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هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2020) موسم في فرنساUne saison en France (بالفرنسية) معلومات عامةالصنف الفني فيلم رومانسي — فيلم دراما تاريخ الصدور 2017 مدة العرض 100 دقيقة اللغة الأصلية الفرنسية البلد فرنسا

 

Atlantische Noordequatoriale stroom aangeduid met North Equatorial Current De Atlantische Noordequatoriale stroom is een westwaarts gaande zeestroom in het noordelijk deel van de Atlantische Oceaan. De zeestroom is een van de twee zeestromen die de naam Noordequatoriale stroom draagt (de andere zeestroom is de Pacifische Noordequatoriale stroom in de Stille Oceaan). De zeestroom voert zeewater vanaf de Canarische Eilanden de oceaan over richting de Caraïben. Het is een voortzetting van de Ca...

 

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 قائمة الكواكب الصغيرة المرقمة في النظام الشمسي من 60001- إلي -61000   قريبة من الأرض     الحزا

Este artigo não cita fontes confiáveis. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW  • CAPES  • Google (N • L • A) (Fevereiro de 2019) Fricativa labiodental surda f Imagem IPA 128 Codificação Entidade (decimal) f Unicode (hex) U+0066 X-SAMPA f Kirshenbaum f Som A fricativa labiodental surda é um tipo de fone consonantal empregado em alguns idiomas. O símbol...

 

Duke of Somerset Arms of the Seymour Dukes of Somerset: Quarterly, 1st and 4th: Or, on a pile gules between six fleurs de lys azure three lions of England (special grant to Edward Seymour, 1st Duke of Somerset (c. 1500–1552)); 2nd and 3rd: Gules, two wings conjoined in lure or (Seymour)[1] Edward St Maur, 11th Duke of Somerset KG FRS (né Seymour; 24 February 1775 – 15 August 1855), styled Lord Seymour until 1793, of Maiden Bradley in Wiltshire and Stover House, Teigngrac...

 

Burung-sepatu gelambir Jacana jacana Adult J. j. jacanathe Pantanal, BrazilStatus konservasiRisiko rendahIUCN22693553 TaksonomiKerajaanAnimaliaFilumChordataKelasAvesOrdoCharadriiformesFamiliJacanidaeGenusJacanaSpesiesJacana jacana Linnaeus, 1766 Tata namaSinonim taksonParra jacana Linnaeus, 1766Distribusi lbs Artikel ini sudah memiliki referensi, tetapi tidak disertai kutipan yang cukup. Anda dapat membantu mengembangkan artikel ini dengan menambahkan lebih banyak kutipan pada teks artik...

شعب السرار (محلة) تقسيم إداري البلد  اليمن المحافظة محافظة إب المديرية مديرية القفر العزلة عزلة حمير القرية قرية بيت الغماري السكان التعداد السكاني 2004 السكان 41   • الذكور 22   • الإناث 19   • عدد الأسر 9   • عدد المساكن 9 معلومات أخرى التوقيت توقيت اليمن (+3 غرينيتش) ...

 

Japanese television series Ultraman MaxPromotional posterGenre Superhero Tokusatsu Science fiction Action/Adventure Kaiju Kyodai Hero Created by Kazuo Tsuburaya Tsuburaya Productions Developed byYūji KobayashiDirected byShusuke KanekoStarring Sota Aoyama Hitomi Hasebe Kai Shishido Hikari Mitsushima Nobuyuki Ogawa Sean Nichols Susumu Kurobe Hiroko Sakurai ComposersKuniaki Haishima, Toru FuyukiCountry of originJapanOriginal languageJapaneseNo. of episodes39 (with 1 special)ProductionProducerTa...

 

Chloroauric acid Names Other names Hydrogen tetrachloroaurateHydrogen tetrachloroaurate(III)Chlorauric acidTetrachloroauric(III) acidAurochloric acidAurate(1−), tetrachloro-, hydrogen, (SP-4-1)-Hydrogen aurichloride Identifiers CAS Number 16903-35-8 Y16961-25-4 (trihydrate) Y 3D model (JSmol) Interactive image ChemSpider 26171 Y ECHA InfoCard 100.037.211 EC Number 240-948-4 PubChem CID 28133 UNII 8H372EGX3V Y31KV0KH4AY (trihydrate) Y CompTox Dashboard (EPA...

Lieutenant Governor of Virginia since 2022 Winsome Sears42nd Lieutenant Governor of VirginiaIncumbentAssumed office January 15, 2022GovernorGlenn YoungkinPreceded byJustin FairfaxMember of the Virginia House of Delegatesfrom the 90th districtIn officeJanuary 13, 2002 – January 14, 2004Preceded byBilly RobinsonSucceeded byAlgie Howell Personal detailsBornWinsome Earle (1964-03-11) March 11, 1964 (age 59)Kingston, JamaicaPolitical partyDemocratic (before 1988) ...

