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Species of flowering plant Scaevola canescens Scaevola canescens Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Asterales Family: Goodeniaceae Genus: Scaevola Species: S. canescens Binomial name Scaevola canescensBenth.[1][2] Occurrence data from AVH Synonyms[3] Dampiera canescens (Benth.) de Vriese Lobelia canescens Kuntze Scaevola canescens is a species of plant in the family Goodeniaceae...

1928 United States Senate election in Nebraska ← 1922 November 6, 1928 1934 (special) →   Nominee Robert B. Howell Richard L. Metcalfe Party Republican Democratic Popular vote 324,014 204,737 Percentage 61.28% 38.72% County resultsHowell:      50–60%      60–70%      70–80%      80–90%Metcalfe:      50–60% U.S. senator before e...

Final Liga Champions UEFA 2016TurnamenLiga Champions UEFA 2015–2016 Real Madrid Atlético Madrid 1 1 Setelah perpanjangan waktuReal Madrid menang 5–3 pada adu penaltiTanggal28 Mei 2016StadionSan Siro, MilanPemain Terbaik Sergio Ramos (Real Madrid)[1]WasitMark Clattenburg (Inggris)[2]Penonton71.942[3]CuacaBerawan27 °C (81 °F)Kelembaban 45%[4]← 2015 2017 → Final Liga Champions UEFA 2016 adalah pertandingan final Liga Champions UEFA 201...

Lossy compression method for reducing the size of digital images For other uses, see JPEG (disambiguation). JPG redirects here. For other uses, see JPG (disambiguation). JPEGA photo of a European wildcat with the compression rate, and associated losses, decreasing from left to rightFilename extension .jpg, .jpeg, .jpe.jif, .jfif, .jfiInternet media type image/jpegType codeJPEGUniform Type Identifier (UTI)public.jpegMagic numberff d8 ffDeveloped byJoint Photographic Experts Grou...

Pour les articles homonymes, voir Mogol. Ne doit pas être confondu avec Empire mongol. Empire mogholشاهانِ مغولسلطنة الهندية 21 avril 1526 – 21 septembre 1857(331 ans et 5 mois)Drapeau présumé de l'empire moghol Emblème présumé Étendue de l'Empire moghol à l'échelle mondiale, superposé aux frontières actuelles.Informations générales Statut Monarchie absolue Capitale Agra (1526–1571)Fatehpur-Sikri (1571–1585/1586)Lahore (1586–1598...

Polish singer and songwriter JulaJula, 2018BornJulita Ratowska (1991-03-03) March 3, 1991 (age 33)Łomża, PolandOccupation(s)Singer, songwriterSpouseMarcin Fabisz Fabiszewski[1]Musical careerGenresPop, pop rockLabelsMy Music Musical artist Jula (born Julita Ratowska, primo voto Julita Fabiszewska, 3 March 1991 in Łomża) is a Polish singer and songwriter. Known for her hits Za każdym razem, Nie zatrzymasz mnie and Kiedyś odnajdziemy siebie. Her debut album, Na krawędzi was r...

Questa voce sull'argomento pugili britannici è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Tommy McCarthy Nazionalità  Regno Unito Pugilato Categoria Pesi massimi leggeri CarrieraIncontri disputati Totali 20 Vinti (KO) 18 (9) Persi (KO) 2 Pareggiati 0  Mondiali giovanili Bronzo Guadalajara 2008 mediomassimi   Modifica dati su Wikidata · Manuale Tommy McCarthy (Belfast, 4 novembre 1990) è un pugile britannico. Indice 1 Carriera...

  لمعانٍ أخرى، طالع المتحف الإسلامي (توضيح). المتحف الإسلامي في القدسمعلومات عامةنوع متحف إسلامي الافتتاح الرسمي 1923 المؤسس المجلس الإسلامي الأعلى المبنىالمنطقة الإدارية القدس البلد  دولة فلسطين تعديل - تعديل مصدري - تعديل ويكي بيانات متحف الآثار الإسلامية في المسج...

Northeast Caucasian ethnic group Ethnic group ChechensНохчийNoxçiyTotal populationc. 2 million[a]Regions with significant populationsRussia1,674,854[1]    Chechnya1,456,792[2]    Dagestan99,320[2]    Rostov Oblast14,316[2]    Stavropol Krai13,779[2]    Ingushetia12,240[2]    Moscow Oblast11,491[2] &#...

Special ward in Kantō, JapanSumida 墨田区Special wardSumida CityFrom left: Sumida City Office, Tokyo Skytree, and Asahi Breweries headquarters with the golden Asahi Flame FlagSealLocation of Sumida in Tokyo MetropolisSumidaLocation in JapanCoordinates: 35°42′N 139°49′E / 35.700°N 139.817°E / 35.700; 139.817CountryJapanRegionKantōPrefectureTokyo MetropolisGovernment • MayorTōru YamamotoArea • Total13.77 km2 (5.32 sq ...

Type of tropical climate in which there is no dry season Worldwide zones of tropical rainforest climate (Af). A tropical rainforest climate or equatorial climate is a tropical climate sub-type usually found within 10 to 15 degrees latitude of the equator. There are some other areas at higher latitudes, such as the coast of southeast Florida, United States, and Okinawa, Japan that fall into the tropical rainforest climate category. They experience high mean annual temperatures, small temperatu...

