The Real Lee Konitz
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Youichi UiYouichi Ui di Ronde 1 MFJ Superbike 2009KebangsaanJepang Catatan statistik Karier Grand Prix Sepeda MotorTahun aktif1995–2004 Lomba pertamaGrand Prix Jepang 125cc 1995Menang pertamaGrand Prix Jepang 125cc 2000Menang terakhirGrand Prix Rio 125cc 2001Lomba terakhirGrand Prix Jepang 250cc 2007TimYamaha, Derbi, Gilera, Harris WCM Start Menang Podium Pole F. lap Poin 133 11 22 17 9 886 Youichi Ui (宇井陽一code: ja is deprecated , Ui Youichi, lahir 27 November 1972 di Chiba) adalah ...
SN 386 Données d'observation (Époque J2000.0) Ascension droite 17h 14m 0s Déclinaison −39° 48′ 0″ Constellation Scorpion Localisation dans la constellation : Scorpion modifier SN 386 est le nom donné à un événement astronomique observé par des astronomes chinois en l'an 386 et recensé à l'époque sous le terme générique d'« étoile invitée » et aujourd'hui considéré comme étant une possible supernova. Si l'existence de l'év...
Skellefteå Kraft ArenaSkellefteå Kraft Arena in July 2008LocationMossgatan 27, Skellefteå, SwedenCoordinates64°45′41″N 20°58′02″E / 64.76139°N 20.96722°E / 64.76139; 20.96722OwnerSkellefteå KommunCapacityIce hockey: 5,801ConstructionBuilt1966Opened6 January 1967 (1967-01-06)Renovated2005–2008TenantsSkellefteå AIK (SHL) (1967–present)SK Lejon Skellefteå Kraft Arena is an indoor sporting arena located in Skellefteå, Sweden. The capac...
German World War II flying ace This article is about the German World War II night fighter pilot. For other uses, see Ludwig Becker (disambiguation). Robert-Ludwig BeckerBorn22 August 1911Dortmund-Aplerbeck, Kingdom of Prussia, German EmpireDied26 February 1943(1943-02-26) (aged 31)North Sea, off Schiermonnikoog, German-occupied NetherlandsAllegiance Nazi GermanyService/branch LuftwaffeYears of service1939–43RankHauptmann (captain)UnitNJG 1Commands held12./NJG 1Battles/w...
Evelyn WaughEvelyn Waugh, tahun 1940LahirArthur Evelyn St. John Waugh(1903-10-28)28 Oktober 1903West Hampstead, London, InggrisMeninggal10 April 1966(1966-04-10) (umur 62)Combe Florey, Somerset, InggrisPekerjaanPenulisPendidikanLancing CollegeAlmamaterHertford College, OxfordPeriode1923–1964GenreNovel, biografi, cerita pendek, sastra perjalanan, autobiografi, satir, humorPasanganEvelyn Gardner (m. 1928; dibatalkan 1936) Laura Herbert ...
Into the FlamesPoster promosi untuk Into the FlamesGenreDrama sejarahDitulis olehJung Sung-hee Lee Han-hoSutradaraKim Sang-raePemeranChoi Soo-jong Ryu Jin Son Tae-young Lee In-hyeNegara asalKorea SelatanBahasa asliKoreaJmlh. episode20ProduksiProduser eksekutifChoi Byung-hwaProduserJung Hoe-seok Lee Kyung-seon Jung Hyung-seoLokasi produksiKoreaDurasiJumat dan Sabtu pukul 23:00 (WSK)Rumah produksiKangho ProductionRilis asliJaringanTV ChosunRilis25 April (2014-04-25) –28 Juni 2014...
Airport in Mrčevac, MontenegroTivat AirportAerodrom TivatАеродром ТиватIATA: TIVICAO: LYTVSummaryAirport typePublicOperatorAirports of MontenegroServesTivatLocationMrčevac, MontenegroElevation AMSL20 ft / 6 mCoordinates42°24′17″N 18°43′24″E / 42.40472°N 18.72333°E / 42.40472; 18.72333Websitemontenegroairports.comMapTIVLocation of airport in MontenegroRunways Direction Length Surface ft m 14/32 8,202 2,500 Asphalt Statistics (20...
Marvel Cinematic Universe setting MultiverseMarvel Cinematic Universe locationTop: The MCU multiverse, depicted as a sprawling branch of various timelines, in the first-season finale of Loki (2021)Bottom: The MCU multiverse, now depicted in the form of a Yggdrasil-like tree, in the second-season finale of Loki (2023)First appearanceDoctor Strange (2016)Based onMultiverseby Marvel ComicsAdapted by Jon Spaihts Scott Derrickson C. Robert Cargill GenreSuperhero fictionIn-universe informationTypeM...
Contea di MartinconteaContea di Martin – VedutaTribunale della contea LocalizzazioneStato Stati Uniti Stato federato Texas AmministrazioneCapoluogoStanton Data di istituzione1860 TerritorioCoordinatedel capoluogo32°18′00″N 101°57′36″W / 32.3°N 101.96°W32.3; -101.96 (Contea di Martin)Coordinate: 32°18′00″N 101°57′36″W / 32.3°N 101.96°W32.3; -101.96 (Contea di Martin) Superficie2 371 km² Abitanti4 799 (2010)...
