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Một biểu đồ hình nến là một loại biểu đồ tài chính dùng để mô tả chuyển động giá của một chứng khoán, phái sinh tài chính, hoặc là tiền tệ. Mỗi thanh nến thường cho thấy một ngày nào đó, để ví dụ, một biểu đồ tháng có thể có 20 ngày tương ứng với 20 thanh nến. Nó như là một sự kết hợp giữa biểu đồ dòng và biểu đồ thanh: Mỗi thanh đại diện cho tất cả bốn thông ti...

كريتاالشعارمعلومات عامةنوع برنامج رسوم تقنية الرسم الرقمي سمي باسم سنجابيات نظام التشغيل جنو/لينكس[1]مايكروسوفت ويندوز[1]ماك أو إس[1]بي إس دي[1] النموذج المصدري حقوق التأليف والنشر محفوظة المطورون  القائمة ... Krita Foundation (en) كديHalla Rempt (en) Lukáš Tvrdý (en) Stefano Bonicatti (...

Este artigo não cita fontes confiáveis. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW  • CAPES  • Google (N • L • A) (Julho de 2020) O número de Weissenberg é um número adimensional utilizado no estudo de fluxo viscoelástico. É denominado em memória de Karl Weissenberg. O número expressa a relação entre o período de relaxação do fluido e um processo temporal espec�...

Alison RamsayAlison Gail Ramsay Загальна інформаціяНаціональність британкаГромадянство  Велика Британія[1]Народження 16 квітня 1959(1959-04-16) (64 роки)ЛондонЗріст 167 смВага 56 кгСпортКраїна Велика БританіяВид спорту хокей на травіКлуб Glasgow Western, Glasgow (GBR) Участь і здобутки Нагороди Олімпі

Manuel Dos Santos Información personalNacimiento 11 de noviembre de 1925 o 11 de febrero de 1925 Golegã (Portugal) o Lisboa (Portugal) Fallecimiento 18 de febrero de 1973 Lisboa (Portugal) Causa de muerte Accidente de tránsito Nacionalidad PortuguesaLengua materna Portugués Información profesionalOcupación Matador [editar datos en Wikidata] Manuel Dos Santos Pires (n. Golega; 11 de febrero de 1925 - f. 18 de febrero de 1973 en accidente de tráfico), fue un matador de toros po...

Селище Пакеттангл. Puckett Координати 32°04′59″ пн. ш. 89°46′40″ зх. д. / 32.08310000002777684° пн. ш. 89.77780000002778138° зх. д. / 32.08310000002777684; -89.77780000002778138Координати: 32°04′59″ пн. ш. 89°46′40″ зх. д. / 32.08310000002777684° пн. ш. 89.77780000002778138° зх. д. / ...

في الهندسة الرياضية، تستخدم صيغة هيرو التي سميت على أسم مكتشفها هيرو السكندري لحساب مساحة المثلث عندما يعرف أطوال أضلاعه الثلاث a و b و c. على عكس صيغ مساحة المثلث الأخرى، ليس هناك حاجة لحساب الزوايا أو مسافات أخرى في المثلث أولاً. صيغة القانون مثلث له أضلاع b، a وcتنص صيغة هيرو

Wereldkampioenschap rally in 1973 Volgende: Seizoen 1974Vorige: geen De locaties van de rally's in het seizoen 1973 in kaart Seizoen in het wereldkampioenschap rally Regio Mondiaal Jaargang 1 Aantal rondes 13 Kampioen constructeurs Alpine-Renault Portaal    Autosport Het wereldkampioenschap rally in 1973 was de eerste jaargang van het wereldkampioenschap rally (internationaal het World Rally Championship), georganiseerd door de Fédération Internationale de l'Automobile (FIA). Vers...

Varun ToorkeyLahirVarun Toorkey8 Januari 1990 (umur 33)[1][2]Mumbai, Maharashtra, IndiaWarga negaraIndianPekerjaanAktor, ModelTahun aktif2006–sekarang Varun Toorkey (lahir 8 Januari 1990) adalah aktor televisi India yang dikenal karena memerankan Shaad Khan di Qubool Hai dan Tushar Mallick di Humko Tumse Ho Gaya Hai Pyaar Kya Karein. Kehidupan pribadi Lahir dan besar di Mumbai, Toorkey milik komunitas Parsi.[3] Dia menyelesaikan sekolahnya di Bombay Cambrid...

Gambaran kesatuan Cipta-Rasa-Karsa Tridaya dalam filsafat Jawa adalah suatu kesatuan yang terdiri tiga kekuatan dalam diri manusia yang menentukan segala tindakan seseorang. Tridaya meliputi konsep cipta, rasa, dan karsa. Seluruh karya atau tindakan seorang manusia bermula dari perpaduan ketiga unsur tersebut.[1][2] Ketiga unsur daya ini menjadikan manusia sebagai makhluk yang berbudaya.[3] Unsur-unsur Sesuai dengan namanya, tridaya terdiri dari tiga unsur kekuatan, ya...