 

American business executive This article is about the technologist. For the musician from the band Lighthouse, see Dan Clancy (musician). Dan ClancyClancy in 2009Born (1964-01-11) January 11, 1964 (age 59)New Orleans, Louisiana, U.S.Education Duke University (BA) University of Texas at Austin (PhD) OccupationCEO of Twitch (2023-present)Websitedanclancy.me Daniel Joseph[1] Clancy (born January 11, 1964) is an American technologist and computer scientist. After working at NASA, he ...

 

2018 comedy-drama film This article needs a plot summary. Please add one in your own words. (September 2020) (Learn how and when to remove this template message) HeartbeatsFilm posterDirected byDuane AdlerWritten byDuane AdlerProduced byAndrea ChungSriram DasKarine MartinStarringKrystal EllsworthAmitash PradhanDaphne ZunigaPaul McGillionSalman Yusuff KhanJustin ChonCinematographyRavi VarmanMusic byGingger ShankarProductioncompany Bowery Hills Entertainment Distributed byAmazon Prime Video (US...

Herzliebster JesuKidung semangatJohann Heermann, sang penyairBahasa InggrisYesus, Tuhanku, Apakah DosakuGenreKidungDitulis1630 (1630)Teksby Johann HeermannBahasaGermanMeter11.11.11.5Melodiby Johann CrügerDipublikasikan1630 (1630) Yesus, Tuhanku, Apakah Dosaku atau Herzliebster Jesu (sering diterjemahkan ke dalam bahasa Inggris menjadi Ah, Holy Jesus, terkadang menjadi O Dearest Jesus) adalah sebuah kidung Jerman untuk Masa Sengsara, yang ditulis pada 1630 oleh Johann Heermann, dala...

 

В Википедии есть статьи о других людях с фамилией Прэтт. Кайла Прэттангл. Kyla Pratt Имя при рождении Кайла Алисса Прэтт Дата рождения 16 декабря 1986(1986-12-16) (36 лет) Место рождения Лос-Анджелес, Калифорния, США Гражданство  США Профессия актриса, певица Карьера 1993—наст....

 

 Ácido pimélico Nombre IUPAC ácido heptanodioicoGeneralOtros nombres ácido pentano-1,5-dicarboxílicoFórmula estructural HOOC-(CH2)5-COOHFórmula molecular C7H12O4IdentificadoresNúmero CAS 111-16-0[1]​ChEBI 30531ChEMBL CHEMBL1235351ChemSpider 376DrugBank 01856UNII BZQ96WX25FKEGG C02656 InChIInChI=InChI=1S/C7H12O4/c8-6(9)4-2-1-3-5-7(10)11/h1-5H2,(H,8,9)(H,10,11)Key: WLJVNTCWHIRURA-UHFFFAOYSA-N Propiedades físicasDensidad 1280 kg/m³; 1,28 g/cm³Masa molar 16...

This article needs to be updated. Please help update this article to reflect recent events or newly available information. (March 2020) The following is a timeline of the history of the city of Bakersfield, California, USA. This is a dynamic list and may never be able to satisfy particular standards for completeness. You can help by adding missing items with reliable sources. Prior to 20th century Part of a series on the History of California Periods Before 1900 Province of Las Californias Al...

 

Haciendo tenis 2011 Sport Tennis Data 28 marzo - 3 aprile Campioni Singolare Patricia Mayr-Achleitner Doppio María Fernanda Álvarez Terán / Paula Ormaechea L'Haciendo tenis 2011 è stato un torneo di tennis facente parte della categoria ITF Women's Circuit nell'ambito dell'ITF Women's Circuit 2011. Il torneo si è giocato a Buenos Aires in Argentina dal 28 marzo al 3 aprile 2011 su campi in terra rossa e aveva un montepremi di $25,000. Indice 1 Vincitori 1.1 Singolare 1.2 Doppio 2 Collegam...

 

MTV Hits Tipo de canal Televisión por suscripciónProgramación MúsicaPropietario Paramount GlobalOperado por Paramount Networks EMEAAPaís Reino Unido Reino UnidoFundación 27 de mayo de 2014Inicio de transmisiones 27 de mayo de 2014Formato de imagen 16:9 576i SDTVÁrea de transmisión EuropaLatinoaméricaReemplazo de MTV Hits (Latinoamérica)MTV Brand New (Países Bajos) MTV Music 24 (Europa y África)[editar datos en Wikidata] MTV Hits es un canal de televisión por suscri...

Subset of a manifold that is a manifold itself; an injective immersion into a manifold Immersed manifold straight line with self-intersections In mathematics, a submanifold of a manifold M {\displaystyle M} is a subset S {\displaystyle S} which itself has the structure of a manifold, and for which the inclusion map S → M {\displaystyle S\rightarrow M} satisfies certain properties. There are different types of submanifolds depending on exactly which properties are required. Different au...

 

Коморско-северокорейские отношения Коморы КНДР  Медиафайлы на Викискладе Коморско-северокорейские отношения — двусторонние дипломатические отношения между Коморскими Островами и Корейской Народно-Демократической Республикой (КНДР), более известной как Северн...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!