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Kegubernuran Maysan Ibu kota al-'Amarah Kota terbesar Kepala pemerintah Luas (km²) Populasi (jiwa) Kepadatan (/km²) Bahasa Arab Komposisi etnis Kegubernuran Maysan (Arab: ميسان) merupakan sebuah kegubernuran di Irak. Kegubernuran ini terletak di bagian timur di negara itu di perbatasan Iran. Ibu kotanya ialah al-'Amarah, bermuara di Sungai Eufrat. Sebelum 1976 biasanya dipanggil Provinsi 'Amarah. lbsKegubernuran di Irak Al-Anbar Arbīl Bābil Baghdād Al-Basrah Dahūk Dhī Qār Diyāl...
Helicoprion Periode Cisuralium-Guadalupium 290–270 jtyl PreЄ Є O S D C P T J K Pg N FHPR L2003-2, lingkaran gigiHelicoprion davisii dari Formasi Phosphoria di Idaho, Utah Field House of Natural HistoryTaksonomiKerajaanAnimaliaFilumChordataKelasChondrichthyesOrdoEugeneodontidaFamiliAgassizodontidaeGenusHelicoprion Karpinsky, 1899 Tata namaSinonim takson Sinonim H. davisii H. ferrieri Karpinksy, 1911, originally Lissoprion ferrieri Hay, 1907 H. jingmenense Chen, Cheng, & Yin, 2007 ...
The Dean's December First edition coverAuthorSaul BellowCountryUnited StatesLanguageEnglishPublisherHarper & RowPublication date1982Media typePrint (hardback & paperback)Pages346Preceded byHumboldt's Gift Followed byMore Die of Heartbreak 1982 novel by Saul Bellow The Dean's December is a 1982 novel by the American author Saul Bellow. Setting The first novel Bellow published after winning the Nobel Prize in Literature in 1976, it is set in Chicago and Buchare...
John Sampson & Son's Department Store, sekarang berubah menjadi Museum Raja Prajadhipok Suasana di dalam museum Museum Raja Prajadhipok adalah museum di Distrik Pom Prap Sattru Phai, Bangkok, Thailand. Bangunan ini memiliki tiga lantai pameran permanen yang berkaitan dengan kehidupan kerajaan Raja Prajadhipok dan Ratu Rambai Barni dari Thailand.[1] Dulunya, gedung ini merupakan lokasi toko serba ada John Sampson & Son, yang dikenal singkat sebagai John Sampson, yang merupakan ...
Gempa bumi San Francisco 1906San Francisco setelah gempaSan FranciscoLos AngelesLas VegasEurekaDunsmuirChicoTruckeeSanta RosaSalinasBakersfieldFresnoPaso RoblesSanta MonicaIndioWaktu UTC1906-04-18 13:12:27ISC16957905USGS-ANSSComCatTanggal setempat18 April 1906; 117 tahun lalu (1906-04-18)Waktu setempat05:12:27 PSTKekuatan7.9 MwKedalaman5 mi (8,0 km)[1]Episentrum37°45′N 122°33′W / 37.75°N 122.55°W / 37.75; -122.55Koordinat:...
425 Tactical Fighter Squadron425e Escadron d'appui tactiqueActive1942–1945, 1954–presentCountry CanadaBranch Royal Canadian Air ForceRoleStrategic bombing (1942–1945), fighter-interceptor (1954–present)Part ofNo. 6 Group RCAF (1943–1945), 3 Wing (1961–present)Home stationCFB BagotvilleNickname(s)Alouette SquadronMotto(s)Je te plumerai (French for 'I shall pluck you')Battle honours English Channel and North Sea, 1942–1943 Fortress Europe, 1942–1944 Franc...
Sunil DuttLahirBalraj Dutt(1929-06-06)6 Juni 1929Jhelum, Punjab, Kemaharajaan Britania (sekarang di Punjab, Pakistan)Meninggal25 Mei 2005(2005-05-25) (umur 75)Mumbai, Maharashtra, IndiaPekerjaanAktor, produser, sutradara, politikusTinggi6 ft (1,8 m)Partai politikKongres Nasional IndiaSuami/istriNargis (1958–1981; kematiannya)AnakSanjay Dutt, Priya Dutt, dan Namrata Dutt Sunil Dutt (6 Juni 1929 – 25 Mei 2005), yang lahir dengan nama Balraj Dutt, adalah seorang...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (فبراير 2024) نعمان طرشة معلومات شخصية الميلاد 4 ديسمبر 1975 (49 سنة) حلب الإقامة روما مواطنة سوريا الحياة العملية المهنة صحفي، ومقدم تلفزيوني اللغات ...
Oliviero Corbetta lavora al doppiaggio di Detective Conan Oliviero Corbetta (Torino, 25 luglio 1952) è un attore e doppiatore italiano. Indice 1 Carriera 2 Attore 3 Doppiaggio 3.1 Cinema 3.2 Serie televisive 3.3 Soap opera e telenovelas 3.4 Serie animate 3.5 Film d'animazione 3.6 Videogiochi 3.7 Audiolibri 3.8 Podcast 4 Teatro 5 Note 6 Altri progetti 7 Collegamenti esterni Carriera Ha doppiato molti personaggi di anime, tra quelli più longevi spicca il Detective Goro in Detective Conan, che...