KhoidLocation of the Khoid in the Oirat ConfederationRegions with significant populations Mongolia5 000[1] China15 000 Kalmykiaa few thousands?LanguagesOirat dialectReligionTibetan Buddhism, Mongolian shamanismRelated ethnic groupsMongols, especially Oirats The Khoid, also Khoyd or Khoit (Chinese: 辉特; Northern ones/people) people are an Oirat subgroup of the Choros clan. Once one of largest tribes of the Oirats. Amursana was a Khoid Oirat Partisans of Amursana, ...

This is a list of members of the Victorian Legislative Council between 1931 and 1934. As half of the Legislative Council's terms expired at each triennial election, half of these members were elected at the 1928 triennial election with terms expiring in 1934, while the other half were elected at the 1931 triennial election with terms expiring in 1937. Name Party Province Term expires Term of office William Angliss United Australia Southern 1934 1912–1952 Edwin Bath United Australia Nelson 1...

Prima GamesParent companyGamurs (2022–present)Founded1990; 33 years ago (1990)FounderBen DominitzCountry of originUnited StatesHeadquarters locationShreveport, Louisiana, U.S.Publication typesBooksFiction genresVideo game strategy guidesOfficial websiteprimagames.com Prima Games is a publishing company of video game strategy guides in the United States. Formerly, Prima was an imprint of Dorling Kindersley, a division of Penguin Random House, and produced print strategy gui...

Municipality in Pazardzhik Province, BulgariaPeshtera MunicipalityMunicipality Coat of armsLocation of Peshtera Municipality in Pazardzhik ProvincePeshtera MunicipalityLocation of Peshtera Municipality in BulgariaCoordinates: 42°01′59″N 24°18′00″E / 42.03306°N 24.30000°E / 42.03306; 24.30000Country BulgariaProvincePazardzhik ProvinceCapitalPeshteraArea • Total150.51 km2 (58.11 sq mi)Elevation440 m (1,440 ft)Populati...

1994 single by Vince GillTryin' to Get Over YouSingle by Vince Gillfrom the album I Still Believe in You B-sideNothing Like a WomanReleasedJanuary 3, 1994Recorded1992GenreCountryLength3:43LabelMCASongwriter(s)Vince GillProducer(s)Tony BrownVince Gill singles chronology One More Last Chance (1993) Tryin' to Get Over You (1994) Whenever You Come Around (1994) Tryin' to Get Over You is a song written and recorded by American country music singer Vince Gill. It was released in January 1994 as the...

State Wildlife Management Area in Lincoln County, West Virginia Hilbert Wildlife Management AreaIUCN category V (protected landscape/seascape)[1]The Ruffed Grouse (Bonasa umbellus) may be found in the Hilbert WMALocation of Hilbert Wildlife Management Area in West VirginiaLocationLincoln, West Virginia, United StatesCoordinates38°15′00″N 81°54′56″W / 38.25000°N 81.91556°W / 38.25000; -81.91556Area289 acres (117 ha)[2]Elevation850 f...

British film Some VoicesTheatrical release posterDirected bySimon Cellan JonesWritten byJoe PenhallBased onSome Voices by Joe PenhallProduced byDamian JonesGraham BroadbentStarringDaniel CraigKelly MacdonaldDavid MorrisseyJulie GrahamPeter McDonaldCinematographyDavid OddEdited byElen Pierce LewisMusic byAdrian JohnstonDistributed byFilmFour DistributorsRelease date25 August 2000 (United Kingdom)Running time101 min.CountryUnited KingdomLanguageEnglishBox office$9,188[1] Some Voices is ...

Bouches-de-l'Escaut (red) besides other departments in the North of the French Empire Bouches-de-l'Escaut ([buʃ.də.lɛ.sko], Mouths of the Scheldt; Dutch: Monden van de Schelde) was a department of the First French Empire in the present-day Netherlands. It was formed in 1810, when the Kingdom of Holland was annexed by France. Its territory corresponded with the present-day Dutch province of Zeeland, minus Zeelandic Flanders, which was part of the department of Escaut. Its capital wa...

Raymond Charles Barker at Charter Ceremony, New Thought Long Island Raymond Charles Barker (August 31, 1911 – January 26, 1988) was an author and leader of the New Thought spiritual movement, specifically in the Religious Science movement. Early life Barker was born on August 31, 1911, in Rochester, New York to George Elbert Barker and Harriet Whitbeck Barker, Presbyterians who became interested in New Thought upon attending lectures about it. In 1916, both of his parents became actively in...

Основная статья: Список плотин и водохранилищ США[en]. Ниже представлен список плотин и водохранилищ американского штата Калифорния. Всего в Калифорнии насчитывается более 1400 плотин, имеющих официальное название, и более 1300 водохранилищ, также имеющих официальное назван...