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Pour les articles homonymes, voir Hadès (homonymie). Hadès Dieu de la religion grecque antique apparaissant dans la mythologie grecque Buste d'Hadès, copie romaine d'après un original grec du Ve siècle avant notre ère, palais Altemps. Caractéristiques Autre(s) nom(s) Pluton, Le riche, Aidôneus Nom ᾍδης / Ἅιδης Fonction principale Dieu des Enfers Résidence Enfers grecs Équivalent(s) par syncrétisme Pluton, Sarapis, Aita Compagnon(s) Cerbère Région de culte Grèce ...
Terowongan KebasenTerowongan Kebasen lama saat masih beroperasi di hari-hari terakhirnya, 2019IkhtisarJalurPrupuk–KroyaLokasiGambarsari, Kebasen, Banyumas, Jawa TengahKoordinat7°31′27″S 109°12′12″E / 7.524166°S 109.203453°E / -7.524166; 109.203453Koordinat: 7°31′27″S 109°12′12″E / 7.524166°S 109.203453°E / -7.524166; 109.203453StatusBeroperasi (baru)Tidak beroperasi (lama)SistemKereta Api IndonesiaMulaikm 363+217 (lama)...
Newspaper published by the LDS Church Deseret NewsTruth and LibertyDeseret.com homepage and Deseret MagazineTypeDaily (online)Semiweekly (print, local edition)Weekly (print, national edition)Monthly (magazine)FormatBroadsheetOwner(s)LDS Church via Deseret Management CorporationPublisherBurke OlsenEditorDoug Wilks and Hal BoydFoundedJune 15, 1850; 173 years ago (1850-06-15)Headquarters55 N 300 WSalt Lake City, Utah, U.S.[1]Circulation40,719 Weekday (print)109,330 Sund...
هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (أغسطس 2019) كأس ديفيز 1953 تفاصيل الموسم كأس ديفيز النسخة 42 البطل منتخب أستراليا لكأس �...
Not to be confused with Mi'raj. City in Sangli District, Maharashtra, India 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: Miraj – news · newspapers · books · scholar · JSTOR (January 2017) (Learn how and when to remove this message) City in Maharashtra, IndiaMirajCityLaxmi Market in MirajMirajCoordinates: ...
Questa voce sull'argomento centri abitati dell'Oxfordshire è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Kingston Lisleparrocchia civileKingston Lisle – Veduta LocalizzazioneStato Regno Unito Inghilterra RegioneSud Est Contea Oxfordshire DistrettoVale of White Horse TerritorioCoordinate51°35′09.6″N 1°31′55.2″W / 51.586°N 1.532°W51.586; -1.532 (Kingston Lisle)Coordinate: 51°35′09.6�...
Memorial in London to the Windrush generation National Windrush Monument51°30′12″N 0°06′49″W / 51.5034°N 0.1137°W / 51.5034; -0.1137LocationWaterloo Station, London, EnglandDesignerBasil WatsonTypeSculptureMaterialBronzeOpening date2022Dedicated dateWindrush generation The National Windrush Monument is a bronze sculpture by Basil Watson in Waterloo Station, London. It was unveiled in June 2022 by Prince William, Duke of Cambridge.[1] The ...
San Gemini kota kecilkomune di Italia San Gemini (it) Tempat Negara berdaulatItaliaRegion di ItaliaUmbraProvinsi di ItaliaProvinsi Terni NegaraItalia Ibu kotaSan Gemini PendudukTotal4.729 (2023 )Bahasa resmiItalia GeografiLuas wilayah27,9 km² [convert: unit tak dikenal]Ketinggian337 m Berbatasan denganMontecastrilli Narni Terni SejarahSanto pelindungGemine Organisasi politikAnggota dariThe most beautiful villages in Italy Informasi tambahanKode pos05029 Zona waktuUTC+1 UTC+2 Kode ...
Part of a series onNumeral systems Place-value notation Hindu–Arabic numerals Western Arabic Eastern Arabic Bengali Devanagari Gujarati Gurmukhi Odia Sinhala Tamil Malayalam Telugu Kannada Dzongkha Tibetan Balinese Burmese Javanese Khmer Lao Mongolian Sundanese Thai East Asian systems Contemporary Chinese Suzhou Hokkien Japanese Korean Vietnamese Historic Counting rods Tangut Other systems History Ancient Babylonian Post-classical Cistercian Mayan Muisca Pentadic Quipu Rumi Contemporary Ch...
Old GuardFormation1930 (1930)Dissolved1952 (1952)[citation needed]TypeSecretPurposeAnti-communistRegion served New South Wales, Australia The Old Guard was an Australian anti-communist organisation which was founded in 1930 and was primarily active in New South Wales.[1] Its exact origins are disputed. At least one historian has claimed that it existed as early as 1917.[2] It has been described as a paramilitary, quasi-official, vigilante, anti-communist org...
