Сохна, Эбрима
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Henri I dari Guise Henri de Lorraine, Adipati Guise ketiga dan Pangeran Joinville kedua,[1][2] kadang disebut juga Le Balafré (bekas luka) lahir 31 Desember 1550 di Joinville (Haute-Marne) dan meninggal terbunuh pada 23 Desember 1588 di Blois (Loir-et-Cher), merupakan seorang pangeran keturunan cabang kadet Wangsa Lorraine. Dia adalah putra sulung François dari Guise dan Anna d'Este. Kakek nenek maternalnya adalah Ercole II d'Este dan Renée dari Prancis, melalui kakek mater...
American boxer (1921–1989) For other boxers named Sugar Ray, see Sugar Ray (disambiguation). Sugar Ray RobinsonRobinson in 1947BornWalker Smith Jr.(1921-05-03)May 3, 1921Ailey, Georgia, U.S.DiedApril 12, 1989(1989-04-12) (aged 67)Los Angeles, California, U.S.StatisticsWeight(s) Lightweight Welterweight Middleweight Light heavyweight Height5 ft 11 in (180 cm)Reach72+1⁄2 in (184 cm)StanceOrthodox Boxing recordTotal fights201Wins174Wins by KO109Losses19Draws...
US Senate election 1988 United States Senate election in New York ← 1982 November 8, 1988 1994 → Nominee Pat Moynihan Robert McMillan Party Democratic Republican Popular vote 4,048,649 1,875,784 Percentage 67.02% 31.05% County resultsMoynihan: 40–50% 50–60% 60–70% 70–80% 80–90%McMillan: ...
Marvel Cinematic Universe setting MultiverseMarvel Cinematic Universe locationTop: The MCU multiverse, depicted as a sprawling branch of various timelines, in the first-season finale of Loki (2021)Bottom: The MCU multiverse, now depicted in the form of a Yggdrasil-like tree, in the second-season finale of Loki (2023)First appearanceDoctor Strange (2016)Based onMultiverseby Marvel ComicsAdapted by Jon Spaihts Scott Derrickson C. Robert Cargill GenreSuperhero fictionIn-universe informationTypeM...
Island in the Philippines Sibuyan IslandAerial view of the islandSibuyan IslandLocation within the PhilippinesGeographyLocationSibuyan SeaCoordinates12°23′8″N 122°33′41″E / 12.38556°N 122.56139°E / 12.38556; 122.56139ArchipelagoRomblon Group of IslandsArea445 km2 (172 sq mi)Highest elevation2,058 m (6752 ft)Highest pointMt.Guiting-GuitingAdministrationPhilippinesRegionMimaropaProvinceRomblonMunicipalitiesCajidiocanMagdiwan...
KailashStato Cina ProvinciaRegione Autonoma del Tibet Altezza6 638 m s.l.m. Prominenza1 319 m CatenaHimalaya Coordinate31°04′01″N 81°18′46″E / 31.066944°N 81.312778°E31.066944; 81.312778Coordinate: 31°04′01″N 81°18′46″E / 31.066944°N 81.312778°E31.066944; 81.312778 Altri nomi e significatiKangrinboqê, o Gang Rinpoche;कैलाश पर्वत, ossia Kailāsa Parvata;冈仁波齐峰, ossia Gāngrénbōqí f...
لمعانٍ أخرى، طالع نتائج منتخب فلسطين لكرة القدم (توضيح). هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. نتائج منتخب فلسطين لكرة القدم 1998–2009 2010–2019 2020–حتى الآن المباريات غير الرسمية عنت تعرض هذه القائمة نتائج منتخب ...
السحلولية - منطقة سكنية - تقسيم إداري البلد الأردن المحافظة محافظة البلقاء لواء لواء عين الباشا قضاء قضاء عين الباشا السكان التعداد السكاني 944 نسمة (إحصاء 2015) • الذكور 487 • الإناث 457 • عدد الأسر 191 معلومات أخرى التوقيت ت ع م+02:00 تعديل مصدري - تعدي�...
Archaeology conducted in Africa Olduvai Gorge, where some of the earliest hominins are believed to have evolved. Africa has the longest record of human habitation in the world. The first hominins emerged 6–7 million years ago, and among the earliest anatomically modern human skulls found so far were discovered at Omo Kibish,[1]Jebel Irhoud, and Florisbad.[2][3][4][5] European archaeology, as well as that of North Africa, is generally divided into the ...
Code Geass: Hangyaku no LelouchGambar sampul volume ketiga versi DVDNegara asalJepangJml. episode25RilisJaringan asliMBS TVTanggal disiarkan6 Oktober 2006 (2006-10-06) –29 Juli 2007 (2007-7-29)Kronologi musimBerikutnya →Hangyaku no Lelouch R2 Code Geass: Hangyaku no Lelouch (Jepang: コードギアス 反逆のルルーシュcode: ja is deprecated , Hepburn: Kōdo Giasu: Hangyaku no Rurūshu) adalah sebuah seri anime yang diproduksi oleh Sunrise, Mainichi Broadcasting ...
