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هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2021) هوبسون الإحداثيات 46°59′58″N 109°52′20″W / 46.999444444444°N 109.87222222222°W / 46.999444444444; -109.87222222222 تقسيم إداري البلد الولايات المتحدة[1] التقس...
بحر ودل في الجزء الشمالي الغربي من القارة القطبية الجنوبية. موقع درنة بولارشتيرن تقريبا تحت الجزيرة الساحلية المقابلة أفقيا لكلمة Weddell sea. درنة إكسبلورا كنول أو درنة صخرية إكسبلورا Explora Knoll أو نتوء صخري من الشعاب بالقرب من ساحل كوتس لاند في بحر ودل في الجزء الشمالي الغربي لا...
Horace Vernet Horace Vernet, zelfportret (Hermitage Museum, Sint-Petersburg) Persoonsgegevens Volledige naam Horace Emile Jean Vernet Geboren Parijs, 30 juni 1789 Overleden Parijs, 17 januari 1863 Geboorteland Frankrijk Beroep(en) kunstschilder Oriënterende gegevens Stijl(en) portret, historie, Oriëntalisme RKD-profiel Portaal Kunst & Cultuur Juda en Tamar (1840). De Bijbelse verleidingsscène van Genesis 38:16. De slag bij Jena (1836) Slavenmarkt (1836) Napoleon...
Bargil Pixner, 1994 Bargil Pixner erklärt die Ruinen von Magdala, 1994 Dormitio-Abtei, wo Pixner zuletzt Prior war. Bargil Pixner OSB (* 23. März 1921 in Untermais bei Meran als Virgil Pixner; † 5. April 2002 in Jerusalem) war ein Benediktinermönch und Amateurarchäologe. Inhaltsverzeichnis 1 Leben 2 Ausgrabungen und Schlussfolgerungen 3 Schriften 4 Weblinks 5 Einzelnachweise Leben Bargil wurde als erstes von acht Kindern in der Marktgemeinde Untermais südlich der Passer, geboren. Seine...
Campionati mondiali di karateSport Karate Tipoindividuale FederazioneWKF OrganizzatoreWorld Karate Federation TitoloCampionati mondiali di karate Cadenzaannuale StoriaFondazione1970 Numero edizioni25 (2021) Record vittorie Giappone - 188 medaglie Edizione in corsoCampionati mondiali di karate 2023 Modifica dati su Wikidata · Manuale Il campionato mondiale di karate è la maggiore competizione internazionale di karate sportivo. Viene organizzata ogni due anni in una città differente dal...
South Korean car manufacturer Renault Korea Motors Co., Ltd.Native name르노코리아자동차 주식회사FormerlySamsung Motors, Inc.Renault Samsung Motors Co., Ltd.TypeSubsidiaryIndustryAutomotiveFounded1995; 28 years ago (1995)[1]HeadquartersBusan, South KoreaKey peopleStéphane Deblaise (CEO)[2]ProductsCarsProduction output110,650 (2020)[3][note 1]Revenue ₩3,400.76 billion (2020)[4]Operating income ₩-79.67 billion (2020)[...
1997 single by Mariah Carey ButterflySingle by Mariah Careyfrom the album Butterfly B-sideFly Away (Butterfly Reprise)ReleasedSeptember 29, 1997 (1997-09-29)[1]RecordedJune 1997GenrePopgospelR&BLength4:34LabelColumbiaSongwriter(s)Mariah CareyWalter AfanasieffProducer(s)Mariah CareyWalter AfanasieffMariah Carey singles chronology Honey (1997) Butterfly (1997) Breakdown (1998) Music videoButterfly on YouTube Butterfly is a song recorded by American singer-songwriter, ...
Traumatic events that occur during childhood Adverse childhood experiences (ACEs) include childhood emotional, physical, or sexual abuse and household dysfunction during childhood. The categories are verbal abuse, physical abuse, contact sexual abuse, a battered mother, household substance abuse, household mental illness, incarcerated household members, and parental separation or divorce. The experiences chosen were based upon prior research that has shown to them to have significant negative...
Municipality in the state of São Paulo in Brazil Municipality in Southeast, BrazilCaieirasMunicipality FlagCoat of armsLocation of CaieirasCaieirasLocation of CaieirasCoordinates: 23°21′52″S 46°44′27″W / 23.36444°S 46.74083°W / -23.36444; -46.74083Country BrazilRegionSoutheastState São PauloMetropolitan RegionSão PauloGovernment • PrefectGerson RomeiroArea • Total97.64 km2 (37.70 sq mi)Population (202...
Catholic cardinal (born 1942) In this Spanish name, the first or paternal surname is Rodríguez and the second or maternal family name is Maradiaga. This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Óscar Rodríguez Maradia...
