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ChéngdéNegaraRepublik Rakyat TiongkokProvinsiHebeiLuas • Kota39.519 km2 (15,258 sq mi) • Luas perkotaan709 km2 (274 sq mi)Populasi (2004) • Kota3.610.000 • Kepadatan91/km2 (240/sq mi) • Perkotaan457.300 • Kepadatan perkotaan645/km2 (1,670/sq mi)GDP (2004)CNY 30 miliarSitus webhttp://www.chengde.gov.cn Chengde (Hanzi: 承德; Pinyin: Chéngdé) adalah kota yang te...

Kapuk MuaraKelurahanNegara IndonesiaProvinsiDaerah Khusus Ibukota JakartaKota AdministrasiJakarta UtaraKecamatanPenjaringanKode Kemendagri31.72.01.1003 Kode BPS3175010002 Luas10,055 km2Jumlah penduduk38.937 jiwaKepadatan1.300,46 jiwa/km2 Posisi Kelurahan Kapuk Muara di Kecamatan Penjaringan, Jakarta Utara Kelurahan Kapuk Muara, Penjaringan memiliki kode pos 14460 Kelurahan ini terletak di kecamatan Penjaringan, Jakarta Utara. Kelurahan ini memiliki penduduk sebesar 38.937 jiwa dan luas 1...

  لمعانٍ أخرى، طالع الانتداب البريطاني على فلسطين (توضيح). فلسطين الانتدابية الاحتلال البريطاني لفلسطين British Mandate for Palestine המנדט הבריטי על פלשתינה (אי)   1920 – 1948     الانتداب البريطاني على فلسطينعلم الانتداب البريطاني على فلسطين  الانتداب البريطاني على فل...

2005 single by The Notorious B.I.G. Nasty GirlSingle by The Notorious B.I.G. featuring Diddy, Nelly, Jagged Edge and Avery Stormfrom the album Duets: The Final Chapter and Sweatsuit ReleasedOctober 11, 2005 (2005-10-11)GenreDirty rapLength4:52LabelBad BoyAtlanticSongwriter(s)Christopher WallaceSteven JordanSean CombsCornell HaynesBrian CaseyBrandon CaseyLeroy WatsonEumir Deodato (uncredited)Producer(s)Jazze PhaNotorious B.I.G. singles chronology Runnin' (Dying to Live) (200...

Constituency of the Provincial Assembly of Sindh, Pakistan PS-31 Khairpur-VIConstituencyfor the Provincial Assembly of SindhRegionGambat and Kingri Tehsils (partly) of Khairpur DistrictElectorate253,581 [1]Current constituencyMember(s)VacantCreated fromPS-34 Khairpur-VI PS-31 Khairpur-VI (پی ایس-31، خیرپور-6) is a constituency of the Provincial Assembly of Sindh.[2][3] General elections 2018 Contesting Candidates Party Affiliation Votes Polled This section ...

UniMás TV station in Stockton, California This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: KTFK-DT – news · newspapers · books · scholar · JSTOR (January 2014) (Learn how and when to remove this template message) KTFK-DTStockton–Sacramento–Modesto, CaliforniaUnited StatesCityStockton, CaliforniaChannelsD...

Untuk permainan videonya, lihat Moonwalk (permainan video). Seorang pedansa yang sedang moonwalking. Berkas:Minnie the Moocher (1932).webmMinnie the Moocher (1932) Moonwalk (atau backslide) adalah semacam teknik dansa yang memberi ilusi bahwa sang pedansa terlihat sedang ditarik ketika berusaha berjalan. Tarian ini menjadi populer ketika dilakukan oleh Michael Jackson pada konser Billie Jean Motown 25: Yesterday, Today, Forever pada tanggal 25 Maret, 1983. Sekarang moonwalk menjadi teknik dan...

Estonian singer Getter JaaniJaani at the 2011 Eurovision Song Contest.Background informationBirth nameGetter RoometBorn (1993-02-03) 3 February 1993 (age 31)Tallinn, EstoniaGenresPopOccupation(s)Singer, actressYears active2009–presentLabelsMoonwalkWebsitewww.getterjaani.ee[dead link]Musical artist Getter Jaani (born 3 February 1993)[1] is an Estonian singer and actress. She represented Estonia in the Eurovision Song Contest 2011 with the song Rockefeller Street.[2&#...

London street 10-13 The Grove The Grove, Highgate, N6 is a short tree-lined street in north London, running north from Highgate West Hill to Hampstead Lane, known for the notable residents who have lived there over several centuries. Early development The Garden at Highgate Grove, one of a pair of unsigned watercolour paintings, dated 1835. The Garden at Highgate Grove (as above) The line of The Grove follows the eastern boundary of an estate which at the beginning of the 17th century belonge...

Prototype British fighter aircraft P.1081 Role Fighter aircraftType of aircraft Manufacturer Hawker Aircraft First flight 19 June 1950 Status Destroyed in flying accident - 3 April 1951 Primary user Royal Aircraft Establishment Number built 1 Developed from Hawker P.1052 The Hawker P.1081, also known as the Australian Fighter was a prototype British jet aircraft from the mid-twentieth century. The single example built was destroyed in a crash in 1951. Design and development In 1949, the ...

