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Disambiguazione – Se stai cercando altri significati, vedi Orientalismo (disambigua). Il Royal Pavilion a Brighton, esempio di architettura orientalista in occidente L'orientalismo[1] è un termine usato dagli storici dell'arte, studiosi letterari e culturali per definire l'imitazione o la rappresentazione di aspetti delle culture del Medio Oriente, dell'Asia meridionale e dell'Asia orientale in opere occidentali. Queste raffigurazioni vengono solitamente eseguite da scrittori,...

Map of the ethnic groups of Senegal drawn by David Boilat (1853) There are various ethnic groups in Senegal, The Wolof according to CIA statistics are the majority ethnic group in Senegal. Many subgroups of those can be further distinguished, based on religion, location and language. According to one 2005 estimate, there are at least twenty distinguishable groups of largely varying size.[1] Major groups Serer KingsLeft to right : Maad a Sinig Ama Joof Gnilane Faye Joof and Maad a...

Apusomonadidae Apusomonadida Gambar SEM Podomonas kaiyoae. AF: flagellum anterior. PF: flagellum posterior. T: gading. tanda kurung: akronem. panah: pseudopodium. Bar skala = 5 μm.TaksonomiSuperdomainBiotaSuperkerajaanEukaryotaUpadomainBikontaFilumApusozoaKelasThecomonadeaOrdoApusomonadida Karpov dan Mylnikov, 1989 Diversitas 28 spesies Generalihat tekslbs Apusomonadidae adalah famili organisme zooflagellata protozoa yang meluncur di permukaan, dan memakan prokariota. Mereka menjadi subjek m...

Marginal sea between Japan, Russia and Korea Sea of JapanSea of Japan mapChinese nameChinese日本海TranscriptionsStandard MandarinHanyu PinyinRìběn HǎiJapanese nameKanji日本海HiraganaにほんかいTranscriptionsRevised HepburnNihon-kaiNorth Korean nameChosŏn'gŭl조선동해Hancha朝鮮東海Literal meaningEast Sea of KoreaTranscriptionsRevised RomanizationJoseon DonghaeMcCune–ReischauerChosŏn TonghaeSouth Korean nameHangul동해Hanja東海Literal meaningEast SeaTranscriptionsRev...

Voce principale: Unione Sportiva Salernitana 1919. Unione Sportiva Salernitana 1919Stagione 2016-2017Sport calcio Squadra Salernitana Allenatore Giuseppe Sannino[1], poi Alberto Bollini[2] All. in seconda Fulvio Fiorin[1] Andrea Ferdenzi[2] Presidentecarica vacante[3] Serie B10° Coppa ItaliaTerzo Turno Maggiori presenzeCampionato: Coda (40)Totale: Coda (42) Miglior marcatoreCampionato: Coda (16)Totale: Coda (16) StadioArechi (31 300)[4&#...

Species of fungus Lingzhi Scientific classification Domain: Eukaryota Kingdom: Fungi Division: Basidiomycota Class: Agaricomycetes Order: Polyporales Family: Ganodermataceae Genus: Ganoderma Species: G. sichuanense Binomial name Ganoderma sichuanenseJ.D. Zhao & X.Q. Zhang (1983)[1] Synonyms[2][3] Ganoderma lingzhi Sheng H. Wu, Y. Cao & Y.C. Dai (2012) Species of fungus LingzhiMycological characteristicsPores on hymenium Cap is offset or indistinctHymenium ...

† Египтопитек Реконструкция внешнего вида египтопитека Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:Четвероно...

Hot Tub Time Machine 2Poster resmiSutradaraSteve PinkProduserAndrew PanayDitulis olehJosh HealdPemeran Rob Corddry Craig Robinson Clark Duke Adam Scott Chevy Chase Penata musikChristophe BeckSinematograferDeclan QuinnPenyuntingJamie GrossPerusahaanproduksi Paramount Pictures[1] Metro-Goldwyn-Mayer[1] DistributorParamount Pictures[2]Tanggal rilis 20 Februari 2015 (2015-02-20) Durasi93 Menit[3] 99 minutes (unrated version)NegaraAmerika SerikatBahasaIng...

Part of a series onCannabis ArtsCulture 420 (chan) Books Magu (deity) Names Religion Judaism Latter-day Saints Sikhism Smoke-in Spiritual use Sports Stoner film Stoner rock Terms Chemistry Cannabinoid receptors Cannabinoid receptor type 1 Cannabinoid receptor type 2 Cannabinoids 2-AG 2-AGE, Noladin ether AEA CBC CBL CBD CBDV CBG CBN CBV NADA THC THCV Virodhamine Synthetic cannabinoids AM-2201 CP-55940 Dimethylheptylpyran HU-210 HU-331 JWH-018 JWH-073 JWH-133 Levonantradol SR144528 WIN 55,212...

