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BeybladeBeyblade G-Revolution Title ScreenGenrePetualangan, Komedi, Shounen, Olahraga, Tragedi Anime BeybladeSutradaraToshifumi KawaseStudioMadhouse Anime Beyblade V-ForceSutradaraTetsuo Takeuchi, Yoshio TakeuchiStudioMadhouse Anime Beyblade G-RevolutionSutradaraMitsuo Hashimoto, Toshifumi KawaseStudioMadhouse MangaBeybladePengarangTakao AokiPenerbit Shogakukan Portal anime dan manga Beyblade (ベイブレード Beiburēdo) adalah judul sebuah serial anime dan manga buatan Takao Aok...
Qatari YouTube streamer Ghanim Al-Muftah Ghanim Muhammad Al-Muftah (Arabic: غانم محمد المفتاح, romanized: Ghānim Muḥammad al-Muftāḥ, born 5 May 2002) is a Qatari YouTube streamer and philanthropist with caudal regression syndrome. In 2017, he was Qatar's youngest entrepreneur at 15.[1] Biography Ghanim Muhammad Al-Muftah was born in Doha, Qatar on 5 May 2002,[2] with caudal Regression Syndrome, a disease that affects the development of the lower spine...
Former settlement in California, United States Chinquapin, elevation 6000 ft, is at the intersection of Glacier Point and Wawona roads Chinquapin (also, Chincapin and Chinkapin) is a former settlement in Mariposa County, California.[1] It was located 8.5 miles (14 km) north-northwest of Wawona.[1] It is located within Yosemite National Park, adjacent to the community of Yosemite West. Chinquapin is the midway point between Yosemite Valley and Wawona, a community inside th...
For other East Rivers, see East River (disambiguation). River in Florida, United States East Bay RiverThe River Jordan, Chester RiverThe East Bay River (here listed as El Rio Jordan, or the River Jordan) on a 1700s Spanish map of the areaEtymologyEast BayNickname(s)The Red River, East RiverLocationCountryUnited States of AmericaStateFloridaRegionSanta Rosa County/Okaloosa CountyMunicipalityNavarre, Mary Esther, ValparaisoPhysical characteristicsSource • locationHurl...
American judge Walbridge Abner FieldMember of the U.S. House of Representativesfrom Massachusetts's 3rd districtIn officeMarch 4, 1877 – March 28, 1878Preceded byHenry L. PierceSucceeded byBenjamin DeanIn officeMarch 4, 1879 – March 3, 1881Preceded byBenjamin DeanSucceeded byAmbrose RanneyAssociate Justice of the Massachusetts Supreme Judicial CourtIn officeFebruary 21, 1881 – September 4, 1890Appointed byJohn Davis LongPreceded bySeth AmesSucceede...
Reinhard GehlenKolonel Reinhard Gehlen, c. 1943Lahir(1902-03-03)3 Maret 1902Erfurt, Kekaisaran JermanMeninggal8 Juni 1979(1979-06-08) (umur 77)Starnberg, Jerman BaratPengabdian Republik Weimar (1920–1933) Jerman Nazi (1933–1945) Amerika Serikat (1946–1956) Jerman Barat (1956–1968)Dinas/cabangAngkatan DaratPangkatLetnan-JenderalPerang/pertempuranPerang Dunia IIPerang Dingin Reinhard Gehlen (3 April 1902 – 8 Juni 1979) adalah seorang letna...
В Википедии есть статьи о других людях с такой фамилией, см. Глизе. Рохус Глизенем. Rochus Gliese Дата рождения 6 января 1891(1891-01-06)[1][2][…] Место рождения Берлин, Германская империя[3] Дата смерти 22 декабря 1978(1978-12-22)[1][2][…] (87 лет) Место смерти Берлин, ...
Cuadro de prensa sobre el II Congreso Internacional de Escritores para la Defensa de la Cultura y su participación internacional. El II Congreso Internacional de Escritores para la Defensa de la Cultura tuvo lugar entre el 4 y el 17 de julio de 1937, durante la guerra civil española, en tres ciudades de la España republicana (Valencia, Madrid y Barcelona) y en París, con el apoyo de la Alianza de Intelectuales Antifascistas. La iniciativa gubernamental republicana partió del Ministerio d...
Julius Wilhelm Richard Dedekind Julius Wilhelm Richard Dedekind (Braunschweig, 6 ottobre 1831 – Braunschweig, 12 febbraio 1916) è stato un matematico tedesco. Ha dato importanti contributi alla teoria dei numeri, lavorando in stretto contatto con Ernst Eduard Kummer. Indice 1 Biografia e scoperte 2 Voci correlate 3 Altri progetti 4 Collegamenti esterni Biografia e scoperte Nasce a Braunschweig, minore dei quattro figli di Julius Levin Ulrich Dedekind, e vive con la sorella Julia fino alla ...
American journalist and Director of the Office of War Information 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: Elmer Davis – news · newspapers · books · scholar · JSTOR (January 2011) (Learn how and when to remove this message) Elmer DavisBornJanuary 13, 1890Aurora, Indiana, USDiedMay 18, 1958 (aged 68)Wa...