Visual artist who makes cartoons For people who make animated cartoons, see Animator. CartoonistCartoonist Jack Elrod at work on a Sunday page of the Mark Trail comic stripOccupationOccupation typeArt professionDescriptionFields ofemploymentPublishingRelated jobsEditorial cartoonistComics creator A cartoonist is a visual artist who specializes in both drawing and writing[1] cartoons (individual images) or comics (sequential images). Cartoonists differ from comics writers or comics ill...
群馬県道171号吉井安中線(ぐんまけんどう171ごう よしいあんなかせん)は、群馬県高崎市吉井町長根から同県安中市中宿を結ぶ県道である。 概要 高崎市吉井町上奥平の区間を群馬県道49号藤木高崎線、安中市野殿から同市板鼻までの区間を群馬県道10号前橋安中富岡線と重複する。また、安中市板鼻の一部区間は国道18号高崎安中拡幅が供用される以前に国道18号に指�...
Canadian comedian (1959–2021) For other people named Norm Macdonald, see Norm Macdonald (disambiguation). Norm MacdonaldMacdonald in 2016Birth nameNorman Gene MacdonaldBorn(1959-10-17)October 17, 1959Quebec City, Quebec, CanadaDiedSeptember 14, 2021(2021-09-14) (aged 61)Duarte, California, U.S.Medium Stand-up television film literature EducationCarleton UniversityAlgonquin CollegeYears active1985–2021Genres Observational comedy deadpan anti-humor non sequitur black comedy insult...
1935 film Circus ShadowsDirected byCharles HutchisonWritten bySherman L. Lowe C.C. CheddonProduced bySam EfrusStarringDorothy Wilson Kane Richmond William RuhlCinematographyJ. Henry KruseEdited byFred BainMusic byLee ZahlerProductioncompanyPeerless PicturesDistributed byPeerless PicturesRelease date May 3, 1935 (1935-05-03) Running time66 minutesCountryUnited StatesLanguageEnglish Circus Shadows is a 1935 American crime drama film directed by Charles Hutchison and starring Doro...
Cầu Nhật Tân là cầu dây văng lớn nhất Việt Nam nằm tại Hà Nội Cầu dây văng là một loại cầu bao gồm một hoặc nhiều trụ (thường được gọi là tháp), với dây cáp neo chịu đỡ toàn bộ hệ mặt cầu và các dầm cầu. Có ba loại cầu dây văng chủ yếu, được phân biệt theo cách nối cáp vào trụ cầu. Theo kiểu thiết kế đàn hạc, các dây cáp được bố trí gần như song song nhau bằng cá...
American state governor and federal judge Luther W. YoungdahlYoungdahl in 1949Senior Judge of the United States District Court for the District of ColumbiaIn officeMay 29, 1966 – June 21, 1978Judge of the United States District Court for the District of ColumbiaIn officeAugust 29, 1951 – May 29, 1966Appointed byHarry S. TrumanPreceded byThomas Alan GoldsboroughSucceeded byJohn Lewis Smith Jr.27th Governor of MinnesotaIn officeJanuary 8, 1947 – September 27...
Flag of a country or nation Johnson's new chart of national emblems, published c. 1868. The large flags shown in the corners are the 37-star flag of the United States (flown 1867–1890), upper left; the Royal Standard of the United Kingdom, upper, right; the Russian Imperial Standard, lower left; and the French tricolore with inset Imperial Eagle, lower right. Various other flags flown by ships are shown. The Flag of Cuba is labelled Cuban (so called). The Chinese dragon on the Flag of...
ميت حواي - قرية مصرية - تقسيم إداري البلد مصر المحافظة الغربية المركز السنطة وحدة محلية ميت حواي المسؤولون السكان التعداد السكاني 6,669 نسمة (إحصاء 2006) معلومات أخرى التوقيت ت ع م+02:00 تعديل مصدري - تعديل ميت حواي إحدى قرى مركز السنطة التابع لمحافظة الغربية...
Argentine politician (born 1959) This article is about the politician. For the footballer, see Agustín Rossi (footballer). Agustín RossiRossi in 2023Chief of the Cabinet of MinistersIn office15 February 2023 – 10 December 2023PresidentAlberto FernándezPreceded byJuan Luis ManzurSucceeded byNicolás PosseMinister of DefenseIn office10 December 2019 – 10 August 2021PresidentAlberto FernándezPreceded byOscar AguadSucceeded byJorge TaianaIn office3 June 2013 – ...
Un composé polyédrique est un polyèdre qui est lui-même composé de plusieurs autres polyèdres partageant un centre commun, l'analogue tridimensionnel des composés polygonaux (en) tels que l'hexagramme. Les sommets voisins d'un composé peuvent être connectés pour former un polyèdre convexe appelé l'enveloppe convexe. Le composé est un facettage de l'enveloppe convexe. Un autre polyèdre convexe est formé par le petit espace central commun à tous les membres du composé. Ce ...