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Serbian-Israeli writer and journalist Ana ŠomloŠomlo in 2003BornAna ŠomloАна Шомло1935 (age 88–89)Negotin, SerbiaAlma materUniversity of BelgradeOccupation(s)Writer, journalist, translatorYears active1957–presentSpouseIvan Ninić Ana Šomlo (Serbian: Ана Шомло; born 1935 in Negotin) is a Serbian-Israeli writer and journalist who writes short prose and novels. She is also a prominent translator from Hebrew into Serbo-Croatian.[1] Early life an...
American political party in Utah Utah Democratic Party Senate Minority LeaderLuz EscamillaHouse Minority LeaderAngela RomeroHeadquartersSalt Lake CityMembership (2023)268,095[1]IdeologyProgressivismModern liberalismPolitical positionBig tentNational affiliationDemocratic PartyColors BlueSeats in the United States Senate0 / 2 Seats in the U.S. House of Representatives0 / 4 Seats in the Utah Senate6 / 29 Seats in the Utah House of Representatives14 / 75 Websitewww.utahdemocra...
保良局馬錦明夫人章馥仙中學Po Leung Kuk Mrs.Ma-Cheung Fook Sien College翻漆後的校舍東北面(2022年3月)地址 香港新界離島區大嶼山東涌富東邨类型津貼中學宗教背景無隶属保良局创办日期1997年学区香港離島區東涌校長柯玉琼女士副校长鄭健華先生,劉俊偉先生助理校长梁煥儀女士职员人数56人年级中一至中六学生人数約700人,24個班別校訓愛、敬、勤、誠校歌保良局屬下校歌�...
Technique in statistics The set of all normal distributions forms a statistical manifold with hyperbolic geometry. Information geometry is an interdisciplinary field that applies the techniques of differential geometry to study probability theory and statistics. [1] It studies statistical manifolds, which are Riemannian manifolds whose points correspond to probability distributions. Introduction This article may need to be rewritten to comply with Wikipedia's quality standards, as Thi...
Pop-up library, Manila Book Stop IntramurosBook Stop at Plaza Roma, Intramuros14°35′32″N 120°58′23″E / 14.59222°N 120.97306°E / 14.59222; 120.97306LocationPhilippinesTypeOutdoor pop-up libraryScopeGeneral KnowledgeEstablished2016Architect(s)William Ti, WTA Architecture + Design StudioService areaIntramuros, ManilaBranch ofThe Book Stop Project NetworkCollectionSize200-600Criteria for collectionGeneral KnowledgeOther informationDirectorLilia Diaz and Clark H...
Football league seasonCypriot Third DivisionSeason2018–19ChampionsDigenis Morphou(2nd title)PromotedDigenis MorphouOmonia PsevdaENY-Digenis IpsonaP.O. XylotymbouRelegatedAPEA AkrotiriouOlympias LympionEthnikos LatsionPeyia 2014Matches played240Goals scored685 (2.85 per match)Top goalscorerAndreas Ioannou(15 goals)← 2017–18 2019–20 → All statistics correct as of 21 April 2019. The 2018–19 Cypriot Third Division was the 48th season of the Cypriot third-level football league. Di...
Painting by Hans Memling The Adoration of the MagiArtistHans MemlingYearc. 1479-80[1]Mediumoil on panelLocationMuseo del Prado, Madrid The Adoration of the Magi is an oil on panel triptych by Hans Memling, painted in 1479–1480, though Max Jakob Friedländer places it in 1470.[2][3] It is now in the Prado Museum in Madrid, which acquired it in 1847. It is also known as the Prado Triptych. Its central panel measures 147.5 cm by 96 cm. The central scene shows ...
System of freshwater lakes in Chelan County, Washington Snow LakeUpper Snow Lake and McClellan PeakSnow LakeShow map of Washington (state)Snow LakeShow map of the United StatesLocationChelan County, Washington, United StatesCoordinates47°28′59″N 120°45′31″W / 47.483116°N 120.7586572°W / 47.483116; -120.7586572Primary outflowsSnow Creek[1]Basin countriesUnited StatesSurface area189.3 acres (76.6 ha)[2]: 42 Surface el...
Lukisan dari tahun 1728 yang menggambarkan Tabut Perjanjian, beserta perkakas-perkakas lain, pada waktu pendirian Kemah Suci pertama kalinya, sebagaimana dicatat dalam Keluaran 40:17-19 Tabut Perjanjian (Ibrani: אָרוֹן הָבְרִית Ārōn Hāb’rīt [pelafalan modern Aron Habrit]; bahasa Arab: تابوت العهد Tābūt Al-ʿahd; bahasa Inggris: Ark of the Covenant atau Ark of Testimony; juga disebut Tabut Hukum Allah[1] atau Tabut Allah (Ark of God)[2 ...
