Read other articles:

Juan Sebastián Verón Informasi pribadiNama lengkap Juan Sebastian VeronTanggal lahir 9 Maret 1975 (umur 49)Tempat lahir La Plata, ArgentinaTinggi 182 cm (5 ft 11+1⁄2 in)[1]Posisi bermain GelandangKarier junior1993–1994 EstudiantesKarier senior*Tahun Tim Tampil (Gol)1994–1996 Estudiantes 22 (2)1996 Boca Juniors 17 (3)1996–1998 Sampdoria 61 (6)1998–1999 Parma 26 (1)1999–2001 Lazio 53 (11)2001–2003 Manchester United 51 (7)2003–2007 Chelsea 7 (1)...

Artistic practice of Plains Indians Sioux parfleche, ca. 1900, Gilcrease Museum Plains hide painting is a traditional North American Plains Indian artistic practice of painting on either tanned or raw animal hides. Tipis, tipi liners, shields, parfleches, robes, clothing, drums, and winter counts could all be painted. Genres Art historian Joyce Szabo writes that Plains artists were concerned with composition, balance, symmetry, and variety.[1] Designs can be similar to those found in ...

Салоникский фронт Первой мировой войныОсновной конфликт: Первая мировая война Войска Антанты. Слева направо: солдаты из Индокитая, Франции, Сенегала, Британии, Российской империи, Италии, Сербии, Греции и Индии. Дата 27 октября 1915 — ноябрь 1918 Место Сербия, Черногория, Грец�...

Sports venue in Aarhus, Denmark Aarhus StadiumCeres ParkAarhus StadiumNaming rights agreement since July 2015View from the outsideFormer namesAarhus Stadium (1920–present)Atletion (2003–2006)NRGi Park (2006–2015)Ceres Park (2015–present)LocationStadion Allé 70DK-8000 Aarhus CCoordinates56°07′55″N 10°11′48″E / 56.132033°N 10.196589°E / 56.132033; 10.196589OwnerCeres Park & Arena (AGF)[4]Capacity19,433SurfaceMixto Hybrid grass by Nordisk...

Function that is its own inverse For the archaic use of this term, see exponentiation. An involution is a function f : X → X that, when applied twice, brings one back to the starting point. In mathematics, an involution, involutory function, or self-inverse function[1] is a function f that is its own inverse, f(f(x)) = x for all x in the domain of f.[2] Equivalently, applying f twice produces the original value. General properties Any involution is a bijection. The iden...

German actor, playwright and inventor Alois SenefelderLithograph of Senefelder, from Specimens of Polyautography.BornAloys Johann Nepomuk Franz Senefelder6 November 1771Prague, Kingdom of BohemiaDied26 February 1834 (aged 62)Munich, Kingdom of BavariaNationalityGermanKnown forInventing lithographyParentPeter Senefelder (father) Johann Alois Senefelder (6 November 1771 – 26 February 1834) was a German actor and playwright who invented the printing technique of lithography i...

هراة   الإحداثيات 34°20′31″N 62°12′11″E / 34.341944°N 62.203056°E / 34.341944; 62.203056   تقسيم إداري  البلد أفغانستان (19 أغسطس 1919–)[1][2]  التقسيم الأعلى مقاطعة هرات (26 مايو 1863–)  عاصمة لـ ولاية هراتالدولة التيموريةآل كرتإمارة هرات  [لغات أخرى]‏  خصائص جغ�...

This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (August 2023) This is a list of the songs that reached number one in Brazil in 1963, according to Cashbox magazine with data provided by the Brazilian Institute of Public Opinion and Statistics.[1] Issue date Song Artist(s) February 9 I Can't Stop Loving You Ray Charles February 16 February 23 March 2 March 9 Filme triste Trio ...

Décaméthylcyclopentasiloxane, un siloxane cyclique. Les siloxanes sont une classe de composés du silicium (organosilicones) dont la formule empirique est R2SiO, où R est un groupe radical qui peut être organique. Des exemples représentatifs sont [SiO(CH3)2]n (diméthylsiloxane) et [SiO(C6H5)2]n (diphénylsiloxane), où n est typiquement supérieur à 4. Ces composés peuvent être des hybrides organiques et inorganiques. Les chaînes organiques confèrent au composé des propriétés hy...

Singaporean politician and lawyer The HonourableDesmond Lee李智陞Lee in 2017Minister for National DevelopmentIncumbentAssumed office 27 July 2020Prime MinisterLee Hsien LoongLawrence WongSecond MinisterIndranee RajahPreceded byLawrence WongMinister-in-charge of Social Services IntegrationIncumbentAssumed office 27 July 2020Prime MinisterLee Hsien LoongLawrence WongPreceded byOffice establishedMinister for Social and Family DevelopmentIn office11 September 2017 – 26 July ...

