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Byzantine Greek artist (c. 1340 – c. 1410) For the Cretan icon painter, see Theophanes the Cretan. Theophanes the GreekVirgin and Child (Donskaya)Bornc. 1340Constantinople, Byzantine Empire(now Turkey)Diedc. 1410NationalityGreekMovementByzantine Iconography Theophanes the Greek (Russian: Феофан Грек, romanized: Feofan Grek; Greek: Θεοφάνης; c. 1340 – c. 1410) was a Byzantine Greek artist and one of the greatest icon painters of Muscovite ...

Derek peti kemas yang sedang memuat peti kemas ke kapal di Pelabuhan Tanjung Mas Semarang Derek peti kemas dalam bahasa Inggris disebut Container Crane atau Portainer adalah derek yang digunakan untuk membongkar atau memuat peti kemas dari dan ke dermaga ke kapal peti kemas atau memindahkan peti kemas dari satu tempat ketempat lain di dalam terminal peti kemas. Peti kemas yang diangkat, dipindah adalah peti kemas ISO yang berukuran panjang 20, 40 dan 45 kaki yang dari truk chasis bergerak dib...

Angle between a reference plane and the plane of an orbit Inclination redirects here. For other uses, see Inclination (disambiguation). Fig. 1: Orbital inclination represented by i (dark green), along with other fundamental orbital parameters Part of a series onAstrodynamics Orbital mechanics Orbital elements Apsis Argument of periapsis Eccentricity Inclination Mean anomaly Orbital nodes Semi-major axis True anomaly Types of two-body orbits by eccentricity Circular orbit Elliptic orbit Trans...

Papan di Pine Valley, California, Amerika Serikat, sebuah komunitas lepas di timurlaut San Diego. Dalam hukum, sebuah wilayah lepas atau kawasan tak tergabung adalah suatu bagian tanah yang bukan bagian dari kabupaten atau kota manapun di suatu negara. Tergabung dalam hal ini berarti bagian dari sebuah kabupaten atau kota, contoh sebuah kota dengan pemerintahnya sendiri. Dengan demikian, biasanya wilayah lepas tidak menjadi subjek pajak pemerintah kabupaten atau pemerintah kota manapun. Wilay...

ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Раннее христианство Гностическое христианство Вселенские соборы Н...

Species of flowering plant Ipomoea tuberculata Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Solanales Family: Convolvulaceae Genus: Ipomoea Species: I. tuberculata Binomial name Ipomoea tuberculataKer Gawl. Synonyms Ipomoea odontosepala Ipomoea calcarata Ipomoea cairica Ipomoea tuberculata Convolvulus tuberculatus[1] Ipomoea tuberculata is a flowering plant species in the bindweed family (Convolvulaceae)...

American politician (1794-1878) For the American surgeon, see William Stewart Halsted. For the American sailor, see William Halstead (Medal of Honor). For the American inventor, see William S. Halstead. William HalstedUnited States House of RepresentativesIn officeMarch 4, 1837 – March 3, 1839In officeMarch 4, 1841 – March 3, 1843U.S. Attorney for the District of New JerseyIn office1849–1853PresidentZachary TaylorPreceded byJames S. GreenSucceeded byGarret S. Cannon Pe...

Ernest BrowneBrowne (before 1903)Full nameErnest de Sylly Hamilton BrowneCountry (sports) IrelandBorn11 July 1855Great Malvern, EnglandDied13 April 1946(1946-04-13) (aged 90)Cheltenham, EnglandSinglesCareer record124–30 (80.5%)[1]Career titles25[2]Grand Slam singles resultsWimbledonSF (1885) Wikimedia Commons has media related to Ernest Browne. Ernest de Sylly Hamilton Browne (11 July 1855 – 13 April 1946;[3] also E. de S. H. Browne) ...

Resident Evil: Infinite DarknessUno dei protagonisti, Leon S. Kennedy Genereazione[1], avventura, orrore giapponese[1], fantascienza biopunk ONAAutoreCapcom RegiaEiichirō Hasumi ProduttoreHiroyasu Shinohara SoggettoEiichirō Hasumi, Shogo Moto SceneggiaturaEiichirō Hasumi, Shogo Moto MusicheYougo Kanno StudioTMS Entertainment, Quebico 1ª pubbl.8 luglio 2021 1º streamingNetflix Episodi4 (completa) Rapporto16:9 Durata ep.25-...

American lifestyle and home magazine 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: Country Living – news · newspapers · books · scholar · JSTOR (July 2009) (Learn how and when to remove this message) Country LivingCover of magazine from September 2022EditorRachel Hardage BarrettFrequencyMonthlyPublisherHea...

Local election in Wales 2022 election results map, showing numbers of councillors per ward and their party affiliations 2022 Elections to Newport City Council were held on 5 May 2022 along with elections to the other 21 local authorities in Wales, community council elections in Wales and 2022 United Kingdom local elections. The previous full council election took place in May 2017, though there had also been a number of by-elections in the city in the intervening period. Background The Labour...

