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Political party in the United States This article is about the American political movement. For the Latin term for unidentified third item, see tertium quid. Old Republicans LeadersMorgan LewisJohn RandolphJohn TaylorNathaniel MaconFounded1806; 218 years ago (1806)Dissolved1828; 196 years ago (1828)Merged intoJacksonian DemocratsIdeologyAnti-expansionismJeffersonianismClassical liberalismRepublicanismNational affiliationDemocratic-Republican PartyColor...

The Unión del Fútbol del Interior (English: Football Union of the Interior) or UFI is an association affiliated to the Paraguayan Football Association that was founded in 1927 to organize and govern football outside of Asunción, specifically on each of the different Departments of Paraguay.[1] The UFI is constituted by the clubs and leagues that are part of the Departmental Football Federation from each Department in Paraguay. Club tournaments organized by the UFI gives chances to...

Cet article est une ébauche concernant une personnalité américaine et un économiste. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Christopher A. SimsFonctionPrésidentAmerican Economic Association2012-2013BiographieNaissance 21 octobre 1942 (81 ans)WashingtonNationalité américaineFormation Université Harvard (doctorat) (jusqu'en 1968)Université de Californie à BerkeleyGreenwich High School (en)A...

Эта страница — глоссарий. В этом глоссарии приведены определения основных терминов, использующихся в теории кос. См. также глоссарий теории узлов. Курсивом выделены ссылки внутри глоссария. # А Б В Г Д Е Ё Ж З И К Л М Н О П Р С Т У Ф Х Ц Ч Ш Щ Э Ю Я А Альтернированная диагра...

Sepasang gambar Men Shen menghiasi pintu kuil di Taichung, Taiwan. Artikel ini mengenai kebudayaan China. Lihat pula Janus, dewa pintu Romawi. Men Shen (t=門神; s=门神; pinyin=ménshén; Hokkien= Mui Sin) merupakan Dewa Pintu dalam tradisi China. Biasanya lukisan keduanya ditempelkan pada daun pintu masuk kuil, rumah, kantor, dan sebagainya supaya roh jahat tidak berani masuk. Men Shen selalu berjumlah sepasang, saling berhadapan; jika digambarkan saling membelakangi dipercaya akan membaw...

Japanese visual novel studio KeyCompany typeBrand of Visual ArtsIndustryComputer gamesGenre Eroge[a] visual novels FoundedJuly 21, 1998; 25 years ago (1998-07-21) in Osaka, JapanFoundersItaru HinoueNaoki HisayaJun MaedaShinji OritoHeadquartersKita, Osaka, JapanArea servedJapanKey peopleJun MaedaShinji OritoNa-GaProductsKanonAirClannadFull listWebsitekey.visualarts.gr.jp Key is a Japanese visual novel studio known for making dramatic and plot-oriented titles. It was f...

Badara Diatta Informazioni personali Arbitro di Calcio Federazione  Senegal Professione Insegnante di educazione fisica Attività nazionale Anni Campionato Ruolo 1997- Senegal Premier League Arbitro Attività internazionale 1999-2014 CAF e FIFA Arbitro Esordio Tunisia-Sudafrica 2-019 novembre 2003 Badara Diatta (Ziguinchor, 2 agosto 1969) è un arbitro di calcio senegalese. Carriera Fischietto di vasta esperienza, è arbitro internazionale sin dal 1º gennaio 1999[1]. Fa il suo ...

Taiwanese politician Not to be confused with Chen Chao-min. In this Chinese name, the family name is Chen. Chen Chao-mingMLY陳超明Chen in March 2016Member of the Legislative YuanIn office1 February 2012 – 22 July 2022Preceded byKang Shih-juConstituencyMiaoli 1In office1 February 1999 – 31 January 2002ConstituencyMiaoli County Personal detailsBorn (1951-12-17) 17 December 1951 (age 72)Miaoli County, TaiwanNationalityRepublic of ChinaPolitical partyKuomintang (sinc...

ملصق ألماني من عام 1935 يذكر: «السياسة العالمية - الثورة العالمية. الماسونية منظمة دولية مملوكة لليهود ولها هدف سياسي يتمثل في إقامة الهيمنة اليهودية من خلال ثورة عالمية». المؤامرة اليهودية الماسونية نظرية مؤامرة معادية للسامية ومناهضة للماسونية، تنطوي على تحالف سري مزعوم �...

إقتصاد إسبانياعامالدولة Spainعملة 1 euro (€1) = 1.13 دولار أمريكي[2]السنة المالية Calendar yearالمنظمات الاتحاد الأوروبي، WTO and OECDالإحصائياتالناتج الإجمالي $1.437 trillion (nominal, 2018 est.)[1] $1.867 trillion (PPP, 2018 est.)[1]نمو الناتج الإجمالي 3.6% (2015) 3.2% (2016) 3.0% (2017) 2.6% (2018f)[1][3]نصيب الفرد من الن�...

Railway station in Kaifeng, China This article provides insufficient context for those unfamiliar with the subject. Please help improve the article by providing more context for the reader. (September 2016) (Learn how and when to remove this message) Kaifengbei开封北General informationOther namesKaifeng NorthLocationLongting District, KaifengChinaCoordinates34°50′27.6″N 114°15′21.4″E / 34.841000°N 114.255944°E / 34.841000; 114.255944Operated by CR Zhengz...