UFC on ESPN 51:Луке vs. Дус АнжусUFC on ESPN: Luque vs. dos Anjos Официальный постер турнира Информация Промоушн Ultimate Fighting Championship Дата 12 августа 2023 Арена UFC Apex Город Лас-Вегас, Невада, США Хронология событий UFC on ESPN 50 UFC on ESPN 51 UFC 292 Xронология UFC on ESPN UFC on ESPN 50 UFC on ESPN 51 UFC on ESPN 52 Ссылки Официальный сайт ...
1991 film by Aaron Norris For other uses, see Hitman (disambiguation). The HitmanTheatrical release posterDirected byAaron NorrisWritten byDon CarmodyRobert GeoffrionGalen ThompsonProduced byDon CarmodyStarring Chuck Norris Michael Parks Alberta Watson Al Waxman CinematographyJoão FernandesEdited byJacqueline CarmodyMusic byJoel DerouinDistributed by Cannon Pictures (1991–1994) Cannon Video (1994–2017) Cannon Films (2017–present) Warner Home Video (1991–2017) Warner Bros. Home Entert...
Ієрархія Католицької церкви ґрунтується насамперед на духовенстві, хоча всі миряни та монахи виконують апостольську роль нарівні з духовенством. Однак всередині церковної інституції ролі організовані ієрархічно. Зміст 1 Загальний огляд 2 Єпископи 2.1 Папа Римський (єпис...
شركة أوكيوالشعارمعلومات عامةالجنسية سلطنة عمان التأسيس 1996النوع شركة حكومية تابعة لسلطنة عمانالمقر الرئيسي سلطنة عمانموقع الويب oq.com… المنظومة الاقتصاديةالصناعة الاستثمار في قطاعي النفط والغاز والمجالات المرتبطة بالطاقةأهم الشخصياتالمؤسس سياسة عمان تعديل - تعديل مصدر...
American soccer player Jamie Cunningham Personal informationFull name Jamie CunninghamDate of birth (1987-09-03) September 3, 1987 (age 36)Place of birth Scottsdale, Arizona, United StatesHeight 1.90 m (6 ft 3 in)Position(s) DefenderTeam informationCurrent team Puerto Rico IslandersNumber 25Youth career2006–2010 Fort Lewis SkyhawksSenior career*Years Team Apps (Gls)2008 El Paso Patriots 7 (0)2009 Austin Aztex U23 12 (3)2010 Victoria Highlanders 11 (1)2011–2012 Puerto R...
Second season of series Rick and Morty Not to be confused with Rick and Morty (comics) § Second series (2023–present). Season of television series Rick and MortySeason 2Blu-ray coverStarring Justin Roiland Chris Parnell Spencer Grammer Sarah Chalke Country of originUnited StatesNo. of episodes10ReleaseOriginal networkAdult SwimOriginal releaseJuly 26 (2015-07-26) –October 4, 2015 (2015-10-04)Season chronology← PreviousSeason 1Next →Season 3List of episod...
Gatehouse onto Gartenstraße with crocuses in the foreground. Glasshouse. Cactus house. 200th anniversary treehouse. The Schlossgarten Oldenburg (castle garden) is a 16-hectare public park in the city of Oldenburg, Lower Saxony, northern Germany, located between the Eversten district[citation needed] and the city centre to the north. At the northwest end is a lake and Elisabeth-Anna-Palais (built 1894–1896) and close to the northwest end is the Schloss Oldenburg. History The garden ...
Indian producer and actor Ramkumar GanesanM. Venkaiah Naidu being presented a memento by Ramkumar Ganesan and Prabhu in 2016BornRamkumar Manrayar Ganesamoorthy (1955-01-12) 12 January 1955 (age 68)Chennai, Tamil NaduNationalityIndianOccupation(s)Film producer, actorPolitical partyBJP-nope (2021)Spouses Kannammal Meenakshi ChildrenDushyanthDharshanRishyanVishnuShivaji DevParent(s)Sivaji Ganesan (father)Kamala (mother)RelativesPrabhu (brother)Vikram Prabhu (nephew)Suja Varunee Ramkumar Gan...
Медаль «За заслуги в освоєнні космосу»Медаль «За заслуги в освоении космоса» Країна Російська ФедераціяТип МедальСтатус вручається Нагородження Параметри сріблоЗасновано: 7 вересня 2010 рокуПерше: 12 квітня 2011 рокуОстаннє: 25 жовтня 2014 рокуНагороджено: 288Нагороджені: Кате...
Proposition in mathematics that is unproven For text reconstruction, see Conjecture (textual criticism). The real part (red) and imaginary part (blue) of the Riemann zeta function along the critical line Re(s) = 1/2. The first non-trivial zeros can be seen at Im(s) = ±14.135, ±21.022 and ±25.011. The Riemann hypothesis, a famous conjecture, says that all non-trivial zeros of the zeta function lie along the critical line. In mathematics, a conjecture is a conclusion or a proposition that is...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!