此條目可参照英語維基百科相應條目来扩充。 (2021年5月6日)若您熟悉来源语言和主题，请协助参考外语维基百科扩充条目。请勿直接提交机械翻译，也不要翻译不可靠、低品质内容。依版权协议，译文需在编辑摘要注明来源，或于讨论页顶部标记{{Translated page}}标签。 约翰斯顿环礁Kalama Atoll 美國本土外小島嶼 Johnston Atoll 旗幟颂歌：《星條旗》The Star-Spangled Banner約翰斯頓環礁�...

周處除三害The Pig, The Snake and The Pigeon正式版海報基本资料导演黃精甫监制李烈黃江豐動作指導洪昰顥编剧黃精甫主演阮經天袁富華陳以文王淨李李仁謝瓊煖配乐盧律銘林孝親林思妤保卜摄影王金城剪辑黃精甫林雍益制片商一種態度電影股份有限公司片长134分鐘产地 臺灣语言國語粵語台語上映及发行上映日期 2023年10月6日 (2023-10-06)（台灣） 2023年11月2日 (2023-11-02)（香�...

Lambang Champagne. Comte Champagne memerintah wilayah Champagne dari tahun 950 sampai dengan 1316. Champagne berkembang dari provinsi Troyes pada akhir abad ke-11 dan Hugues I merupakan tokoh pertama yang secara resmi bergelar Comte Champagne. Ketika Louis menjadi Raja Prancis pada tahun 1314, setelah kematian ayahandanya Philippe IV, Champagne menjadi bagian wilayah Mahkota. Para Comte yang bergelar di Champagne juga mewarisi jabatan seneschal di Prancis. Daftar Comte dan Adipati Champagne, ...

Частина серії проФілософіяLeft to right: Plato, Kant, Nietzsche, Buddha, Confucius, AverroesПлатонКантНіцшеБуддаКонфуційАверроес Філософи Епістемологи Естетики Етики Логіки Метафізики Соціально-політичні філософи Традиції Аналітична Арістотелівська Африканська Близькосхідна іранська Буддій�...

Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Sezession (Begriffsklärung) aufgeführt. Sezession bzw. Inkorporation im Gegensatz zur Dismembration bzw. Fusion Sezession (lateinisch secessio ‚Abspaltung‘, ‚Abseitsgehen‘, ‚Trennung‘; die Gebietsabtrennung ist auch als Separation bekannt) bezeichnet im Politischen die Loslösung einzelner Landesteile aus einem bestehenden Staat mit dem Ziel, einen eigenen unabhängigen und neuen souveränen Staat ...

First inter-urban motorway in the UK This article is about the M1 motorway in England. For other M1 motorways, see List of M1 roads. Not to be confused with A1(M) motorway. M1London - Yorkshire motorway M1 highlighted in blue Show interactive map Shown with UK motorway network Show UK motorways mapLooking north towards junction 37 on one of the few stretches that remain three-laneRoute informationPart of E13 Maintained by National HighwaysLength193.5 mi[1] (311.4 km)Exi...

Collection of German fairy tales For the comic series, see Grimm Fairy Tales (comics). Not to be confused with Grimm Tales (disambiguation) or Grimm's Fairy Tale Classics. Grimms' Fairy Tales Title page of first volume of Grimms' Kinder- und Hausmärchen (1819) 2nd ed.AuthorJacob and Wilhelm GrimmOriginal titleKinder- und Hausmärchen(lit. Children's and Household Tales)CountryGermanyLanguageGermanGenre Fairy tale Folklore Published1812–1858TextGrimms' Fairy Tales at Wikisource Grimms'...

Virtual climate summit organized by the USA 2021 Leaders Summit on ClimateHost country United StatesDatesApril 22–23, 2021Venue(s)VirtualParticipants38 nationsWebsitewww.state.gov/leaders-summit-on-climate/ The 2021 Leaders' Summit on Climate was a virtual climate summit on April 22–23, 2021, organized by the Joe Biden administration, with leaders from various countries. At the summit Biden announced that greenhouse gas emissions by the United States would be reduced by 50% - 52% rel...

Identity expressing an integral as a sum In mathematics, the sophomore's dream is the pair of identities (especially the first) ∫ 0 1 x − x d x = ∑ n = 1 ∞ n − n ∫ 0 1 x x d x = ∑ n = 1 ∞ ( − 1 ) n + 1 n − n = − ∑ n = 1 ∞ ( − n ) − n {\displaystyle {\begin{alignedat}{2}&\int _{0}^{1}x^{-x}\,dx&&=\sum _{n=1}^{\infty }n^{-n}\\&\int _{0}^{1}x^{x}\,dx&&=\sum _{n=1}^{\i...

Dessin illustrant l'utilisation d'un hysplex pour éviter un faux départ. L'hysplex (ὕσπληξ) est un mécanisme utilisé en Grèce ancienne pour donner le départ des courses hippiques et des courses à pied. Il consiste en la combinaison de deux barres maintenues ensemble autour d'un point, l'une étant fixée à la verticale du sol sur la ligne de départ, l'autre pouvant se mouvoir, grâce à la tension d'une corde, dans le plan de la ligne de départ perpendiculaire au sol. Un syst...