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العلاقات القطرية الإسرائيلية   قطر   إسرائيل تعديل مصدري - تعديل   العلاقات القطرية الإسرائيلية هي العلاقات بين دولة قطر ودولة إسرائيل. قام البلدان بإنشاء علاقات تجارية منذ سنة 1996، لكنّ في كلا البلدين لا توجد علاقات دبلوماسية كاملة بينهما. العلاقات الدبلوماسي�...

PetroVietnam Tập đoàn Dầu khí Việt Nam Tipo Empresa públicaIndustria Combustible fósilForma legal empresa estatalFundación 1977Sede central Hanói (Vietnam)Productos Petróleo, gas natural, electricidad, carbónPropietario Gobierno de VietnamFiliales VietsovpetroSitio web www.pvn.vn/sites/en/Pages/default.aspx[editar datos en Wikidata] Petrovietnam (PVN, estilizado como PetroVietnam o PETROVIETNAM; en vietnamita: Tập đoàn Dầu khí Quốc gia Việt Nam, lit.&#...

Nicole Koller Datos personalesNacimiento Wetzikon, Suiza2 de mayo de 1997 (26 años)Carrera deportivaRepresentante de Suiza SuizaDeporte CiclismoDisciplina Ruta               Medallero Ciclismo en ruta femenino Evento O P B Campeonato Mundial 2 0 0 [editar datos en Wikidata] Nicole Koller (Wetzikon, 2 de mayo de 1997) es una deportista suiza que compite en ciclismo en la modalidad de ruta.[1]​ Gan�...

  لمعانٍ أخرى، طالع ماديسون (توضيح). ماديسون     الإحداثيات 38°07′58″N 96°08′14″W / 38.13278°N 96.13722°W / 38.13278; -96.13722  تقسيم إداري  البلد الولايات المتحدة[1]  التقسيم الأعلى مقاطعة غرينوود، كانزاس  خصائص جغرافية  المساحة 1.56943 كيلومتر مربع1.565987 كيلوم�...

اضغط هنا للاطلاع على كيفية قراءة التصنيف الأسماك القنومية أسماك فيلية المرتبة التصنيفية فصيلة[1]  التصنيف العلمي النطاق: حقيقيات النوى غير مصنف: البعديات الحقيقية المملكة: حيوانات غير مصنف: ثنائيات الفم الشعبة: الحبليات غير مصنف: الفقاريات غير مصنف: الفكيات غير مصنف:...

Terowongan IjoTerowongan Ijo lama, 2020IkhtisarJalurCilacap–Kroya–Kutoarjo–PurworejoLokasiBumiagung, Rowokele, Kebumen, Jawa TengahKoordinat7°36′52.5″S 109°27′00.4″E / 7.614583°S 109.450111°E / -7.614583; 109.450111Koordinat: 7°36′52.5″S 109°27′00.4″E / 7.614583°S 109.450111°E / -7.614583; 109.450111StatusBeroperasi (terowongan jalur ganda)Tidak beroperasi (terowongan jalur tunggal)SistemKereta Api IndonesiaMulaikm ...

American TV series or program UnsolvedGenre True crime drama anthology Created byKyle LongBased onMurder Rap: The Untold Story of Biggie Smalls & Tupac Shakur Murder Investigations by Greg KadingStarring Josh Duhamel Bokeem Woodbine Wavyy Jonez Marcc Rose Brent Sexton Jimmi Simpson ComposerJoseph TrapaneseCountry of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes10ProductionExecutive producers Anthony Hemingway Mark Taylor Greg Kading Kyle Long Camera setupS...

Political representative office in Atlanta, Georgia Taipei Economic and Cultural Office in Atlanta駐亞特蘭大臺北經濟文化辦事處Regions Plaza where the representative office is locatedAgency overviewFormed1 March 1979 (as the Atlanta Office of the Coordination Council for North American Affairs)HeadquartersRegions Plaza, 1180 W Peachtree Street, Atlanta, GeorgiaAgency executiveElliot Yi-lung Wang [zh], Director-General[1]WebsiteOfficial website Taipei Economic...

Stanislaus Szczepanowski Kardinaal Oleśnicki Piotr Gembicki Kardinaal Sapieha Karol Wojtyła Dit is een lijst van bisschoppen en aartsbisschoppen van Krakau. Missionaris-bisschoppen van Krakau 968-971: Prohorius 985- ca.1000: Proculfus Bisschoppen van Krakau ca. 1000–ca.1008: Poppon van Krakau 1009–ca.1018: Gompon van Krakau 1019–1030: Lambert I van Krakau ca.1032–ca.1046: Rachelin van Krakau ca.1046–1059: Aaron van Krakau 1061-1071: Lambert II Suła van Krakau 1072-1079: Stanislau...