American painter Edward RuschaBornEdward Joseph Ruscha IV (1937-12-16) December 16, 1937 (age 86)Omaha, Nebraska, U.S.EducationChouinard Art InstituteKnown forPainting, photography, printmaking, film, book artNotable workLarge Trademark with Eight Spotlights (1961)Every Building on the Sunset Strip (1966)Standard Station (1966)MovementPop artSpouses Danica Knego (m. 1967; div. 1978) (m. 1987)...
58°34′10″N 55°41′39″E / 58.56944°N 55.69417°E / 58.56944; 55.69417 伊利因斯基區(俄語:Ильинский район),是俄羅斯的一個區,位於該國中西部,由彼爾姆邊疆區負責管轄,始建於1923年12月,面積3,069平方公里,2010年人口19,634,人口密度每平方公里6.4人。 參考資料 http://ilinsk.ru (页面存档备份,存于互联网档案馆) 这是一篇與俄罗斯地理相關的小作品�...
الحسن المُثنى بْن الحسن السِّبْط مخطوطة الحسن المُثنى المثنى ، الزكي ، الطاهر الكنية أبو محمّد الولادة 37 هـ / 658مالمدينة المنورة دولة الخِلافة الرَّاشدة الوفاة 97 هـ / 715م (60 سنة)المدينة المنورة الدولة الأموية مكان الدفن بقيع الغرقد السعودية المهنة إمام مبجل(ة) في ا...
Geometric arrangements of points, foundational to Lie theory This article is about root systems in mathematics. For plant root systems, see Root. Lie groups and Lie algebras Classical groups General linear GL(n) Special linear SL(n) Orthogonal O(n) Special orthogonal SO(n) Unitary U(n) Special unitary SU(n) Symplectic Sp(n) Simple Lie groups Classical An Bn Cn Dn Exceptional G2 F4 E6 E7 E8 Other Lie groups Circle Lorentz Poincaré Conformal group Diffeomorphism Loop Euclidean Lie algebras Lie...
ليمباخ شعار الإحداثيات 49°44′28″N 7°32′45″E / 49.741111111111°N 7.5458333333333°E / 49.741111111111; 7.5458333333333 [1] تقسيم إداري البلد ألمانيا[2] التقسيم الأعلى منطقة باد كرويتسناخ خصائص جغرافية المساحة 9.18 كيلومتر مربع (31 ديسمبر 2017)[3][4] ارتفاع 30...
Object of high historical or artistic value Sankei-en's Rinshunkaku in Yokohama is a nationally designated Important Cultural Property of Japan An Important Cultural Property (重要文化財, jūyō bunkazai)[note 1] is an item officially classified as Tangible Cultural Property by the Japanese government's Agency for Cultural Affairs (Ministry of Education, Culture, Sports, Science and Technology) and judged to be of particular importance to the history, arts, and culture of the Jap...
Classical venue in Paris Salle GaveauAddress47 rue La BoétieParisFranceCoordinates48°52′24″N 2°18′51″E / 48.87345°N 2.31407°E / 48.87345; 2.31407TypePerforming arts centerCurrent useConcert hallConstructionOpened1907ArchitectJacques HermantWebsitewww.sallegaveau.com The Salle Gaveau, named after the French piano maker Gaveau, is a classical concert hall in Paris, located at 45-47 rue La Boétie, in the 8th arrondissement of Paris. It is particularly intend...
Part of a series onHindu scriptures and texts Shruti Smriti List Vedas Rigveda Samaveda Yajurveda Atharvaveda Divisions Samhita Brahmana Aranyaka Upanishads UpanishadsRig vedic Aitareya Kaushitaki Sama vedic Chandogya Kena Yajur vedic Brihadaranyaka Isha Taittiriya Katha Shvetashvatara Maitri Atharva vedic Mundaka Mandukya Prashna Other scriptures Agamas Bhagavad Gita Tantras Related Hindu texts Vedangas Shiksha Chandas Vyakarana Nirukta Kalpa Jyotisha PuranasBrahma puranas Brahma Brahmānda...
Иранские языки Распространение современных иранских языков. Таксон группа Ареал Азия, Европа, Северная Америка Число носителей около 200 миллионов Классификация Категория Языки Евразии Индоевропейская семья Индоиранская ветвь Состав северо-восточная, юго-восточная, юг...
Asymmetry between the two acting surfaces of an airfoil In aeronautics and aeronautical engineering, camber is the asymmetry between the two acting surfaces of an airfoil, with the top surface of a wing (or correspondingly the front surface of a propeller blade) commonly being more convex (positive camber). An airfoil that is not cambered is called a symmetric airfoil. The benefits of cambering were discovered and first utilized by George Cayley in the early 19th century.[1] Overview ...