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Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Daftar acara Trans7 – berita · surat kabar · buku · cendekiawan · JSTOR Halaman ini memuat daftar acara yang ditayangkan Trans7. Logo Trans7 Acara yang masih ditayangkan Arisan Assalamualaikum Mamah Dede...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2020) متحف الدكتور فواز الأزكي للجيولوجيا معلومات عامة القرية أو المدينة قسمين ، اللاذقية الدولة سوريا تاريخ الافتتاح الرسمي صيف عام 2002 المساحة 1630 متر مربع ع...
Q es un personaje ficticio en los filmes y las novelas de James Bond. Q (inicial de «Quartermaster», es decir, intendentes A), al igual que M, más que un nombre es en realidad un título de trabajo. Q es la cabeza de Q Branch, una división de investigación y desarrollo del Servicio Secreto Británico. El personaje tiene una presencia muy fugaz en las novelas de Ian Fleming, mientras que en la serie fílmica tiene más importancia. También es mencionado en las novelas de John Gardner y R...
قرية عينه السفلى - قرية - تقسيم إداري البلد اليمن المحافظة محافظة البيضاء المديرية مديرية السوادية العزلة عزلة ال منصور بني وهب السكان التعداد السكاني 2004 السكان 242 • الذكور 113 • الإناث 129 • عدد الأسر 22 • عدد المساكن 19 معلومات أخرى التوقيت توقيت
Максимій I КонстантинопольськийНародився 4 століттяАлександріяПомер невідомоКраїна Візантійська імперіяДіяльність священник, філософПосада Константинопольський патріархат У Вікіпедії є статті про інших людей з таким ім'ям: Максимій. Максимій, також відомий як ...
Пономаренко Сергій Іванович Майор Загальна інформаціяНародження 28 липня 1983(1983-07-28) (40 років)Двірківщина (Яготинський район)Alma Mater Національний аграрний університетВійськова службаРоки служби 2014—2021 2022—по т.ч.Приналежність УкраїнаВид ЗС Збройні силиРід військ...
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 biography of a living person relies too much on references to primary sources. Please help by adding secondary or tertiary sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately, especially if potentially libelous or harmful.Find sources: Catherine Spencer novelist...
DangalAlbum lagu tema karya PritamDirilis23 November 2016 (Hindi)26 November 2016 (Tamil & Telugu)Direkam2015–2016Genrelagu temaDurasi26:46BahasaHindiTamilTeluguLabelZee Music CompanyProduserAamir KhanKiran RaoSiddharth Roy KapurKronologi Pritam Ae Dil Hai Mushkil(2016) Dangal(2016) Jagga Jasoos(2017) Singel dalam album Dangal Haanikaarak BapuDirilis: 4 November 2016[1] DhaakadDirilis: 11 November 2016[2] GilehriyaanDirilis: 16 November 2016[3] DangalDirilis:...
This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (October 2019) (Learn how and when to remove this template message) Bicycle track in Moscow Track map The Krylatskoye Sports Complex Cycling Circuit is a cycling circuit constructed next to the velodrome used for the track cycling events for the 1980 Summer Olympics in Moscow...
Tendency of U.S. adolescents from disadvantaged backgrounds to become incarceratedThe examples and perspective in this article deal primarily with the United States and do not represent a worldwide view of the subject. You may improve this article, discuss the issue on the talk page, or create a new article, as appropriate. (June 2023) (Learn how and when to remove this template message) In the United States, the school-to-prison pipeline (SPP), also known as the school-to-prison link, school...
Este artigo não cita fontes confiáveis. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW • CAPES • Google (N • L • A) (Julho de 2020) O Distrito de Nipissing é uma região administrativa da província canadense de Ontário. Sua capital é North Bay. Este artigo sobre Geografia do Canadá é um esboço. Você pode ajudar a Wikipédia expandindo-o. vde OntárioCapital: TorontoT...
