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يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها...

Court of law that is empowered to hear an appeal Court of appeal and Court of appeals redirect here. For other uses, see Court of appeal (disambiguation) and Court of appeals (disambiguation). This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material...

Francisco Romero (1891–1962) was a Latin American philosopher who spearheaded a reaction against positivism. Biography Romero was born in Seville, Spain, but spent much of his adult life in Latin America, especially Argentina, where he emigrated in 1904.[1][2] He entered the Argentine army in 1910 and retired with the rank of major in 1931.[2] He became a friend of the Argentine philosopher Alejandro Korn, and when he left military service he took over Korn's profes...

« Moubarak » redirige ici. Pour les autres significations, voir Moubarak (homonymie). « Moubarak » redirige ici. Pour l’article homophone, voir Moubarac. Hosni Moubarakحسني مبارك Portrait officiel, 1985 Fonctions Président de la république arabe d'Égypte 14 octobre 1981 – 11 février 2011(29 ans, 3 mois et 28 jours) Élection 13 octobre 1981 Réélection 5 octobre 1987 4 octobre 199326 septembre 19999 septembre 2005 Vice-président Omar ...

Ця стаття потребує додаткових посилань на джерела для поліпшення її перевірності. Будь ласка, допоможіть удосконалити цю статтю, додавши посилання на надійні (авторитетні) джерела. Зверніться на сторінку обговорення за поясненнями та допоможіть виправити недоліки. Мат...

American politician (born 1955) Not to be confused with Daniel Molloy. Dannel MalloyMalloy in 20166th Chancellor of the University of Maine SystemIncumbentAssumed office July 1, 2019Preceded byJames H. Page88th Governor of ConnecticutIn officeJanuary 5, 2011 – January 9, 2019LieutenantNancy WymanPreceded byJodi RellSucceeded byNed Lamont29th Mayor of StamfordIn officeDecember 1, 1995 – November 30, 2009Preceded byStanley EspositoSucceeded byMichael Pavia Personal det...

2022 American drama television series Tom SwiftGenre Mystery Drama Based onThe Tom Swift book seriesby Victor AppletonDeveloped byMelinda Hsu Taylor &Noga Landau &Cameron JohnsonStarring Tian Richards Ashleigh Murray Marquise Vilsón Albert Mwangi April Parker Jones Music byMatthew HeadCountry of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes10ProductionExecutive producers Anton Cropper Lis Rowinski Cameron Johnson Noga Landau Melinda Hsu Taylor Stephanie Sa...

This article is about the sculpture in Illinois. For other sculptures with similar names, see Pioneer (disambiguation) § Art. United States historic placeThe PioneersU.S. National Register of Historic Places LocationCentral Park, N,. Magnolia St., Elmwood, IllinoisCoordinates40°46′42.12″N 89°57′56.75″W / 40.7783667°N 89.9657639°W / 40.7783667; -89.9657639Built1928ArchitectLorado TaftNRHP reference No.01000117Added to NRHPMay 4, 2001[1 ...

Logistics company Swift TransportationCompany typeSubsidiaryTraded asNYSE: KNXIndustryMotor transportationOTR truckingFoundedOctober 10, 1966HeadquartersPhoenix, Arizona, United StatesKey peopleAdam W. Miller (President)(CEO)| Andrew Hess (CFO)ProductsTruckload carrierNumber of employees21,900[1] (2019)ParentKnight-SwiftWebsitewww.swifttrans.com Previous logo Swift Transportation is a Phoenix, Arizona-based American truckload motor shipping carrier, part of Knight-Swift. Wit...

Organización de Estados Iberoamericanos Organização de Estados Ibero-americanos Países miembros de la OEI.Acrónimo OEITipo Organismo internacionalFundación 1949Sede central Calle Bravo Murillo, 38[1]​ Madrid,  EspañaSecretario general Mariano Jabonero[2]​Miembros 23 estados miembros[3]​Andorra Andorra  Argentina Bolivia Bolivia Brasil Brasil Chile Chile Colombia Colombia Costa Rica Costa Rica Cuba Cuba Ecuador Ecuador ...

2019 York—Simcoe federal by-election ← 2015 February 25, 2019 (2019-02-25) Oct. 2019 → Riding of York—SimcoeTurnout20.03% ( 43.23pp)   First party Second party Third party   LPC NDP Candidate Scot Davidson Shaun Tanaka Jessa McLean Party Conservative Liberal New Democratic Popular vote 8,929 4,811 1,244 Percentage 53.91% 29.04% 7.51% Swing 3.66pp 8.72pp 1.38pp MP before election Peter Van Loan Conservative Elected MP Scot Davidson Conse...