Sophus Otto Müller (* 24. Mai 1846 in Kopenhagen; † 23. Februar 1934) war ein dänischer Prähistoriker. Sophus Müller Inhaltsverzeichnis 1 Leben 2 Veröffentlichungen (Auswahl) 3 Literatur 4 Einzelnachweise 5 Weblinks Leben Müllers Vater war C. Louis Müller. Sophus Müller studierte Philologie an der Universität Kopenhagen und schloss dort 1871 sein Studium mit der Erwerbung des akademischen Grads eines Masters ab. Bis 1876 war er als Lehrer tätig. Während dieser Zeit wirkte er glei...

Former Las Vegas hotel and casino This article is about the now-demolished hotel and casino on the Las Vegas Strip. For other uses of Hacienda, see Hacienda (disambiguation). HaciendaShow map of Las Vegas BoulevardShow map of Nevada Location Paradise, Nevada Address 3950 Las Vegas Blvd S[1]Opening dateJune 1956 (hotel)October 17, 1956 (casino)Closing dateDecember 1, 1996; 27 years ago (December 1, 1996)ThemeMexicanNo. of rooms 266 (1956) 538 (1980) 1,137 (1990s) Total gam...

The following is a list of first official international association football matches for each (present or past) member of FIFA, played up to the end of 1939. The matches are listed chronologically. Scotland and England Scotland  v  England 30 November 1872 [1][2] Friendly Scotland  0–0  England Hamilton Crescent, Partick [1] [2] Attendance: 4,000Referee: Willy Keay (Scotland) First official international match in football history. Wales Scotland  v &...

1933 Malayalam movie This article is about the 1933 film adaptation of Malayalam novel. For other uses, see Marthanda Varma (disambiguation). Marthanda VarmaMalayalamമാർത്താണ്ഡവർമ്മ Directed byP. V. RaoWritten byP. V. Rao (screenplay)Based onMarthandavarmaby C. V. Raman PillaiProduced byR. Sunder RajStarringJaidevA. V. P. MenonDevakiPadminiCinematographyPandurang E. NaikDistributed byShri Rajeshwari FilmsRelease date 12 May 1933 (1933-05-12) (T...

Bulgarian footballer In this Bulgarian name, the patronymic is Ivanov and the family name is Makriev. Dimitar Makriev Makriev with Bulgaria in 2011Personal informationFull name Dimitar Ivanov MakrievDate of birth (1984-01-07) 7 January 1984 (age 39)Place of birth Gotse Delchev, BulgariaHeight 1.91 m (6 ft 3 in)Position(s) ForwardSenior career*Years Team Apps (Gls)2001–2002 Levski Sofia 2 (0)2002 CSKA Sofia 0 (0)2002–2005 Inter Milan 0 (0)2003 → AC Bellinzona (loa...

American actress (1911–1995) Butterfly McQueenMcQueen in Affectionately Yours (1941)BornThelma McQueen(1911-01-08)January 8, 1911Tampa, Florida, U.S.DiedDecember 22, 1995(1995-12-22) (aged 84)[1]Augusta, Georgia, U.S.NationalityAmericanAlma materCity College of New YorkOccupationActressYears active1935–1989Signature Butterfly McQueen (born Thelma McQueen; January 8, 1911 – December 22, 1995) was an American actress. Originally a dancer, McQueen first ...

Exhibition featuring historic video games Game On exhibit at the Tech Museum of Innovation in 2005. Game On is a touring exhibition on the history and culture of computer games. The exhibition was first shown at the Barbican Centre in London in 2002, and has since been exhibited by Barbican International Enterprises to over 20 countries, where it has been seen by over 2 million people.[citation needed] The exhibition displays notable game developments from the early sixties to the pre...

American basketball player (born 1980) Steve BlakeBlake with the Warriors in April 2014Personal informationBorn (1980-02-26) February 26, 1980 (age 43)Hollywood, Florida, U.S.NationalityAmericanListed height6 ft 3 in (1.91 m)Listed weight172 lb (78 kg)Career informationHigh school Miami Killian (Miami, Florida) Miami (Miami, Florida) Oak Hill Academy(Mouth of Wilson, Virginia) CollegeMaryland (1999–2003)NBA draft2003: 2nd round, 38th overall pickSelected by the...

В Википедии есть статьи о других людях с фамилией Свистунов. Гавриил Дмитриевич Свистунов Дата рождения 1 (20) января 1868(1868-01-20) Место рождения Российская империя Дата смерти 3 мая 1940(1940-05-03) (72 года) Место смерти СССР Принадлежность  Российская империя Род войск пе�...

Fictional character in Tekken fighting game series For the correct spelling of martial law and other uses, see Martial law (disambiguation). This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (April 2023) Fictional character Marshall LawTekken characterMarshall Law in Tekken 8First gameTekken (1994)[1]Created bySeiichi IshiiPortrayed byCung Le (Tekken film)Alex Vu (Tekken Tag Tournament 2 live-action...

Continuous function that is not absolutely continuous The graph of the Cantor function on the unit interval In mathematics, the Cantor function is an example of a function that is continuous, but not absolutely continuous. It is a notorious counterexample in analysis, because it challenges naive intuitions about continuity, derivative, and measure. Though it is continuous everywhere and has zero derivative almost everywhere, its value still goes from 0 to 1 as its argument reaches from 0 to 1...