Argentine comedian Ernesto AcherBorn (1939-10-09) October 9, 1939 (age 84)Buenos Aires, Argentina Ernesto Acher (born in Buenos Aires on October 9, 1939) is an Argentine comedian, actor, composer, arranger, multi-instrumentalist and orchestral conductor. Between 1971 and 1986 he was a member of the celebrated Argentine group Les Luthiers, with which he acted as composer, comedian, singer, and performer on more than twenty instruments, some of which he created himself. Before separating f...

جمعية الصواريخ الأمريكية البلد الولايات المتحدة  تاريخ التأسيس 1930    المعهد الأمريكي للملاحة الجوية والفضائية  تعديل مصدري - تعديل   جمعية الصواريخ الأمريكية (بالإنجليزية:American Rocket Society) تأسست في 4 أبريل 1930، تحت اسم جمعية الكواكب الأمريكية.[1] المراجع ^ جمعية ...

بناء غلبون الإحداثيات 36°44′13″N 4°14′42″W / 36.73708°N 4.2450277777778°W / 36.73708; -4.2450277777778   [1] تقسيم إداري  البلد إسبانيا  التقسيم الأعلى رينكون دي لا فيكتوريا  معلومات أخرى 29738  تعديل مصدري - تعديل   كنيسة في بناء غلبون بناء غَلبُون[2] هي بلدية إسبانية تا�...

Trivulziano 1080manoscrittoAutoreFrancesco di Ser Nardo da Barberino Epoca1337 Linguavolgare ProvenienzaFirenze Supportopergamena Scritturascrittura cancelleresca; gotica UbicazioneBiblioteca Trivulziana ManualeIl codice Trivulziano 1080 è un codice conservato presso la Biblioteca Trivulziana di Milano riportante il testo della Divina Commedia di Dante Alighieri, oltre ai Capitoli di Jacopo Alighieri e ad alcune poesie di Bosone Novello da Gubbio[1]. Indice 1 Storia 2 [3]Descrizione ...

College in Khulna, Bangladesh Khulna Govt. Girls Collegeখুলনা সরকারি মহিলা কলেজFormer nameRajendra Kumar Girls' CollegeTypeNational, coeducational, Higher Secondary, Honors, Degree, MastersEstablishedJuly 18, 1940 (1940-07-18)FounderRoy Bahadur Mahendra Kumar GhoshPrincipalRawshon AkterAcademic staff218Students11,450LocationBoyra, Khulna District, Bangladesh22°50′15″N 89°32′18″E / 22.8376°N 89.5382°E / ...

James Gilray: The Friend of the People; & his Petty New Tax Gatherer paying John Bull a visit (1806) The history of taxation in the United Kingdom includes the history of all collections by governments under law, in money or in kind, including collections by monarchs and lesser feudal lords, levied on persons or property subject to the government, with the primary purpose of raising revenue. Background Main article: Taxation in medieval England Prior to the formation of the Kingdom of Gr...

German-occupied zone in Poland in World War II This article is about the German administration of occupied Poland during World War II. For the German administration of Belgium during World War I, see General Governorate of Belgium. For the national-accounting practice, see Central government. For the German General Government of Warsaw during World War I, see Government General of Warsaw. General Governorate for the Occupied Polish RegionGeneralgouvernement für die besetzten polnischen Gebie...

Purchase of an asset A foreign direct investment (FDI) refers to purchase of an asset in another country, such that it gives direct control to the purchaser over the asset (e.g. purchase of land and building). In other words, it is an investment in the form of a controlling ownership in a business, in real estate or in productive assets such as factories in one country by an entity based in another country.[1] It is thus distinguished from a foreign portfolio investment or foreign ind...

Восстание МукраниОсновной конфликт: Французское завоевание Алжира Территории, которые затронуло восстание Мукрани Дата 1871—1872 Место Французский Алжир Итог Победа Франции Противники Алжирские повстанцы: Султанат Бени Аббас[фр.] Султанат Туггурт[англ.] Алжирские завии Ф...

ثقافة العراقمعلومات عامةالبلد العراق القارة آسيا فرع من ثقافة الأرض الديانات الدين في العراقاللغات العربية مقالات ذات علاقةالتاريخ تاريخ العراقتعديل - تعديل مصدري - تعديل ويكي بيانات جزء من سلسلة مقالات عنالثقافة العربية العمارة الأنماط يمني قديم نبطية أموية عباسية فاط�...

Pour les articles homonymes, voir Aberration. En optique géométrique, on appelle aberration géométrique (ou aberration monochromatique[1]) un écart entre un rayon paraxial défini dans l'approximation de Gauss et le rayon réel correspondant. Une aberration géométrique peut également être caractérisée par un écart entre la surface d'onde paraxiale et la surface d'onde réelle. Voici quelques exemples d'aberrations géométriques[2] : Aberration Δ y i ∝ {\displa...