Kim Dae-eui Informasi pribadiTanggal lahir 30 Mei 1974 (umur 50)Tempat lahir Korea SelatanPosisi bermain PenyerangKarier senior*Tahun Tim Tampil (Gol)1998 JEF United Ichihara * Penampilan dan gol di klub senior hanya dihitung dari liga domestik Kim Dae-eui (lahir 30 Mei 1974) adalah pemain sepak bola asal Korea Selatan. Karier Kim Dae-eui pernah bermain untuk JEF United Ichihara. Pranala luar (Jepang) Profil dan statistik di situs web resmi J. League Data Site Artikel bertopik pemain se...

Category of literary composition 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: Literary genre – news · newspapers · books · scholar · JSTOR (May 2022) (Learn how and when to remove this message) Literature Oral literature Folklore fable fairy tale folk play folksong heroic epic legend myth proverb Oration ...

Theory in art history A diagram of the camera obscura from 1772. According to the Hockney–Falco thesis, such devices were central to much of the great art from the Renaissance period to the dawn of modern art. The Hockney–Falco thesis is a theory of art history, advanced by artist David Hockney and physicist Charles M. Falco. Both argued that advances in realism and accuracy in the history of Western art since the Renaissance were primarily the result of optical instruments such as the ca...

Traditional labor-intensive fishing Stilts fishermen, Sri Lanka Artisanal fishing (or traditional/subsistence fishing) consists of various small-scale, low-technology, low-capital, fishing practices undertaken by individual fisherman (as opposed to commercial fishing).[1] Many of these households are of coastal or island ethnic groups. These households make short (rarely overnight) fishing trips close to the shore. Their produce is usually not processed and is mainly for local consump...

Bagian dari seri tentangHierarki Gereja KatolikSanto Petrus Gelar Gerejawi (Jenjang Kehormatan) Paus Kardinal Kardinal Kerabat Kardinal pelindung Kardinal mahkota Kardinal vikaris Moderator kuria Kapelan Sri Paus Utusan Sri Paus Kepala Rumah Tangga Kepausan Nunsio Apostolik Delegatus Apostolik Sindik Apostolik Visitor apostolik Vikaris Apostolik Eksarkus Apostolik Prefek Apostolik Asisten Takhta Kepausan Eparkus Metropolitan Batrik Uskup Uskup agung Uskup emeritus Uskup diosesan Uskup agung u...

本條目存在以下問題，請協助改善本條目或在討論頁針對議題發表看法。 此條目需要补充更多来源。 (2020年12月13日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：隋炀帝 — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 此條目�...

Trick-taking card game having origins in the 18th century For the racehorse, see Whist (horse). WhistA 19th-century whist marker by the British printing Co. De La Rue.OriginEnglandTypeTrick-takingPlayers4SkillsTactics, strategyCards52DeckFrenchRank (high→low)A K Q J 10 9 8 7 6 5 4 3 2PlayClockwisePlaying time30 minChanceMediumRelated gamesBridge Whist is a classic English trick-taking card game which was widely played in the 18th and 19th centuries.[1][2] Although the rules ...

جمهورية أوكرانيا الشعبية جمهورية أوكرانيا الشعبيةعلم أوكرانيا  جمهورية أوكرانيا الشعبيةشعار أوكرانيا    عاصمة كييف  نظام الحكم غير محدّد نظام الحكم جمهورية برلمانية  اللغة الرسمية الأوكرانية  التاريخ التأسيس 7 نوفمبر 1917  النهاية 18 مارس 1921  المساحة ال...

Ceci est la liste des gouverneurs de la colonie et du dominion de Terre-Neuve et du Labrador avant que ces territoires ne deviennent la province de Terre-Neuve-et-Labrador. Gouverneurs-propriétaires (1610-1728) Mandat Photo Nom Colonie 1610-1614 John Guy Cuper's Cove 1615-1621 John Mason Cuper's Cove 1618-1628 Robert Hayman Bristol's Hope 1618-1620 Sir Richard Whitbourne Renews 1623-1626 Francis Tanfield South Falkland 1621-1625 Edward Wynne Ferryland 1625-1627 Sir Arthur Aston Avalon 1627-1...

Danish island in the Wadden Sea For similarly spelled subjects, see Romo (disambiguation). RømøRømø ChurchGeographyLocationWadden SeaCoordinates55°08′N 8°31′E / 55.133°N 8.517°E / 55.133; 8.517Area129 km2 (50 sq mi)AdministrationDenmarkRegionSouth Denmark RegionMunicipalityTønder MunicipalityLargest settlementHavneby (pop. 302)DemographicsPopulation650 (2011)Pop. density5.3/km2 (13.7/sq mi) Rømø (‹See Tfd›German: Röm, No...