Le coup de l'escargot est une combinaison de base du jeu de dames et propre à la partie classique. Le tracé de sa rafle en zigzag peut évoquer la silhouette de l'escargot[1] lorsqu'elle se prolonge en 13 ou s'enroule en 22 dans un « tourniquet ». Cette combinaison est aussi nommée « coup du songeur » aux Pays-Bas[2]. Principe du coup de l'escargot Coup de l'escargot 27-22 (18x27) 32x21 (16x27) 37-31 (26x37)42x13 B+ (18x27) 32x21 (16x27) 37-31 (26x37)42x13 B+ 32x21 ...

Seymour Hersh (2009) Seymour Myron „Sy“ Hersh (* 8. April 1937 in Chicago, Illinois) ist ein US-amerikanischer investigativer Journalist und politischer Publizist. 1969 erlangte er weltweite Anerkennung für die Aufdeckung des zunächst vertuschten Massakers von My Lai während des Vietnamkriegs. In den 1970er Jahren berichtete Hersh für die New York Times über den Watergate-Skandal, über die geheime US-Bombardierung Kambodschas und das Programm der CIA zur Inlandsspionage. Im Jahre 20...

Screw corvette of the German Imperial Navy For other ships with the same name, see SMS Leipzig. SMS Leipzig Illustration of Leipzig by Fritz Stoltenberg History NameLeipzig NamesakeBattle of Leipzig BuilderAG Vulcan, Stettin Laid down1874 Launched13 September 1875 Commissioned1 June 1877 Stricken27 August 1894 FateBroken up, 1921 General characteristics Class and typeLeipzig-class corvette DisplacementFull load: 4,626 metric tons (4,553 long tons) Length87.5 meters (287 ft 1 in) (l...

Ej att förväxla med SK Brage. IK BrageGrundad6 februari 1925Hemort Borlänge, SverigeHemmaarenaBorlänge Energi Arena (6 500)OrdförandeGöran OlssonSportchefOla LundinTränareDelat uppdrag: Janne Mian & William Bergendahl Hemmaställ Bortaställ MeriterAllsvenskasäsonger18 (senast 1993)Placering iallsvenskansmaratontabell21:aSäsonger iSveriges nästhögsta division57,5 (senast 2023)ÖvrigtSupportrarSerik Fans, Sektion VästraWebbplatswww.ikbrage.se Domnarvsvallen, IK Brages hemm...

Polygon that is the boundary of a convex set An example of a convex polygon: a regular pentagon. In geometry, a convex polygon is a polygon that is the boundary of a convex set. This means that the line segment between two points of the polygon is contained in the union of the interior and the boundary of the polygon. In particular, it is a simple polygon (not self-intersecting).[1] Equivalently, a polygon is convex if every line that does not contain any edge intersects the polygon i...

若元春 港 基礎情報四股名 荒大波→剛士→若元春本名 大波 港愛称 ミナト、ゴーシ生年月日 (1993-10-05) 1993年10月5日（30歳）出身 福島県福島市（出生地は愛知県名古屋市）身長 187cm体重 146kgBMI 41.75所属部屋 荒汐部屋得意技 左四つ、寄り、うっちゃり成績現在の番付 西前頭3枚目最高位 東関脇生涯戦歴 419勝317敗28休（77場所）幕内戦歴 147勝105敗3休（17場所）優勝 幕下優勝2...

Semi-feudal manor system of French Canada This article's lead section may be too long. Please read the length guidelines and help move details into the article's body. (December 2019) A typical layout for a feudal manor in New France[1] The manorial system of New France, known as the seigneurial system (French: Régime seigneurial), was the semi-feudal system of land tenure used in the North American French colonial empire.[1] Economic historians have attributed the wealth gap...

Pour les articles homonymes, voir Tony Martin et Martin. Tony MartinTony Martin lors du Tour de Romandie 2011InformationsSurnom Panzerwagen[1]Naissance 23 avril 1985 (39 ans)CottbusNationalités est-allemande (jusqu'au 3 octobre 1990)allemandeSpécialités Contre-la-montre individuel, course à étapesDistinction Silbernes LorbeerblattÉquipes amateurs 2003RSV Seeheim2004-2005TEAG KöstritzerÉquipes professionnelles 08.2005-12.2005Gerolsteiner (stagiaire)2006-2007Thüringer Energie01.2...

This article is written like a personal reflection, personal essay, or argumentative essay that states a Wikipedia editor's personal feelings or presents an original argument about a topic. Please help improve it by rewriting it in an encyclopedic style. (July 2021) (Learn how and when to remove this message) Lorenz ZuckermandelPhotograph of Lorenz Zuckermandel in 1901Born(1847-02-18)18 February 1847Died6 January 1928(1928-01-06) (aged 80)Known fortranslating the Divine Comedy into ...