2020 studio album by Rich the KidBoss ManStudio album by Rich the KidReleasedMarch 13, 2020Studio Fever Recording Windmark Recording Off Road Rec Future History Electric Feel, West Hollywood, California Chalice Recording Length44:13LabelRepublicProducer 1Mind Austin Powerz Axl Beat by Jeff Carter Lang Cubeatz DeeMoney DJ Moon Dre Moon DY Jacob Reske KC Supreme L.N.K London on da Track Leland Marcel Korkutata Mario Petersen Murda Beatz Post Malone Rekless Rich The Kid SkipOnDaBeat Smas...
County in New Mexico, United States County in New MexicoDoña Ana CountyCountyDoña Ana County Government Center FlagSealLocation within the U.S. state of New MexicoNew Mexico's location within the U.S.Coordinates: 32°18′44″N 106°46′42″W / 32.31222°N 106.77833°W / 32.31222; -106.77833Country United StatesState New MexicoFounded1852SeatLas CrucesLargest cityLas CrucesArea • Total3,814 sq mi (9,880 km2) • Land3...
For the castle, see Castle Kennedy (castle). Human settlement in ScotlandCastle KennedyCastle Kennedy by Francis Grose (1789)Castle KennedyLocation within Dumfries and GallowayOS grid referenceNX113603Council areaDumfries and GallowayLieutenancy areaWigtownCountryScotlandSovereign stateUnited KingdomPost townStranraerPostcode districtDG9Dialling code01776PoliceScotlandFireScottishAmbulanceScottish UK ParliamentDumfries and GallowayScottish Parliame...
Saz Turkish hikaye (Persian: داستانعاشیقی, Turkish: Hikâye) is a narrative genre, which is a mixture of prose and poetry. Prose, the dominant part is narrated by an ashik and is interspersed with poems sung by the same artist to the accompaniment of saz.[1] Hikaye is an Arabic word that means tale. In modern Turkish this word refers to the tales of ashiks[2] and can be translated as folk romance. The hikâye revolves around the amorous exploits of an ashik. The...
This article is about the basketball tournament. For the Champions Tour golf tournament, see Emerald Coast Classic (Champions Tour). For the Korn Ferry Tour golf tournament, see Emerald Coast Classic (Korn Ferry Tour). College basketball tournament Emerald Coast ClassicEmerald Coast ClassicSportCollege basketballFounded2014No. of teams8CountryUnited StatesVenue(s)The Arena at Northwest Florida State CollegeTV partner(s)CBS Sports NetworkOfficial websiteEmerald Coast Classic The Emerald Coast ...
Magnet created with an electric current For broader coverage of this topic, see Electromagnetism. A simple electromagnet consisting of a coil of wire wrapped around an iron core. A core of ferromagnetic material like iron serves to increase the magnetic field created.[1] The strength of magnetic field generated is proportional to the amount of current through the winding.[1] Magnetic field produced by a solenoid (coil of wire). This drawing shows a cross section through the ce...
American college football season 1901 Michigan Wolverines footballNational champion (Helms, Houlgate, NCF)Western Conference co-championRose Bowl championRose Bowl, W 49–0 vs. StanfordConferenceWestern ConferenceRecord11–0 (4–0 Western)Head coachFielding H. Yost (1st season)Offensive schemeShort puntCaptainHugh WhiteHome stadiumRegents FieldSeasons← 19001902 → 1901 Western Conference football standings vte Conf Overall Team W L T W ...
UK whaler and merchant ship 1831–1847 For other ships with the same name, see William Lee (ship). William Lee at the Mouth of the Humber Dock, Hull, a painting, by John Ward History United Kingdom NameWilliam Lee Owner 1831: Robert Lee and John Tall,[1] merchants of Sculcoats (originally) 1836: Gee & Co. and/or Thomas Perronet Thompson BuilderDickes & Gibson, Kingston upon Hull[2] Launched17 January 1831 FateWrecked 5 December 1847 General characteristics [2]...
Kurt Gödel a los 19 años de edad, cinco años antes de la demostración de los teoremas. Los teoremas de incompletitud de Gödel son dos célebres teoremas de lógica matemática demostrados por Kurt Gödel en 1931. Ambos están relacionados con la existencia de proposiciones indecidibles en ciertas teorías aritméticas. Síntesis El primer teorema de incompletitud afirma que, bajo ciertas condiciones, ninguna teoría matemática formal capaz de describir los números naturales y la aritm...