Fiorella MiglioreMigliore in 2013BornFiorella Migliore Llanes (1989-01-21) January 21, 1989 (age 35)Asunción, ParaguayNationality ParaguayanOccupationActressYears active2008 - present Fiorella Migliore Llanes (born 27 January 1989 in Asunción) is a Paraguayan actress, tv host, model and beauty pageant titleholder who was crowned Miss Mundo Paraguay 2012 and represented her country at Miss World 2012 but did not place. She is of Italian origins, because her father was born in ...
Bagian dari seri artikel mengenaiKolonisasi Eropa di Amerika Kontak Pra-Columbus Penemuan Benua Amerika Gelombang pertama kolonisasi Kolonisasi Britania Kolonisasi Belanda Kolonisasi Denmark Kolonisasi Hospitaller Kolonisasi Italia Kolonisasi Jerman Kolonisasi Kurlandia Kolonisasi Nordik Kolonisasi Prancis Kolonisasi Portugis Kolonisasi Rusia Kolonisasi Skotlandia Kolonisasi Spanyol Kolonisasi Swedia Dekolonisasi Portal Sejarahlbs Koloni-koloni Great Britain di Amerika Kolonisasi Am...
Questa voce sull'argomento edizioni di competizioni calcistiche inglesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. FA Cup 1952-1953 Competizione FA Cup Sport Calcio Edizione 72ª Organizzatore FA Date dal 13 settembre 1952al 2 maggio 1953 Luogo Inghilterra Risultati Vincitore Blackpool(1º titolo) Secondo Bolton Semi-finalisti Tottenham Everton Cronologia della competizione 1951-1952 1953-1954 Manuale La FA Cu...
Bài viết này cần thêm chú thích nguồn gốc để kiểm chứng thông tin. Mời bạn giúp hoàn thiện bài viết này bằng cách bổ sung chú thích tới các nguồn đáng tin cậy. Các nội dung không có nguồn có thể bị nghi ngờ và xóa bỏ. Kinh điển Phật giáo Kinh Bộ kinh & A-hàm kinh Chuyển pháp luân kinh Pháp cú kinh Từ kinh Bản sinh kinh Tứ niệm xứ kinh Đại-bát Niết-bàn kinh Bát-nhã kinh Bát-nhã tâm kinh ...
此條目介紹的是天體。关于好萊塢明星,请见「明星系統」。 「聚星」重定向至此。关于目視多星,请见「雙星」。 提示:此条目页的主题不是行星系統。 上圖: 2009年,查拉干涉儀以0.5mas分辨率在近紅外中成像的大陵五三合星系統。大陵五C的形狀像是一個偽影[來源請求]。 左下圖: 大陵五A很規律的每2.87日會被叫黯淡的大陵五B遮蔽(...
British Rail operating region For the former West Midlands Franchise Operator, see London Midland. London Midland Region of British RailwaysRegion logo from 1965 to 1992.Franchise(s)Not subject to franchising (1 January 1948 – 31 December 1992)Main Region(s)London, North West of England, West MidlandsParent companyBritish Rail Station totem design prior to 1965 The London Midland Region (LMR) was one of the six regions created on the formation of the nationalised British Railways (BR), and ...
Besucher auf dem Deutschen Katholikentag Mannheim Der Katholikentag ist eine mehrtägige Zusammenkunft primär römisch-katholischer Christen des jeweiligen Landes in Deutschland, Österreich und der Schweiz, die in einem mehrjährigen Turnus stattfindet (in Deutschland in der Regel alle zwei Jahre). Ihre Ursprünge liegen im Verbandskatholizismus und den Laienbewegungen des 19. Jahrhunderts. Mehr und mehr hat er sich zu „ein[em] für die Identität der Katholiken wichtige[n] Glaubensfest�...
Чемпионат MLS 20212021 Major League Soccer season Подробности турнира Время проведения 16 апреля — 7 ноября 2021 года (регулярный сезон) 20 ноября — 11 декабря 2021 года (плэй-офф) Место проведения США Канада Число участников 27 команд 24 + 3 Города 25 Стадионы 27 Призовые места Победитель Нью-Йор...
Grazia Deledda Grazia Deledda 1926.PseudonymIlia di Saint-Ismael[1]FöddMaria Grazia Cosima Deledda 27 september 1871 Nuoro på Sardinien, ItalienDöd15 augusti 1936 (64 år) Rom, ItalienYrkeförfattareNationalitetitalienskSpråkitalienskaVerksam1890–1936GenrerprosaNoterbara verkMurgrönan (L’edera, 1907)PriserNobelpriset i litteratur 1926HemortRomInfluenserBibeln, Homeros Grazia Deledda, född 27 september 1871 i Nuoro på Sardinien, död 15 augusti 1936 i Rom, var en italiensk för...
Term in acoustics Diagram of beat frequency In acoustics, a beat is an interference pattern between two sounds of slightly different frequencies, perceived as a periodic variation in volume whose rate is the difference of the two frequencies. With tuning instruments that can produce sustained tones, beats can be readily recognized. Tuning two tones to a unison will present a peculiar effect: when the two tones are close in pitch but not identical, the difference in frequency generates the bea...