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Not to be confused with Sparta F.C., AC Sparta Prague, or Sparta Rotterdam. For the English team known as 'Spartans F.C.' between 1880 to 1883, see Swindon Town F.C. Association football club in Scotland Football clubThe SpartansFull nameThe Spartans Football ClubFounded1951; 73 years ago (1951)GroundAinslie Park, EdinburghCapacity3,612 (534 seated)ChairmanCraig GrahamManagerDouglas SamuelLeagueScottish League Two2022–23Lowland League, 1st of 19 (promoted via play-offs)Web...

Chronologie de la France ◄◄ 1682 1683 1684 1685 1686 1687 1688 1689 1690 ►► Chronologies La statue originale de Louis XIV, place des Victoires (1686)Données clés 1683 1684 1685  1686  1687 1688 1689Décennies :1650 1660 1670  1680  1690 1700 1710Siècles :XVe XVIe  XVIIe  XVIIIe XIXeMillénaires :-Ier Ier  IIe  IIIe Chronologies thématiques Art Architecture, Arts plastiques (Dessin, Gravure, Peinture et Sculpture), Littératur...

South African cricketer William SolomonPersonal informationBorn(1872-04-23)23 April 1872Fort Beaufort, Cape ColonyDied12 July 1964(1964-07-12) (aged 92)Cradock, Cape Province, South AfricaBattingRight-handedBowlingRight-armInternational information National sideSouth AfricaOnly Test (cap 43)14 February 1899 v England Domestic team information YearsTeam1892–93 to 1898–99Transvaal1905–06Eastern Province Career statistics Competition Tests First-class Matches 1 5 Ru...

Эта статья — о городе Косовска-Митровица в целом. О его сербской части см. Северная Косовска-Митровица. ГородКосовска-Митровицасерб. Косовска Митровица, алб. Mitrovica Герб 42°53′ с. ш. 20°52′ в. д.HGЯO Страна  Республика Косово/ Сербия[1] Округ Косо�...

Cadel Evans Great Ocean Road Race 2018 GénéralitésCourse4e Cadel Evans Great Ocean Road RaceCompétitionUCI World Tour 2018 1.UWTDate28 janvier 2018Distance164 kmPays AustralieLieu de départMelbourneLieu d'arrivéeDeakin University Geelong Waterfront CampusÉquipes16Partants106Arrivants69Vitesse moyenne40,33 km/hSite officielSite officielRésultatsVainqueur Jay McCarthy (Bora-Hansgrohe)Deuxième Elia Viviani (Quick-Step Floors)Troisième Daryl Impey (Mitchelton-Scott)Meilleur grimpeur Las...

Cet article est une ébauche concernant un coureur cycliste américain. Vous pouvez partager vos connaissances en l’améliorant (comment ?). Pour plus d’informations, voyez le projet cyclisme. Pour les articles homonymes, voir White. Curtis WhiteInformationsNaissance 28 septembre 1995 (28 ans)SchenectadyNationalité américaineÉquipes non-UCI 2009-2010Clif Bar Junior Development (cyclo-cross)2011BayHillCapital CLNoonan-CornerCycle2011Clif Bar Junior Development (cyclo-cross)20...

Village in Haifa, Mandatory PalestineKhubbayza خبْيزةKhubbeizaVillageEtymology: March Mallow[1] 1870s map 1940s map modern map 1940s with modern overlay map A series of historical maps of the area around Khubbayza (click the buttons)KhubbayzaLocation within Mandatory PalestineCoordinates: 32°33′22″N 35°03′56″E / 32.55611°N 35.06556°E / 32.55611; 35.06556Palestine grid156/218Geopolitical entityMandatory PalestineSubdistrictHaifaDate of dep...

The 2012 election for 7th Head of Government of the Federal District in Mexico was held on Sunday, July 1, 2012.[1] Outgoing Head of Government Marcelo Ebrard, who has held the office since 2006, of the Party of the Democratic Revolution (PRD) is term-limited and may not seek re-election. The Federal District head of government election coincides with the 2012 Mexican presidential and general elections. Candidates Party/Coalition Candidates Votes Movimiento Progresista coalition**Part...

Untuk kegunaan lain, lihat Garasi (disambiguasi). GarasiSutradaraAgung SentausaProduserMira LesmanaSkenarioPrima RusdiCeritaMira LesmanaPrima RusdiAgung SentausaPemeranAyu RatnaAries BudimanFedi NurilArie DagienkzDeddy Mahendra DestaDavid TariganSyaharaniPenata musikAndy AyunirSinematograferYadi SugandiPenyuntingDewi S. AlibasahPerusahaanproduksiMiles FilmsDistributorMiles FilmsTanggal rilis19 Januari 2006Durasi113 menitNegaraIndonesiaBahasaBahasa Indonesia Garasi adalah film drama musi...

