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Alfonso d'EsteAdipati Ferrara, Modena dan ReggioAlfonso oleh Titian ; Alfonso bersandar di sebuah meriam, memegang pedangnyaPasanganAnna Maria SforzaLucrezia BorgiaAnakErcole II, Adipati FerraraKardinal IppolitoAlessandroLeonoraFrancesco, Markis MassalombardaIsabella MariaAlfonso (tdk sah, ayahanda Cesare d'Este)Keluarga bangsawanEsteBapakErcole I d'EsteIbuEleonora dari NapoliLahir(1476-07-21)21 Juli 1476Subiaco, LazioMeninggal31 Oktober 1534(1534-10-31) (umur 58)Ferrara Alfonso d'E...
Chinese TV series or program Another MePromotional posterAlso known asQiyue and AnshengWritten byYicong BaiJie LiDirected byLiang CuiStarringShen YueChen DulingXiong ZiqiZou TingweiCountry of originChinaOriginal languageMandarinNo. of episodes53ProductionProducerLuo JunhuiProduction locationNingboRunning time45 minutesOriginal releaseNetworkiQiyiReleaseJuly 22 (2019-07-22) –September 4, 2019 (2019-09-04) Another Me (Chinese: 七月与安生; pinyin: Qī Yuè Yǔ āns...
اللغة الهجين (pidgin language) هي أي لغة تنشأ غالبا بشكل تلقائي من اختلاط عدة لغات كوسيلة للتخاطب بين الناطقين بلغات مختلفة.[1][2][3] تتسم اللغة الهجين بنحو بدائي ومفردات محدودة. وهي تصلح كلغات اتصال مساعدة وغالبا ما تكون مرتجلة لذا يصعب تعلمها. واللغة الهجين هي لغة مبسطة...
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: Cooley v. Board of Wardens – news · newspapers · books · scholar · JSTOR (May 2013) (Learn how and when to remove this template message) 1852 United States Supreme Court caseCooley v. Board of WardensSupreme Court of the United StatesArgued February 9–11, 18...
Potentiel gravitationnel Données clés Unités SI mètre carré par seconde au carré (m2⋅s−2) Dimension L 2·T −2 Nature Grandeur scalaire intensive Symbole usuel Φ ( r → ) {\displaystyle \Phi _{({\vec {r}})}} Lien à d'autres grandeurs G → = − ∇ → Φ {\displaystyle {\vec {\mathcal {G}}}=-{\overrightarrow {\mathrm {\nabla } }}\Phi } E p {\displaystyle E_{\rm {p}}} = m ⋅ {\displaystyle m\cdot } Φ ( r ) {\displ...
The Turning First editionAuthorTim WintonCover artistaustralianpicturelibrary.comCountryAustraliaLanguageEnglishPublisherPicadorPublication date2004Media typePrintPages317ISBN0-330-43830-1 The Turning is a collection of short stories by Australian author Tim Winton published in 2004. Contents Many of the 17 short stories included interweave in their respective narratives. The story is set in a small Western Australian town and is about all different kinds of turnings, be they in peo...
Peta Lokasi Kabupaten Nias Utara di Sumatera Utara Berikut adalah daftar kecamatan dan kelurahan di Kabupaten Nias Utara. Kabupaten Nias Utara terdiri dari 11 kecamatan, 1 kelurahan, dan 112 desa dengan luas wilayah mencapai 1.202,78 km² dan jumlah penduduk sekitar 146.663 jiwa (2017) dengan kepadatan penduduk 122 jiwa/km².[1][2] Daftar kecamatan dan kelurahan di Kabupaten Nias Utara, adalah sebagai berikut: Kode Kemendagri Kecamatan Jumlah Kelurahan Jumlah Desa Status Dafta...
NJ Transit rail station River EdgeEastbound train arriving at River Edge in 2011General informationLocationRiver Edge Road at Park Avenue, River Edge, New Jersey 07661Coordinates40°56′06″N 74°01′48″W / 40.93495°N 74.029869°W / 40.93495; -74.029869Owned byNew Jersey TransitPlatforms1 side platformTracks1Connections NJT Bus: 165 and 762 Rockland Coaches: 11(all connections on Kinderkamack Road)ConstructionPlatform levels1ParkingYes (permit required)Bicycle fa...
Lambang Pomerania. Pomerania (Polandia: Pomorze, Jerman: Pommern dan Pommerellen) adalah sebuah daerah di Eropa Tengah yang saat ini terbagi di antara Jerman dan Polandia. Pomerania Barat berada di Jerman dan Pomerania Timur berada di Polandia. Sungai Oder membelah wilayah ini menjadi dua bagian. Selain itu ada pula Pomerania kecil (Pommerellen) di Polandia di sekitar kota Gdansk. Sejarah modern Pomerania di Kekaisaran Jerman (berwarna merah). Sebelah kiri adalah Pomerania sejati sedangkan se...
