Read other articles:

Religious faith related to Sikhism and Hinduism Radha SoamiShiv Dayal Singh, a.k.a. Soami Ji MaharajTotal populationc. 3,000,000[1]FounderShiv Dayal Singh (1861)[2][3]Regions with significant populationsAgra, Uttar Pradesh, India[3]Beas, Punjab, India[2]ReligionsSant MatScripturesSar Bachan[4]LanguagesHindi • Punjabi • English Radha Soami is a spiritual tradition or faith founded by Shiv Dayal Singh in 1861 on Basan...

v · m Russie au Concours Eurovision de la chanson Participation 1994 1995 1996 1997 1998 à 1999 2000 2001 2002 2003 2004 2005 2006 2007 2008 2009 2010 2011 2012 2013 2014 2015 2016 2017 2018 2019 2020 2021 2022 Représentants Années 1990 1994 : Youddiph 1995 : Philipp Kirkorov 1996 : Andrej Kosinskij 1997 : Alla Pougatcheva 1998 à 1999 Années 2000 2000 : Alsou 2001 : Mumiy Troll 2002 : Prime Minister 2003 : t.A.T.u. 2004 : Julia Savicheva...

Kurt Löb (1967) Kurt Leopold Löb (Berlijn, 11 januari 1926 – Amsterdam, 1 juni 2015) was een Nederlands kunstenaar van Duitse afkomst. Leven Kurt Löb was een zoon (hij had een tweelingbroer) van Ludwig Löb (1890-1971) en Gertrud Kuschel (1897-1957), die in 1939 vanuit Berlijn naar Amsterdam vluchtten. Na een kort verblijf daar verhuisden zij naar Soest. Zijn vader was joods, maar zijn moeder niet en daarom viel de jonge Kurt onder de groep gemengd huwelijk,[1] die niet of minder...

Biollet Gemeente in Frankrijk Situering Regio Auvergne-Rhône-Alpes Departement Puy-de-Dôme (63) Arrondissement Riom Kanton Saint-Éloy-les-Mines Coördinaten 46° 0′ NB, 2° 41′ OL Algemeen Oppervlakte 23,46 km² Inwoners (1 januari 2020) 319[1] (14 inw./km²) Hoogte 620 - 755 m Overig Postcode 63640 INSEE-code 63041 Foto's Portaal    Frankrijk Biollet is een gemeente in het Franse departement Puy-de-Dôme (regio Auvergne-Rhône-Alpes) en telt 379 inwoners (200...

上座部佛教 國家和地區 斯里蘭卡 緬甸 泰國 傣區 柬埔寨 老撾 孟加拉 越南南部 馬來西亞 尼泊爾 印度 印尼 典籍 集结 阿毗达摩 巴利三藏 巴利聖典協會 巴利藏外文獻（英语：Paracanonical texts (Theravada Buddhism)） 巴利文献（英语：Pali literature） 義註 複註（英语：Sub-commentaries (Theravāda)） 複複註（英语：anutikā） 摄阿毗达摩义论（英语：Abhidhammattha-sangaha） 清淨道論 解脱道论 歷

Lukisan Andrea Pozzo di langit-langit gereja St. Ignazio. Anamorfisme berarti penyajian perspektif atau proyeksi yang terdistorsi. Lebih khusus istilah ini mengacu kepada imaji yang terdistorsi sedemikian rupa hingga hanya akan terlihat normal jika dilihat dari sudut tertentu. Leonardo's Eye (Leonardo da Vinci, sekitar 1485) adalah salah satu contoh karya anamorfosis tertua yang pernah ditemukan. Selama abad 17th, Mural trompe l'oeil pada masa Barok sering menggunakan teknik ini untuk mendapa...

أبراهام زاكوتو (بالعبرية: אברהם זכות)‏  معلومات شخصية الميلاد 1450سلامنكا الوفاة 1515الدولة العثمانية مواطنة تاج قشتالة  الحياة العملية المدرسة الأم جامعة سلامنكا المهنة رياضياتي،  وفلكي،  ومؤرخ،  ومنجم،  وحاخام  اللغات الإسبانية  مجال العمل علم الفلك 

  لمعانٍ أخرى، طالع ألفريدو سانشيز (توضيح). هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مارس 2018) ألفريدو سانشيز معلومات شخصية الميلاد 3 ديسمبر 1972 (العمر 51 سنة)مدريد  الطول 1.64 م (5 قدم 5 بوصة) مركز اللع...

Demolished stadium in California, USA This article is about the former football stadium at the University of the Pacific. For the football field at the University of Chicago, see Stagg Field. For the field at Springfield College, see Stagg Field (Springfield College). Stagg Memorial StadiumView of the stadium prior to a football game in 1961Full nameAmos Alonzo StaggMemorial StadiumFormer namesPacific Memorial Stadium(1950–1988)LocationStockton, CaliforniaCoordinates37°58′41″N 121°19�...

