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京都アバンティKYOTO AVANTI 全景(手前が商業棟、左奥にホテル棟がある)地図 店舗概要所在地 〒601-8003京都府京都市南区東九条西山王町31座標 北緯34度59分0.6秒 東経135度45分38秒 / 北緯34.983500度 東経135.76056度 / 34.983500; 135.76056座標: 北緯34度59分0.6秒 東経135度45分38秒 / 北緯34.983500度 東経135.76056度 / 34.983500; 135.76056開業日 1984年3月2日施設所...
Anıtkabir Anıtkabir Una manifestación en Anıtkabir Salón del Honor Anıtkabir (literalmente tumba conmemorativa) es el mausoleo de Mustafa Kemal Atatürk, el líder de la Guerra de Independencia Turca y el fundador y primer presidente de la República de Turquía.[1] El mausoleo se localiza en la ciudad de Ankara y fue diseñado por los arquitectos Emin Onat y Orhan Arda, quienes resultaron ganadores de un concurso organizado por el Gobierno Turco en 1941 para la creación de un m...
سفارة قبرص في السويد قبرص السويد الإحداثيات 59°19′56″N 18°05′07″E / 59.3322°N 18.0853°E / 59.3322; 18.0853 البلد السويد المكان ستوكهولم تعديل مصدري - تعديل سفارة قبرص في السويد هي أرفع تمثيل دبلوماسي[1] لدولة قبرص لدى السويد.[2][3] تقع السفارة في ستوكهولم وهي تهد
لمعانٍ أخرى، طالع الفيصلية (توضيح). الفيصلية - منطقة سكنية - تقسيم إداري البلد الأردن المحافظة محافظة الكرك لواء لواء المزار الجنوبي قضاء قضاء مؤاب السكان التعداد السكاني 1807 نسمة (إحصاء 2015) • الذكور 837 • الإناث 970 • عدد الأسر 405 تعديل مصدري - تع
British comedy-drama television series Last Tango in HalifaxGenreComedy dramaWritten bySally WainwrightStarring Derek Jacobi Anne Reid Sarah Lancashire Nicola Walker Opening themeLast Tango in Halifax ThemeComposerMurray GoldCountry of originUnited KingdomOriginal languageEnglishNo. of series5No. of episodes24 (list of episodes)ProductionExecutive producerNicola ShindlerProduction locationYorkshireRunning time60 minutesProduction companyRed Production CompanyOriginal releaseNetworkBBC OneRele...
Чемпіонат СРСР з футболуКлас «А», перша групаСезон 1965Чемпіони «Торпедо» (Москва)Зіграно матчів 272Найкращий бомбардир Олег Копаєв (18 голів)← 1964 1966 → Сезон 1965 року у першій групі класу «А» чемпіонату СРСР з футболу — 27-й в історії турнір у вищому дивізіоні футбольної пе...
Cooperación Híbrida Global (Asociación de tecnologías híbridas, anteriormente llamado Advanced Hybrid System 2 o AHS2) es una asociación que desarrolla tecnologías para vehículos híbridos. Esta se conforma por General Motors, Daimler, Chrysler LLC y BMW, la cual se unió en 2005. Esta organización utiliza tecnologías de 2 o 3 engranajes planetarios en una transmisión automática: una, por parte del motor de combustión interna, es el (entrada dividida) conectado con un segundo (sa...
Zie Avatar: The Legend of Aang (computerspel) voor het gelijknamige computerspel, stripserie en de liveactionremake van de serie. Avatar: De Legende van Aang Genre Actie Avontuur Fantasy Comedy-drama Speelduur ± 23 minuten Bedenker Michael Dante DiMartino Bryan Konietzko Nederlandse stemmen Jimmy Lange Rosanne Thesing Trevor Reekers Sander van der Poel Rob van de Meeberg Marieke de Kruijf Sander de Heer Melody Reekers Regie Aaron Ehasz Lauren MacMullan (seizoen 1–2) Dave Filoni (seizoen 1)...
South Korean comedian In this Korean name, the family name is Ji. 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: Ji Sang-ryeol – news · newspapers · books · scholar · JSTOR (June 2011) (Learn h...