Bandar Udara Internasional AlexandriaBandar Udara El NouzhaIATA: ALYICAO: HEAX ALYLokasi bandar udara di MesirInformasiJenisPublikPemilikpenerbangan sipilPengelolaPemerintahMelayaniAlexandria, MesirKetinggian dpl−2 mdplKoordinat31°11′02″N 029°56′56″E / 31.18389°N 29.94889°E / 31.18389; 29.94889Landasan pacu Arah Panjang Permukaan m kaki 04/22 2,201 7,221 Aspal 18/36 1,801 5,909 Aspal Sumber: DAFIF[1][2] Bandar Udara Iskandariyah ...

American college football season 1906 Penn Quakers footballConferenceIndependentRecord7–2–3Head coachCarl S. Williams (5th season)CaptainEdward L. GreeneHome stadiumFranklin FieldSeasons← 19051907 → 1906 Eastern college football independents records vte Conf Overall Team W   L   T W   L   T Princeton   –   9 – 0 – 1 Yale   –   9 – 0 – 1 Haverford   –   7 – 0 &#...

The Execution of Mary StuartCuplikan versi terdigitisasi dari film tersebutSutradaraAlfred ClarkProduserThomas EdisonPemeranRobert ThomaeSinematograferWilliam HeiseDistributorEdison Manufacturing CompanyTanggal rilis28 Agustus 1895Durasi18 detikNegaraAmerika SerikatBahasaFilm bisu Pemakaian terawal yang diketahui dari trik jeda. The Execution of Mary Stuart adalah sebuah film pendek yang diproduksi pada tahun 1895. Film tersebut menggambarkan eksekusi Mary, Ratu Skotlandia. Film tersebut adal...

  关于香港兒童文學作家周蜜，請見「周蜜蜜」。 周蜜基本資料代表國家/地區 中国 香港出生 (1979-02-18) 1979年2月18日（45歲）[1] 中国廣西省南寧市身高1.74米（5英尺81⁄2英寸）[1]握拍右手主項：女子单打職業戰績327勝–96負（女單）32勝–30負（女雙）最高世界排名第1位（2001年）現時世界排名已退役BWF id7821官方檔案链接BWF TournamentsoftwareBWF Fan...

2020 Indonesian short horror film This article needs a plot summary. Please add one in your own words. (July 2020) (Learn how and when to remove this message) Anak AmbarFilm poster (2020)Directed byMelvin GiovanieWritten byFanny GunawanProduced byMelvin GiovanieFanny GunawanStarringIrene SoniaMelvin GiovanieWellyrantiNissy Ariana MeinardQory SandyorivaLevana AzzahraIlah MilahCinematographyEdwin EffendiEdited byMelvin GiovanieMusic byKevin MacLeodProductioncompanyVerbind FilmsDistributed byVer...

Crater on the Moon Feature on the moonApolloOblique Lunar Orbiter 5 imageCoordinates36°06′S 151°48′W / 36.1°S 151.8°W / -36.1; -151.8Diameter537 km[1]Colongitude161° at sunriseEponymProject Apollo Apollo, also called the Apollo basin, is an enormous impact crater located in the southern hemisphere on the far side of the Moon. This formation dwarfs the large crater Oppenheimer that is located next to the western rim. The crater Barringer lies across the...

Voce principale: Giochi della XXXI Olimpiade. Canottaggio a Rio de Janeiro 2016 Singolo   uomini   donne 2 di coppia uomini donne 2 di coppia p.l. uomini donne 2 senza uomini donne 4 di coppia uomini donne 4 senza uomini 4 senza p.l. uomini Otto uomini donne Le gare di canottaggio dei Giochi della XXXI Olimpiade si sono svolte nella laguna Rodrigo de Freitas tra il 6 e il 13 agosto 2016. Sono stati disputati 14 eventi, 8 maschili e 6 femminili. Indice 1 Calendario 2 Qualificazione ...

نادي أشيقر السعودي الأسماء السابقة نادي رمحين الألوان البرتقالي و الأبيض تأسس عام 1402 هـ الملعب أشيقر  السعودية البلد السعودية  الدوري دوري الدرجة الرابعة السعودي 2015-2016 2015-2016 الإدارة المالك وزارة الرياضة الطقم الأساسي الطقم الاحتياطي تعديل مصدري - تعديل   نادي أشيق...

In mathematics, vector space of linear forms In mathematics, any vector space V {\displaystyle V} has a corresponding dual vector space (or just dual space for short) consisting of all linear forms on V , {\displaystyle V,} together with the vector space structure of pointwise addition and scalar multiplication by constants. The dual space as defined above is defined for all vector spaces, and to avoid ambiguity may also be called the algebraic dual space. When defined for a topological vecto...