Japan Template‑class Japan portalThis template is within the scope of WikiProject Japan, a collaborative effort to improve the coverage of Japan-related articles on Wikipedia. If you would like to participate, please visit the project page, where you can join the project, participate in relevant discussions, and see lists of open tasks. Current time in Japan: 22:12, December 7, 2023 (JST, Reiwa 5) (Refresh)JapanWikipedia:WikiProject JapanTemplate:WikiProject JapanJapan-related articlesTemp...

ParentLake Transit AuthorityHeadquarters9240 Hwy 53, Lower LakeService typebus service, paratransitRoutes11[1]Websitelaketransit.org Lake Transit is a bus agency providing fixed-route, flex-stop and curbside Dial-a-Ride bus service in Lake County, California. The agency also provides service to Ukiah in Mendocino County and St. Helena in northern Napa County. The Lake Transit Authority, which governs the Lake Transit system, is composed of two members apiece from Clearlake and Lakepor...

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. مغارات بجنوب أوروبا تحتوي على رسومات للإنسان الأول يقدر عمرها ب 32.000 سنة خلت. رسم كهف ألتاميرا إسبانيا قبل نحو 18.000 سنة. (إعادة رسمها حديثا في «متحف مهريش» في مدينة برنو،التشيك)....

First edition The History of Mathematics: A Very Short Introduction is a book on the history of mathematics. Rather than giving a systematic overview of the historical development of mathematics, it provides an introduction to how the discipline of the history of mathematics is studied and researched, through a sequence of case studies in historical topics. It was written by British historian of mathematics Jackie Stedall (1950–2014), and published in 2012 as part of the Oxford University P...

Australian bus manufacturer MotorCoach AustraliaGreyhound Australia Motorcoach in Wagga Wagga in November 2009IndustryBus manufacturingFounded1982FounderKevin JohnsonDick WhiteDefunct2004HeadquartersKingstonParentMcCafferty's Coaches MotorCoach Australia was an Australian bus manufacturer in Kingston Logan, Brisbane. History MotorCoach Australia was formed in 1982 by former Denning employees Kevin Johnson and Dick White based in Kingston. It initially manufactured bus chassis with Caterpillar...

Classification system for Earth's landforms based on the work on N. M. Fenneman Physiographic regions are a means of defining Earth's landforms into distinct, mutually exclusive areas, independent of political boundaries. It is based upon the classic three-tiered approach by Nevin M. Fenneman in 1916, that separates landforms into physiographic divisions, physiographic provinces, and physiographic sections.[1] The classification mechanism has become a popular geographical tool in the ...

см. также Microsoft Document Imaging Format Microsoft Office Document Imaging (MODI) — компонент, входящий в состав пакета Microsoft Office и служащий для распознавания и редактирования документов, отсканированных в Microsoft Office Document Scanning. Впервые появился в Microsoft Office XP и включался в последующие версии пакета, в т...

2018 American film by Ben Hernandez Bray El ChicanoTheatrical release posterDirected byBen Hernandez BrayWritten by Ben Hernandez Bray Joe Carnahan Produced byJoe CarnahanStarring Raúl Castillo Aimee Garcia Jose Pablo Cantillo David Castañeda Marco Rodríguez Sal Lopez Marlene Forte Kate del Castillo George Lopez CinematographyJuan Miguel AzpirozEdited byJason HellmannMusic byMitch LeeProductioncompaniesWarParty FilmsWarChest ProductionsDistributed byBriarcliff EntertainmentRelease dates Se...

Sarasota Modern house in Ponte Vedra Beach, Florida Milam ResidenceAlternative namesThe House of Seven LevelsGeneral informationTypeSingle-family homeArchitectural styleLate modernism and Cubist architectureAddress1033 Ponte Vedra Blvd., Ponte Vedra Beach, Florida, USCoordinates30°10′26″N 81°21′34″W / 30.17389°N 81.35944°W / 30.17389; -81.35944Completed1961Cost$88,074[1]ClientArthur W. MilamOwnerJonathan and Sheila Lee DaviesTechnical detailsMateria...

2021 single by Billie Eilish This article is about the Billie Eilish song. For the Megan Thee Stallion song, see Traumazine. NDAPromotional picture on InstagramSingle by Billie Eilishfrom the album Happier Than Ever ReleasedJuly 9, 2021Genre Alternative pop dark pop electropop industrial progressive pop Length3:16Label Darkroom Interscope Songwriter(s) Billie Eilish Finneas O'Connell Producer(s)FinneasBillie Eilish singles chronology Lost Cause (2021) NDA (2021) Happier Than Ever (2021) Music...

Untuk kegunaan lain, lihat Binomial. Binomial dipangkatn empat terdiri dari lima suku. Dalam aljabar, binomial adalah suatu polinomial yang merupakan salah satu jumlah dari dua suku yang masing-masingnya merupakan monomial.[1] Binomial merupakan jenis polinomial rongga sederhana setelah monomial. Definisi Suatu binomial adalah polinomial yang merupakan salah satu penjumlahan dari dua monomial. Suatu binomial dalam bentuk tak tentu tunggal (atau juga dikenal sebagai binomial univariat)...