密西西比州 哥伦布城市綽號:Possum Town哥伦布位于密西西比州的位置坐标:33°30′06″N 88°24′54″W / 33.501666666667°N 88.415°W / 33.501666666667; -88.415国家 美國州密西西比州县朗兹县始建于1821年政府 • 市长罗伯特·史密斯 (民主党)面积 • 总计22.3 平方英里(57.8 平方公里) • 陸地21.4 平方英里(55.5 平方公里) • ...
Ban Bí thư Trung ương Đảng Cộng sản Việt Nam Đảng kỳ Đảng Cộng sản Việt Nam Khóa thứ XIII (2021 - tới nay) Ủy viên Tổng Bí thư Nguyễn Phú Trọng Thường trực Ban Bí thư Lương Cường Ủy viên (9) Trần Cẩm TúPhan Đình TrạcNguyễn Hòa BìnhLê Minh Hưng Nguyễn Trọng NghĩaĐỗ Văn ChiếnBùi Thị Minh HoàiLê Minh Khái Lê Hoài Trung Cơ cấu tổ chức Cơ quan chủ quản Ban Chấp hành Trung ương Đảng C�...
الهواء، سواء كان نظيفًا أو ملوثًا، لا يمكن أن يُستبعد أي شخص من استخدامه، وبالتالي يعتبر سلعة غير قابلة للاستبعاد. يمكن أن تكون السلعة غير قابلة للاستبعاد بغض النظر عن مدى رغبة الأشخاص في استبعادها (مثل الضباب الدخاني أو التلوث في المدينة) في علم الاقتصاد، تحدّد السلع والخ�...
See also: 1903 Major League Baseball season The following are the baseball events of the year 1903 throughout the world. Overview of the events of 1903 in baseball Years in baseball ← 1900 1901 1902 1903 1904 1905 1906 → 1903 in sports Air sports American football Aquatic sports Association football Athletics Australian rules football Badminton Baseball Basketball Canadian football Chess Climbing Combat sports Sumo Cricket 1902–3 1903 1903–4 Cycling Dance sports Darts Equestrianism Es...
Michelangelo GaroveBiographieNaissance 29 septembre 1648ChieriDécès 21 septembre 1713 (à 64 ans)TurinActivités Architecte, ingénieurŒuvres principales Palais Asinari di San Marzano (d), Palazzo dell'Università (d)modifier - modifier le code - modifier Wikidata Michelangelo Garove (né le 29 septembre 1648 à Chieri et mort le 21 septembre 1713 (à 64 ans) à Turin) est un architecte et ingénieur italien de la fin du XVIIe et du début du XVIIIe siècle. Biograph...
Construct circles that are tangent to three given circles in a plane Figure 1: A solution (in purple) to Apollonius's problem. The given circles are shown in black. Figure 2: Four complementary pairs of solutions to Apollonius's problem; the given circles are black. In Euclidean plane geometry, Apollonius's problem is to construct circles that are tangent to three given circles in a plane (Figure 1). Apollonius of Perga (c. 262 BC – c. 190 BC) posed and solved this famous problem in hi...
Voce principale: Turn- und Sportverein Jona. Turn- und Sportverein JonaStagione 2018-2019Sport pallavolo Squadra Jona Allenatore Denis Milanez All. in seconda Matteo Campioli Presidente Hajo Zwanenburg Lega Nazionale A7ª Coppa di SvizzeraQuarti di finale Miglior marcatoreCampionato: Kasper (160) 2017-18 2019-20 Questa voce raccoglie le informazioni riguardanti il Turn- und Sportverein Jona nella stagione 2018-2019. Indice 1 Stagione 2 Organigramma societario 3 Rosa 4 Mercato 5 Risultat...
Metropolis in Odisha, India Metropolis in Odisha, IndiaBhubaneswar Ekamra-Kshetra, City of TemplesMetropolisSkyline of BhubaneswarUdayagiri CavesRajarani TempleNandankanan Zoological ParkLingaraja TempleKalinga StadiumKalinga Institute of Industrial TechnologyNicknames: Sports Capital of India Temple City of India Startup Hub of East India[1]BhubaneswarMap showing Bhubaneswar in OdishaShow map of OdishaBhubaneswarBhubaneswar (India)Show map of IndiaBhubaneswarBhubaneswar (Asia)Sh...
Language of the Luo people found in Kenya and Tanzania LuoDholuoNative toKenya and TanzaniaRegionNyanza province of Kenya and Mara Region of TanzaniaEthnicityJoluoNative speakers4.2 million (2009 census)[1]Language familyNilo-Saharan? Eastern Sudanic?Kir–Abbaian?NiloticWestern NiloticLuoSouthernAdhola–Alur–LuoAdhola–LuoLuoWriting systemLatin, Luo scriptLanguage codesISO 639-2luoISO 639-3luoGlottologluok1236 The Dholuo dialect (pronounced [d̪ólúô][2 ...
Theatre in Los Angeles, California, United States This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (September 2017) (Learn how and when to remove this message) Shubert theatreShubert Theatre, Los Angeles (1978)Shubert theatreLocation in the Los Angeles AreaShow map of the Los Angeles metropolitan areaShubert theatreLocation in CaliforniaShow map of CaliforniaSh...
Scattering of an electromagnetic plane wave by a sphere Mie scattering representationsMie scattering as particle diameter changes from 0.1 to 1 wavelength. The sphere's refractive index is 1.5.Mie scattering, artistic view: Linearly polarized incident plane wave scattered by octupolar resonance.Mie resonances vs. radius.Monostatic radar cross section (RCS) of a perfectly conducting metal sphere as a function of frequency (calculated by Mie theory). In the low-frequency Rayleigh scattering lim...