Between strategic and tactical warfare This article focuses only on one specialized aspect of the subject. Please help improve this article by adding general information and discuss at the talk page. (August 2017) Operational art of war redirects here. For the video game series, see The Operational Art of War. World War II operational planning map in the 1st Air Division (part of Eighth Air Force) war room at Brampton Grange. Part of a series onWar History Prehistoric Ancient Post-classi...
Leonardo Antonellicardinale di Santa Romana Chiesa Incarichi ricoperti Segretario della Congregazione Concistoriale (1757-1766) Segretario del Collegio Cardinalizio (1757-1766) Segretario della Cifra (1759-1766) Assessore della Congregazione della Romana e Universale Inquisizione (1766-1775) Cardinale presbitero di Santa Sabina (1775-1794) Prefetto della Congregazione di Propaganda Fide (1780-1795) Camerlengo del Collegio Cardinalizio (1784-1785) Prefetto della Congregazione sopra la Co...
此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言,清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日(哈薩克蘇維埃社會主義共和國總統) 哈萨克斯坦 哈萨克斯坦政府...
Imprisonment rate of sentenced prisoners under jurisdiction of state correctional authorities per 100,000 U.S. residents, age 18 or older. Does not include prisoners who have not been convicted or sentenced. Does not include jail inmates whether convicted or not. Does not include federal prisoners. This article has lists of U.S. states by adult incarceration and correctional supervision rates according to United States Department of Justice figures. The state incarceration numbers include se...
Relationship between two figures of the same shape and size, or mirroring each other An example of congruence. The two triangles on the left are congruent, while the third is similar to them. The last triangle is neither congruent nor similar to any of the others. Congruence permits alteration of some properties, such as location and orientation, but leaves others unchanged, like distances and angles. The unchanged properties are called invariants. In geometry, two figures or objects are cong...
Quittengo località (en) Tempat Negara berdaulatItaliaDaerah di ItaliaPiemonteProvinsi di ItaliaProvinsi BiellaKomune di ItaliaCampiglia Cervo NegaraItalia GeografiKetinggian800 m Berbatasan denganCampiglia Cervo Sagliano Micca San Paolo Cervo Mosso Veglio SejarahSanto pelindungRochus Informasi tambahanKode pos13812 Zona waktuUTC+1 UTC+2 Kode telepon015 Lain-lainKota kembarCastelmagno Quittengo adalah komune yang terletak di distrik Provinsi Biella, Italia. Kota Quittengo memiliki luas sebesa...
American meteorologist Rick Knabb11th Director of the National Hurricane CenterIn officeJune 4, 2012 – May 12, 2017Preceded byBill ReadSucceeded byEdward Rappaport Personal detailsBorn1979Chicago, IllinoisNationalityAmericanResidenceAtlantaEducationPurdue University Florida State UniversityOccupationMeteorologist Richard 'Rick' Knabb is an American meteorologist who served as the 11th Director of the National Hurricane Center from June 4, 2012 to May 12, 2017. On March 21, 2017, Kn...
Garratt locomotive wheel arrangement 2-8-0+0-8-2The sole LNER Class U1 GarrattEquivalent classificationsUIC class1D+D1, 1'D+D1'French class140+041Turkish class45+45Swiss class4/5+4/5, 8/10 from 1920sRussian class1-4-0+0-4-1First known tank engine versionFirst use1924CountryBurmaLocomotiveClass GA.IRailwayBurma RailwaysDesignerBeyer, Peacock & CompanyBuilderBeyer, Peacock & Company Under the Whyte notation for the classification of steam locomotives by wheel arrangement, the 2-8-0+0-8-...
Category 2 Atlantic hurricane in 1949 Hurricane Ten Map of the hurricane on October 4Meteorological historyFormedSeptember 27, 1949 (1949-09-27)[a]ExtratropicalOctober 6, 1949DissipatedOctober 7, 1949 (1949-10-07)Category 2 hurricane1-minute sustained (SSHWS/NWS)Highest winds110 mph (175 km/h)Lowest pressure965 mbar (hPa); 28.50 inHgOverall effectsFatalities3 total[b]Damage$6.7 million (1949 USD)Areas affectedEl Salva...
森山崩れ(もりやまくずれ)とは、天文4年12月5日(1535年12月29日)早朝に、三河国岡崎城主・松平清康が、尾張国春日井郡森山(現・愛知県名古屋市守山区)の陣中において、家臣の阿部正豊に暗殺された事件をいう。 本来の地名から「守山崩れ」と書かれることも多い。その為、太田牛一が記した『信長公記』では守山と記載されているのに対し、江戸時代に大久保�...
Volcanic hotspot located in the south Pacific Ocean The Samoa hotspot is marked 35 on map. Diagram showing how islands are formed by hotspots The Samoa hotspot is a volcanic hotspot located in the south Pacific Ocean. The hotspot model describes a hot upwelling plume of magma through the Earth's crust as an explanation of how volcanic islands are formed. The hotspot idea came from J. Tuzo Wilson in 1963 based on the Hawaiian Islands volcanic chain. In theory, the Samoa hotspot is based on the...