Comune in Calabria, ItalyAcquaformosaComuneComune di AcquaformosaLocation of Acquaformosa AcquaformosaLocation of Acquaformosa in ItalyShow map of ItalyAcquaformosaAcquaformosa (Calabria)Show map of CalabriaCoordinates: 39°43′N 16°06′E / 39.717°N 16.100°E / 39.717; 16.100CountryItalyRegionCalabriaProvinceCosenza (CS)Government • MayorGennaro CapparelliArea[1] • Total22.71 km2 (8.77 sq mi)Elevation756 m (2,480&...
2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 % 获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6]...
Highest staff organization in the Army of Republika Srpska General Staff of the Army of Republika SrpskaГенералштаб Војске Републике СрпскеGeneralštab Vojske Republike SrpskeActive1992–2005Country Republika SrpskaAllegiance Army of Republika SrpskaBranchActive dutyTypeStaffPart ofMinistry of DefenceGarrison/HQBanja LukaCommandersFirst ChiefColonel general Ratko MladićLast ChiefMajor general Novak ĐukićMilitary unit Territorial organization ...
PamphilusOpera teatrale Pamphilus de amore, incunabolo dato a Saragozza da Paul Hurus e Johann Planck (1480-84). Autoreanonimo Titolo originalePamphilus seu de amore Lingua originaleLatino GenereCommedia elegiaca Composto nelXII secolo Pubblicato nel1150 Manuale Pamphilus seu de amore (o Pamphilus de amore, di norma citato semplicemente come Pamphilus, ma noto anche come Pamphilet, e citato da Geoffrey Chaucer come Pamphilles[1]) è un prodotto della letteratura latina medieval...
Навчально-науковий інститут інноваційних освітніх технологій Західноукраїнського національного університету Герб навчально-наукового інституту інноваційних освітніх технологій ЗУНУ Скорочена назва ННІІОТ ЗУНУ Основні дані Засновано 2013 Заклад Західноукраїнський �...
Pavel Sergeyevich Grachev[1] (Bahasa Rusia: Павел Сергеевич Грачёв) (lahir 1 Januari 1948) adalah Jendral Tentara Rusia dan pahlawan Uni Soviet (1988) Pavel GrachevPavel Grachev Tahun 1994Lahir1 Januari 1948Oblast Tula, RSFS Rusia, Uni SovietMeninggal23 September 2012(2012-09-23) (umur 64)Oblast Moskwa, RusiaPengabdian Uni Soviet RusiaDinas/cabangAngkatan Bersenjata Uni SovietPasukan Lintas Udara RusiaLama dinas1966–1996PangkatJenderalPerang/p...
Musical genre Biker metalLemmy of biker metal band MotörheadOther namesBiker punkStylistic origins Punk rock heavy metal rock and roll blues Cultural originsEngland and United States, late 1970s–early 1980sTypical instruments Vocals electric guitars electric bass guitar drum kit Derivative forms Speed metal hardcore punk crust punk extreme metal Other topics List of biker metal bands glam metal street punk thrash metal NWOBHM doom metal stoner metal grunge punk blues Biker metal (also know...
Este artículo o sección tiene referencias, pero necesita más para complementar su verificabilidad. Busca fuentes: «Provincias de Portugal» – noticias · libros · académico · imágenesPuedes avisar al redactor principal pegando lo siguiente en su página de discusión: {{sust:Aviso referencias|Provincias de Portugal}} ~~~~Este aviso fue puesto el 16 de marzo de 2024. Condado portucalense, hacia 1070. Las provincias de Portugal son una antigua división administrat...
Space-filling curve First six iterations of the Hilbert curve The Hilbert curve (also known as the Hilbert space-filling curve) is a continuous fractal space-filling curve first described by the German mathematician David Hilbert in 1891,[1] as a variant of the space-filling Peano curves discovered by Giuseppe Peano in 1890.[2] Because it is space-filling, its Hausdorff dimension is 2 (precisely, its image is the unit square, whose dimension is 2 in any definition of dimension...
Baseball offensive act of facing the pitcher and attempting to hit the ball into play Hitter redirects here. For the German World War II general, see Alfons Hitter. Marcus Thames of the Detroit Tigers batting in 2007 In baseball, batting is the act of facing the opposing pitcher and trying to produce offense for one's team. A batter or hitter is a person whose turn it is to face the pitcher. The three main goals of batters are to become a baserunner, to drive runners home or to advance runner...
Quella sporca ultima metaPoliziotti contro prigionieri, in cima è Paul Crewe (Burt Reynolds) in scenaTitolo originaleThe Longest Yard Lingua originaleinglese Paese di produzioneStati Uniti d'America Anno1974 Durata121 min Rapporto1,85:1 Generecommedia, sportivo RegiaRobert Aldrich SoggettoAlbert S. Ruddy SceneggiaturaTracy Keenan Wynn ProduttoreAlbert S. Ruddy Casa di produzioneParamount Pictures, Albert S. Ruddy Productions, Long Road Productions Distribuzione in italianoParamount Home ...