For other uses, see How Are You (disambiguation). 1986 single by The KinksHow Are YouSingle by The Kinksfrom the album Think Visual B-sideKilling Time (UK)Working at the Factory (US)Released22 December 1986RecordedJanuary 1986 and June–August 1986 at Konk Studios, LondonGenreRockLength4:27LabelMCA / Davray Music Ltd.Songwriter(s)Ray DaviesProducer(s)Ray DaviesThe Kinks singles chronology Rock 'n' Roll Cities (1986) How Are You (1986) Lost and Found (1987) How Are You is the seventh track on...

Artikel ini bukan mengenai [[:orang Oroch dari Khabarovsk Krai, atau orang Oroqen dari Tiongkok]]. OroksNama alternatif:Orok, Ul'ta, Ulcha, Uil'ta, NaniGrup orang UiltaDaerah dengan populasi signifikan Rusia295[1] Jepang20BahasaOrok, Rusia, JepangAgamaShamanisme, Kristen Ortodoks RusiaKelompok etnik terkaitAinu, Nivkh, Itelmen, Even, Koryak, Evenk, Ulch, Nanai, Oroch, Udege Orok (Ороки dalam bahasa Rusia; penyebutan diri: Ulta, Ulcha), yang terkadang disebut Uilta, adal...

ASD Calcio CastellanaCalcio Segni distintiviUniformi di gara Casa Trasferta Colori sociali Azzurro, bianco Simbolistella Dati societariCittàCastellana Grotte Nazione Italia ConfederazioneUEFA Federazione FIGC CampionatoSeconda Categoria Fondazione1928 Scioglimento2014Rifondazione2015PresidenteGiuseppe Pellegrino AllenatoreMaurizio Mazzarelli StadioStadio Azzurri d'Italia (erba artificiale)( posti) PalmarèsSi invita a seguire il modello di voce L'A.S.D. Calcio Castellana, o semplicement...

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: Ebey's Landing National Historical Reserve – news · newspapers · books · scholar · JSTOR (November 2014) (Learn how and when to remove this message) Ebey's Landing National Historical ReserveIUCN category V (protected landscape/seascape)Map of the sites in the ...

Canchal de la Ceja Vista de la cara norte del canchal de la Ceja en 2009.Localización geográficaContinente EuropaCordillera Sistema CentralSierra Sierra de BéjarCoordenadas 40°18′22″N 5°43′17″O / 40.3061, -5.72139Localización administrativaPaís España EspañaComunidad Castilla y León Castilla y LeónProvincias Ávila ÁvilaSalamanca SalamancaCaracterísticas generalesAltitud 2427 m s. n. m.[1]​[2]​Prominencia 1151 m[1]​Map...

Operations to supply Malta during World War II Club RunPart of The Mediterranean campaign of the Second World WarMap of the Western MediterraneanTypeAircraft ferry operationsLocationsWestern Mediterranean35°N 18°E / 35°N 18°E / 35; 18GibraltarMaltaPlanned byRoyal Navy and Royal Air ForceCommanded byAdmiral James Somerville (July 1940 – March 1942)Edward Syfret (March 1942 – 1943)ObjectiveDeliver aircraft to MaltaOutcomeAllied victory vteBattle of the ...

Kieran Trippier Trippier thi đấu cho Anh tại FIFA World Cup 2018Thông tin cá nhânTên đầy đủ Kieran John Trippier[1]Ngày sinh 19 tháng 9, 1990 (33 tuổi)Nơi sinh Bury, AnhChiều cao 1,78 m (5 ft 10 in)[2]Vị trí Hậu vệ phải[3]Thông tin độiĐội hiện nay Newcastle UnitedSố áo 2Sự nghiệp cầu thủ trẻNăm Đội1999–2009 Manchester CitySự nghiệp cầu thủ chuyên nghiệp*Năm Đội ST (BT)2009–2012 M...

Algebraic structure In mathematics, a commutative ring is a ring in which the multiplication operation is commutative. The study of commutative rings is called commutative algebra. Complementarily, noncommutative algebra is the study of ring properties that are not specific to commutative rings. This distinction results from the high number of fundamental properties of commutative rings that do not extend to noncommutative rings. Algebraic structure → Ring theoryRing theory Basic conceptsRi...

Book of the Bible Tanakh (Judaism) Torah (Instruction)GenesisBereshitExodusShemotLeviticusWayiqraNumbersBemidbarDeuteronomyDevarim Nevi'im (Prophets) Former JoshuaYehoshuaJudgesShofetimSamuelShemuelKingsMelakhim Latter IsaiahYeshayahuJeremiahYirmeyahuEzekielYekhezqel Minor Hosea Joel Amos Obadiah Jonah Micah Nahum Habakkuk Zephaniah Haggai Zechariah Malachi Ketuvim (Writings) Poetic PsalmsTehillimProverbsMishleiJobIyov Five Megillot (Scrolls) Song of SongsShir HashirimRuthRutLa...