Карта Руанды с административным делением с 1 января 2006 года Администрати́вное деле́ние Руа́нды — система административно-территориальных единиц страны. С 1 января 2006 года, в результате реформы децентрализацииruen, Руанда была разделена на 5 новых провинций, вместо суще...
class=notpageimage| Location of Biosphere Reserves in Canada Main article: Protected areas of Canada UNESCO Biosphere Reserves are environment-protected scientific-research institutions of international status that are created with the intent for conservation in a natural state the most typical natural complexes of biosphere, conducting background ecological monitoring, studying of the surrounding natural environment, its changes under the activity of anthropogenic factors. Biosphere Preserve...
South Korean actress (born 1992) In this Korean name, the family name is Kim. Kim Min-jiBorn (1992-04-11) April 11, 1992 (age 31)Other namesSeo Min-jiEducationChung-Ang University - Theater and FilmOccupationActressYears active2008–presentAgentJaemix C&B[1]Korean nameHangul서민지Hanja徐珉志Revised RomanizationSeo Min-jiMcCune–ReischauerSŏ MinjiBirth nameHangul김민지Hanja金珉志Revised RomanizationGim Min-jiMcCune–ReischauerKim Minji Kim Min-ji (bor...
Паперовий будинокісп. La casa de papel Тип телесеріалТелеканал(и) Antena 3dДистриб'ютор(и) NetflixЖанр екшен-серіалd, black comedy television programd, бадді-муві, фільм про друзів-копівd, кримінальний телесеріалd, екшен-трилерd і romance television seriesdФормат зображення 16:9Тривалість 70 хв. ...
Concentration of cerium vs. other rare-earth metals The cerium anomaly, in geochemistry, is the phenomenon whereby cerium (Ce) concentration is either depleted or enriched in a rock relative to the other rare-earth elements (REEs).[1] A Ce anomaly is said to be negative if Ce is depleted relative to the other REEs and is said to be positive if Ce is enriched relative to the other REEs.[1] Cerium oxidation states Cerium is a rare-earth element (lanthanide) characterized by two ...
Ukrainian colonel general (born 1967) You can help expand this article with text translated from the corresponding article in Ukrainian. (March 2015) Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Do not transl...
Highway in São Paulo You can help expand this article with text translated from the corresponding article in Portuguese. Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Do not translate text that appears unreliable ...
Canadian actress (born 2007 or 2008) Kate MoyerMoyer in 2019Born2007 or 2008 (age 15–16)Toronto, Ontario, CanadaOccupationActressYears active2017–presentKnown forOur HouseHolly HobbieChildren of the CornThe Handmaid's Tale Kate Moyer (born 2007 or 2008) is a Canadian actress.[1] Career In 2018, Moyer portrayed Heather Hobbie, the younger sister of Holly Hobbie in season 1 of the series Holly Hobbie, which aired on Hulu in the United States and su...
Lentopallon Mestaruusliiga 2021-2022 Competizione Lentopallon Mestaruusliiga Sport Pallavolo Edizione 66ª Organizzatore SL Date dal 23 settembre 2021al 24 aprile 2022 Luogo Finlandia Partecipanti 12 Risultati Vincitore Kuusamon(1º titolo) Secondo Kangasala Terzo Hämeenlinnan Retrocessioni Helsinki Statistiche Miglior marcatore Iina Andrikopoulou (720) Incontri disputati 214 Cronologia della competizione 2020-21 2022-23 Manuale La Lentopallon ...
Toshloq qirgʻizcha: Таштакqishloq 40°52′28″N 73°02′48″E / 40.87444°N 73.04667°E / 40.87444; 73.04667Mamlakat Qirgʻizistonviloyat Jalolobod viloyatiOvul okrug Barpi ovul okrugiAholisi (2009) 985[1]Vaqt mintaqasi UTC+6Telefon kodi +996 37Pochta indeks(lar)i 721328Avtomobil kodi D Toshloq qirgʻizcha: Таштак Toshloq (qirgʻizcha: Таштак) — Qirgʻiziston Respublikasining Jalolobod viloyati Suzoq tumani qarasli qishloq. Ba...
Point on a curve not given by a smooth embedding of a parameter In geometry, a singular point on a curve is one where the curve is not given by a smooth embedding of a parameter. The precise definition of a singular point depends on the type of curve being studied. Algebraic curves in the plane Algebraic curves in the plane may be defined as the set of points (x, y) satisfying an equation of the form f ( x , y ) = 0 , {\displaystyle f(x,y)=0,} where f is a polynomial function f : R 2 →...