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David CastañedaDavid Castañeda pada 2019Lahir24 Oktober 1989 (umur 34)[1]Los Angeles, U.S.[2]AlmamaterUniversitas Negeri CaliforniaPekerjaanAktorTahun aktif2009–sekarang David Castañeda (lahir pada 24 Oktober 1989) adalah seorang aktor Amerika Serikat-Meksiko. Ia terkenal atas perannya sebagai Diego Hargreeves dalam serial Netflix The Umbrella Academy.[3] Kehidupan awal David lahir di Los Angeles,[2] tetapi tumbuh besar di Sinaloa, Mexico.[4...

 

شاهنشاه فارس مُحمَّد خان القاجاري (بالفارسية: آغا محمد خان قاجار)‏، و(بالأذرية: Ağa Məhəmməd şah Qacar)‏  رسم لمُحمَّد خان القاجاري من سنة 1820م تقريبًا. شاهنشاه فارس فترة الحكم19 شعبان 1208هـ – 22 ذو الحجَّة 1211هـ21 آذار (مارس) 1794 م – 17 حُزيران (يونيو) 1797م (3 سنوات وشهران و27 يومًا) بالفار...

 

Dorothea WolbertWolbert dalam iklan untuk The Flirt, 1922Lahir(1874-04-12)12 April 1874Philadelphia, Pennsylvania, Amerika SerikatMeninggal15 September 1958(1958-09-15) (umur 84)Hollywood, California, Amerika SerikatPekerjaanAktrisTahun aktif1916–1957 Dorothea Wolbert (12 April 1874 – 15 September 1958) adalah seorang aktris film Amerika Serikat.[1] Ia tampil dalam 147 film antara 1916 dan 1957. Referensi ^ Dorothea Wolbert. New York Times. Diarsipkan dari...

Kanjeng Mas Ayu Swarakaloka • Dato' SriRossaKMATS • SSAP • KMAS • DIMPRossa Konser 25 Shining Years (2022)LahirSri Rossa Roslaina Handiyani9 Oktober 1978 (umur 45)Sumedang, Jawa Barat, IndonesiaNama lainRossaTeteh OchaDato' Sri RossaAlmamaterUniversitas IndonesiaPekerjaanPenyanyiPebisnisPemeranProduser rekamanProduser filmSutradaraJuriPresenterSuami/istriSurendro Prasetyo ​ ​(m. 2004; c. 2009)​[1]Anak1PenghargaanPlanet...

 

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

 

673d Air Base Wing An airman and military working dog of the 673d Security Forces SquadronActive2010–presentCountry United StatesBranch United States Air ForceRoleInstallation supportSizeOver 5000 military and civilianPart ofPacific Air CommandGarrison/HQJoint Base Elmendorf-RichardsonMotto(s)Cavete Ursum Arcticum Latin Beware the Arctic Bear[1]DecorationsAir Force Outstanding Unit AwardCommandersCurrentcommanderCol. David Wilson [2]Command Chief Master Serge...

Голубянки Самец голубянки икар Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ПервичноротыеБез ранга:ЛиняющиеБез ранга:PanarthropodaТип:ЧленистоногиеПодтип:ТрахейнодышащиеНадкласс:ШестиногиеКласс...

 

Grand Prix d'Australie 2017  Circuit de l'Albert Park Données de course Nombre de tours 57 (au lieu des 58 prévus) Longueur du circuit 5,303 km Distance de course 302,271 km Résultats Vainqueur Sebastian Vettel,Ferrari,1 h 24 min 11 s 672 (vitesse moy. 215.409 km/h) Pole position Lewis Hamilton,Mercedes,1 min 22 s 188(vitesse moyenne : 232,282 km/h) Record du tour en course Kimi Räikkönen,Ferrari,1 min ...

 

2007 UK local government election Main article: Chorley Borough Council elections Elections to Chorley Borough Council were held on 3 May 2007. One third of the council was up for election and the Conservative party retained overall control.[1] After the election, the composition of the council was: Party Seats   ±   Conservative 26 1 Labour 15 2 Independent 3 Liberal Democrat 3 1 Election result Chorley Local Election Result 2007 Party Seats Gains Losses Net gain...

Galaksi Mata Hitam[1]Galaksi Mata Hitam (M64)Data pengamatan (J2000 epos)Rasi bintangComa Berenices[2]Asensio rekta 12j 56m 43.7d[3]Deklinasi +21° 40′ 58″[3]Pergeseran merah0.001361Kecepatan radial helio408Kecepatan galaktosentrik400Magnitudo semu (V)9.36[3]Ciri-ciriJenis(R)SA(rs)ab, HIISy2Ukuran semu (V)10.71 × 5.128 moa[4]Penamaan lainM64, NGC 4826, UGC 8062, PGC 44182, CGCG 130...