Soviet nuclear physicist and human rights activist (1921–1989) For the historian, see Andrey Nikolayevich Sakharov. In this name that follows Eastern Slavic naming customs, the patronymic is Dmitrievich and the family name is Sakharov. Andrei SakharovАндрей СахаровSakharov in 1989Born(1921-05-21)21 May 1921Moscow, Russian SFSRDied14 December 1989(1989-12-14) (aged 68)Moscow, Russian SFSR, Soviet UnionResting placeVostryakovskoye CemeteryNationalityRussianCitizenshipSov...

جزء من سلسلة مقالات حولالتفاضل والتكامل* المبرهنة الأساسية نهايات الدوال استمرارية مبرهنة القيمة المتوسطة مبرهنة رول تفاضل وتكامل كسري حساب التفاضل مشتق مشتق ثاني حساب المتغيرات تفاضل ضمني مبرهنة تايلور معدلات مرتبطة متطابِقات قواعد قاعدة القوة قاعدة الضرب قاعدة ناتج ا...

منصور شعار المسلسل النوع رسوم متحركةمغامراتكوميديا تأليف راشد الهرمودي البلد  الإمارات العربية المتحدة لغة العمل العربية (اللهجة الإماراتية) عدد المواسم 5 عدد الحلقات 93 الإنتاج المنتج المنفذ فنر برودكشن (الموسم الأول)كرتون نتورك بالعربية (الموسم الثاني-الخامس)آدم خوج�...

Una chica jugando y concentrando La concentración mental es un proceso psíquico que se realiza por medio del razonamiento; consiste en centrar voluntariamente toda la atención de la mente sobre un objetivo, objeto o actividad que se esté realizando o pensando en realizar en ese momento, dejando de lado toda la serie de hechos u otros objetos que puedan ser capaces de interferir en su consecución o en su atención. La concentración es vital para el estudio y para el trabajo. Concentraci�...

This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (January 2022) (Learn how and when to remove this message) 19th century Japanese priest Tsunoda Tadayuki角田 忠行Portrait photograph of Tsunoda, before 1918.Born1834Nagadoro Village, Okutono Domain, Shinano Province, JapanDied1918(1918-00-00) (aged 83–84)Nagoya, Aichi Prefecture, JapanNationalityJapane...

American engineer in NASA manned spaceflight programs Maxime FagetBornMaxime Allen Faget(1921-08-26)August 26, 1921Stann Creek Town, British Honduras(now Dangriga, Belize)DiedOctober 9, 2004(2004-10-09) (aged 83)Houston, Texas, United StatesNationalityAmericanOther namesMax FagetAlma materCity College of San FranciscoLouisiana State University, B.S. 1943OccupationEngineerKnown forDesigner of the Mercury capsuleAwardsASME Medal (1975) Space shuttle model, created by Faget, ...

City in Georgia, United StatesAlpharetta, GeorgiaCityAlpharetta City Hall FlagSealLogoLocation in Fulton County and the state of GeorgiaAlpharettaLocation of Alpharetta in Metro AtlantaShow map of Metro AtlantaAlpharettaAlpharetta (Georgia)Show map of GeorgiaAlpharettaAlpharetta (the United States)Show map of the United StatesAlpharettaAlpharetta (North America)Show map of North AmericaCoordinates: 34°04′31″N 84°17′39″W / 34.07528°N 84.29417°W / 34.07528; ...

Men's coxless pair at the 2018 World Rowing ChampionshipsVenuePlovdiv Regatta VenueLocationPlovdiv, BulgariaDates9–15 SeptemberCompetitors51 from 25 nationsWinning time6:14.96Medalists  Martin SinkovićValent Sinković   Croatia Marius CozmiucCiprian Tudosă   Romania Valentin OnfroyThéophile Onfroy   France← 20172019 → 2018 World Rowing ChampionshipsOpenweight eventsSingle scullsmenwomenDouble scu...

聽障奧林匹克運動會Deaflympics聽障奧林匹克運動會標誌格言PER LUDOS AEQUALITAS (Equality through sport)首屆賽事1924年於法國巴黎– 1924年聽障奧林匹克運動會每隔4年上屆2017年於土耳其薩姆松 – 2017年夏季聽障奧林匹克運動會舉辦對象提供聽障者參與精英體育的機會總部 美国弗雷德里克主席Craig A Crowley MBE網址Deaflympics Official Website 身心障礙 理论与模式 身心障礙理論（英语：Disabili...

Statement about integration on manifolds This article is about the generalized theorem. For the classical theorem, see Stokes' theorem. For the equation governing viscous drag in fluids, see Stokes' law.Part of a series of articles aboutCalculus ∫ a b f ′ ( t ) d t = f ( b ) − f ( a ) {\displaystyle \int _{a}^{b}f'(t)\,dt=f(b)-f(a)} Fundamental theorem Limits Continuity Rolle's theorem Mean value theorem Inverse function theorem Differential Definitions Derivative (g...

The chromatic circle, the outer level of Lerdahl's model of pitch-class space In music theory, pitch-class space is the circular space representing all the notes (pitch classes) in a musical octave. In this space, there is no distinction between tones separated by an integral number of octaves. For example, C4, C5, and C6, though different pitches, are represented by the same point in pitch class space. Since pitch-class space is a circle, we return to our starting point by taking a series of...