Lauryn WilliamsLauryn Williams nel 2014Nazionalità Stati Uniti Altezza160 cm Peso60 kg Atletica leggera SpecialitàVelocità SocietàSaucony Record 60 m 701 (indoor - 2006) 100 m 1088 (2005) 200 m 2227 (2005) 200 m 2279 (indoor - 2004) CarrieraNazionale 2003- Stati Uniti Palmarès Competizione Ori Argenti Bronzi Giochi olimpici 1 1 0 Mondiali 3 2 0 Mondiali indoor 0 1 0 Giochi panamericani 2 0 0 Mondiali juniores 1 1 0 Vedi maggiori dettagliBob SpecialitàBob a due RuoloFrenatrice Palma...

Department of the state government of California California State ParksCalifornia Department of Parks and RecreationAgency overviewFormed1864 (First State Park) 1927 (Bureaucratic Forming) [1]Headquarters715 P St, Sacramento, CaliforniaEmployees1,451 permanent staff, 1,416 seasonal (2016-17)[2]Annual budget$1.039 billion (2023)[3]Agency executiveArmando Quintero[4], DirectorParent agencyCalifornia Natural Resources AgencyWebsiteparks.ca.gov The California State...

ثانوية ديباول كريستو ريالعنوان1133 شارع كليفتون هيلزسينسيناتي، أوهايو 45220-1405, USAالولايات المتحدة الأمريكيةمعلوماتالنوعمدرسة خاصةأُنشئت5 يونيو 2011[6]قطاع المدرسةالأبرسية الكاثوليكية الرومانية في سينسيناتي[1]السلطةأخوات الصدقة في سينسيناتيالرئيسجان بيزيتالوكيلبو�...

サルブタモール IUPAC命名法による物質名 IUPAC名 (RS)-4-[2-(tert-butylamino)-1-hydroxyethyl]-2-(hydroxymethyl)phenol 臨床データ胎児危険度分類 AU: A US: C 法的規制 AU: 薬剤師取扱薬(S3) CA: OTC UK: 処方箋のみ (POM) US: ℞-only 投与経路 吸入、経口、静脈注射薬物動態データ代謝肝臓半減期1.6 時間排泄腎臓識別CAS番号 18559-94-9ATCコード R03AC02 (WHO)...

Pour les articles homonymes, voir Fontaine et Pierre Fontaine. Pierre-François-Léonard FontaineLouis Léopold Boilly Portrait de Pierre Fontaine (vers 1805), localisation inconnue.BiographieNaissance 1762 ou 20 septembre 1762PontoiseDécès 1853 ou 10 octobre 1853Ancien 8e arrondissement de ParisSépulture Cimetière du Père-LachaiseNationalité françaiseFormation Marie-Joseph PeyreActivités Architecte, artiste, peintre, artiste visuelEnfant Aimée-Sophie Dupuis (d)Parentèle Charles Th...

Edoardo Dino Verde a fine anni cinquanta Dino Verde, nato Edoardo (Napoli, 13 luglio 1922 – Roma, 1º febbraio 2004), è stato uno scrittore, paroliere, drammaturgo e sceneggiatore italiano. È entrato nella storia della musica leggera italiana come autore di classici come Piove (ciao ciao bambina), con cui vinse il Festival di Sanremo 1959, e Resta cu' mme, entrambi per Domenico Modugno e Romantica per Renato Rascel, con cui vinse il Festival di Sanremo 1960. Indice 1 Biografia 2 Filmograf...

Chiptune Données clés Origines stylistiques Synthpop, musique de jeu vidéo, musique électronique Origines culturelles Fin des années 1970, début des années 1980 ; Japon Instruments typiques Synthétiseur Popularité Underground, modérée par endroit pendant les années 1980 et les années 2000 Sous-genres Bitpop Genres dérivés Complextro, electroclash, glitch, Nintendocore, skweee, synthwave modifier Chiptune, chip music ou musique 8-bit, est un terme définissant un genre mus...

  هذه المقالة عن ولاية النيل الأبيض. لمعانٍ أخرى، طالع النيل الأبيض (توضيح). ولاية النيل الأبيض   الإحداثيات 13°27′00″N 32°20′00″E / 13.45°N 32.3333°E / 13.45; 32.3333   [1] تقسيم إداري  البلد السودان[2]  التقسيم الأعلى السودان الإنجليزي المصري (–1 يناير 1956) ...

Lie groups and Lie algebras Classical groups General linear GL(n) Special linear SL(n) Orthogonal O(n) Special orthogonal SO(n) Unitary U(n) Special unitary SU(n) Symplectic Sp(n) Simple Lie groups Classical An Bn Cn Dn Exceptional G2 F4 E6 E7 E8 Other Lie groups Circle Lorentz Poincaré Conformal group Diffeomorphism Loop Euclidean Lie algebras Lie group–Lie algebra correspondence Exponential map Adjoint representation Killing formIndex Simple Lie algebra Loop algebra Affine Lie algebra Se...