إدغار بيرغن معلومات شخصية الميلاد 16 فبراير 1903(1903-02-16)شيكاغو، الولايات المتحدة الوفاة 30 سبتمبر 1978 (75 سنة)نيفادا، الولايات المتحدة سبب الوفاة قصور كلوي مواطنة الولايات المتحدة الزوجة فرانسيس بيرجن (1945–1978) الأولاد كانديس بيرغن الحياة العملية المدرسة الأم كلية ا...
Women marching in Joburg Pride parade in 2006 There have been pride parades in South Africa celebrating LGBT pride since 1990. South African pride parades were historically used for political advocacy protesting against legal discrimination against LGBT people, and for the celebration of equality before the law after the apartheid era.[1][2] They are increasingly used for political advocacy against LGBT hate crimes, such as the so-called corrective rape of lesbians in townshi...
2020年夏季奥林匹克运动会突尼斯代表團突尼斯国旗IOC編碼TUNNOC突尼西亞奧林匹克委員會網站www.cnot.org.tn(法文)2020年夏季奥林匹克运动会(東京)2021年7月23日至8月8日(受2019冠状病毒病疫情影响推迟,但仍保留原定名称)運動員63參賽項目16个大项旗手开幕式:Mehdi Ben Cheikh(排球)和伊内斯·布贝克里(击剑)[1]闭幕式:Ghailene Khattali(皮划艇)[2]獎牌榜排名第...
Pour des articles plus généraux, voir Ski alpin aux Jeux olympiques et Jeux olympiques d'hiver de 1948. Ski alpin aux Jeux olympiques de 1948 Généralités Sport Ski alpin Lieu(x) Saint-Moritz Date du 2 au 5 février 1948 Épreuves 6 Palmarès Plus titré(s) Suisse (2) France (2) Plus médaillés Suisse (6) Autriche (6) Navigation Garmisch-Partenkirchen 1936 Oslo 1952 modifier Les épreuves de ski alpin des Jeux olympiques d'hiver de 1948 à Saint...
У этого топонима есть и другие значения, см. Иловля.Иловля Иловля в Ольховском районе Волгоградской области Характеристика Длина 358 км Бассейн 9250 км² Расход воды 9,6 м³/с (у посёлка Иловля) Водоток Исток (Т) (B) • Местоположение с. Первомайское • ...
For the journal, see Feminist Theology (journal). Part of a series onFeminism History Feminist history History of feminism Women's history American British Canadian German Waves First Second Third Fourth Timelines Women's suffrage Muslim countries US Other women's rights Women's suffrage by country Austria Australia Canada Colombia India Japan Kuwait Liechtenstein New Zealand Spain Second Republic Francoist Switzerland United Kingdom Cayman Islands Wales United States states Intersectional v...
Historic house in New Hampshire, United States United States historic placeStelljes HouseU.S. National Register of Historic Places 1983 photoShow map of New HampshireShow map of the United StatesLocationNH 31, Goshen, New HampshireCoordinates43°16′18″N 72°07′23″W / 43.271571°N 72.123014°W / 43.271571; -72.123014Area107 acres (43 ha)Built1800 (1800)ArchitectBooth, RoyalArchitectural styleCapeMPSPlank Houses of Goshen New Hampshire TRNRHP ...
Postcards of monks on Dhutanga in the early 20th century The Kammatthana meditation tradition originally grew out of the Dhammayut reform movement, founded by Mongkut in the 1820s as an attempt to raise the bar for what was perceived as the lax Buddhist practice of the regional Buddhist traditions at the time. Mongkut's reforms were originally focused on scriptural study of the earliest extant Buddhist texts, revival of the dhutanga ascetic practices, and close adherence to the Buddhist Mona...
Mountain range northeast of Athens, Greece Mount Pentelikon redirects here. For the steamship, see SS Mount Pentelikon. For part of Dunaújváros, see Óváros. This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these messages) 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 sourc...
Cercle Arctique T. Cancer Équateur T. Capricorne Cercle AntarctiqueTracé du méridien de 97° ouest En géographie, le 97e méridien ouest est le méridien joignant les points de la surface de la Terre dont la longitude est égale à 97° ouest. Géographie Dimensions Comme tous les autres méridiens, la longueur du 97e méridien correspond à une demi-circonférence terrestre, soit 20 003,932 km. Au niveau de l'équateur, il est distant du méridien de Greenwich de 10&...
Material with Vickers hardness exceeding 40 gigapascals A superhard material is a material with a hardness value exceeding 40 gigapascals (GPa) when measured by the Vickers hardness test.[1][2][3][4] They are virtually incompressible solids with high electron density and high bond covalency. As a result of their unique properties, these materials are of great interest in many industrial areas including, but not limited to, abrasives, polishing and cutting tools...