 

Type of ink used in printing 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 may be challenged and removed.Find sources: Solid ink – news · newspapers · books · scholar · JSTOR (November 2014) (Learn...

 

British Whig politician Denzil Onslow of Pyrford in 1719 Denzil Onslow of Pyrford (c.1642 – 27 June 1721) was a British Whig politician who sat in the English and British House of Commons between 1679 and 1721. Through advantageous marriages, he obtained a country estate and became prominent in Surrey politics of the Hanoverian era, although his great nephew Arthur Onslow, as Speaker, judged that Denzil knew no more of the business [of the House of Commons] than one who had been of the ...

Indonesian actress (born 1956) In this Indonesian name, there is no family name nor a patronymic. Christine HakimHakim in 2012BornHerlina Christine Natalia Hakim (1956-12-25) 25 December 1956 (age 67)Kuala Tungkal, Jambi, IndonesiaOccupation(s)Actress, producer, activistYears active1973–presentNotable workCinta PertamaBadai Pasti BerlaluEat Pray LoveSpouse Jeroen Lezer ​(m. 2000)​Children1Awards9 Citra Awards Herlina Christine Natalia Hakim (born 2...

 

هيئة مشروع بيت لحم 2000 البلد دولة فلسطين  المقر الرئيسي بيت لحم  تاريخ التأسيس 1998  تاريخ الحل 2021  تعديل مصدري - تعديل   هيئة مشروع بيت لحم 2000 هي مؤسسة حكومية غير وزارية ذات شخصية اعتبارية مستقلة تأسست عام 1998 لأجل تنظيم وتنسيق وإعداد وتنفيذ جميع الترتيبات والفعالي...

 

In mathematics, a Heyting algebra (also known as pseudo-Boolean algebra[1]) is a bounded lattice (with join and meet operations written ∨ and ∧ and with least element 0 and greatest element 1) equipped with a binary operation a → b of implication such that (c ∧ a) ≤ b is equivalent to c ≤ (a → b). From a logical standpoint, A → B is by this definition the weakest proposition for which modus ponens, the inference rule A → B, A ⊢ B, is sound. Like Boolean algebras, H...

Norwegian football club Football clubKvik HaldenFull nameKvik Halden FotballklubbNickname(s)KvikFounded19 June 1906; 118 years ago (1906-06-19)GroundHalden stadion, HaldenCapacity5,000 (4,000 seated)ChairmanJohn Erik EriksenLeague2. divisjon20232. divisjon group 2, 8th of 14 Home colours Away colours Kvik Halden FK is a Norwegian football club, founded on 19 June 1906. The club plays in the 2. divisjon after their promotion from the 2018 3. divisjon. In 2010 they contested a...

 

Municipality in Lower Saxony, GermanyJuist MunicipalityAerial view of Juist from the east FlagCoat of armsLocation of Juist within Aurich district Juist Show map of GermanyJuist Show map of Lower SaxonyCoordinates: 53°40′43″N 6°59′51″E / 53.67861°N 6.99750°E / 53.67861; 6.99750CountryGermanyStateLower SaxonyDistrictAurich Subdivisions2 districtsGovernment • Mayor (2016–26) Tjark Axel Goerges[1]Area • Total16.43 km2...

 

1919 British silent film by Herbert Brenon 12.10American advertisementDirected byHerbert BrenonWritten byEarl Carroll George Edwardes-HallProduced byEdward GodalStarringMarie Doro Ben Webster Geoffrey Kerr James CarewProductioncompanyBritish & Colonial Kinematograph CompanyDistributed byWorld Films (UK) Selznick Distributing Corporation (US)Release date March 1919 (1919-03) Running time6,000 feet[1]CountryUnited KingdomLanguageSilent (English intertitles) 12.10 is a 1919...

Pour l’article homonyme, voir Ordnance Survey Ireland. Cet article est une ébauche concernant l’information géographique, le Royaume-Uni et l’île de Man. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Ordnance SurveyHistoireFondation 1791CadreType Entreprise d'État (depuis le 1er avril 2015), département non ministériel (jusqu'au 30 mars 2015), agence nationale de cartographieSiège Explorer HousePa...

 

Rule for proportional allocation A joint Politics and Economics seriesSocial choice and electoral systems Social choiceMechanism designComparative politicsComparisonList (By country) Single-winner methodsSingle vote - plurality methods First preference plurality (FPP) Two-round (US: Jungle primary) Partisan primary Instant-runoff UK: Alternative vote US: Ranked-choice (RCV) Condorcet methods Condorcet-IRV Round-robin voting Minimax Schulze Ranked pairs Maximal lottery Positional voting Plural...