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جزيرة أمستردام الإحداثيات 37°49′33″S 77°33′17″E / 37.825833333333°S 77.554722222222°E / -37.825833333333; 77.554722222222 [1] سبب التسمية أمستردام تقسيم إداري البلد فرنسا[2] خصائص جغرافية المساحة 55 كيلومتر مربع طول 10 كيلومتر عرض 7 كيلومتر ارتفاع 867 متر...
ДеревняПолунинка 53°26′26″ с. ш. 37°46′19″ в. д.HGЯO Страна Россия Субъект Федерации Тульская область Муниципальный район Воловский Сельское поселение Двориковское История и география Высота центра 251 м Часовой пояс UTC+3:00 Население Население 52[1] человека ...
إدارة تعليم مدينة نيويورك معلومات التأسيس 2002 النوع تنظيم مدارس حكومية الموقع الجغرافي الشارع بجوار قاعة مدينة نيويورك المدينة مدينة نيويورك البلد الولايات المتحدة الأمريكية الإدارة المدير كاثي بلاك إحصاءات الأساتذة 80,000[1] عدد الطلاب 1,042,277[1] (سنة ؟؟) عضوية رابط...
University of SzczecinUniwersytet SzczecińskiLatin: Universitas StetinensisTypePublic universityEstablished21 July 1984RectorWaldemar Tarczyński[1]Administrative staff1,500Students33,267[2]LocationSzczecin, PolandWebsitewww.usz.edu.pl The University of Szczecin (Polish: Uniwersytet Szczeciński) is a public university in Szczecin, western Poland. It is the biggest university in West Pomerania, with 33,267 students and a staff of nearly 1,200. Faculties The university consist...
MalinasMechelen Ciudad BanderaEscudo Lema: «In Trouwen Vast»En Fe Constante MalinasLocalización de Malinas en Bélgica MalinasLocalización de Malinas en Amberes Coordenadas 51°01′41″N 4°28′49″E / 51.028055555556, 4.4802777777778Capital MalinasIdioma oficial neerlandésEntidad Ciudad • País Bélgica • Región Región Flamenca • Provincia Provincia de Amberes • Arrondissement Arrondissement de MalinasAlcalde Bart Somer...
Pour un article plus général, voir Shoah en France. Union générale des israélites de FranceHistoireFondation 29 novembre 1941Dissolution 1944CadreSigle UGIFType AssociationSiège ParisPays Francemodifier - modifier le code - modifier Wikidata Les bureaux de l'Union Générale des Israélites de France en 1942. L’Union générale des israélites de France (UGIF) est un organisme créé par une loi française du Gouvernement de Vichy du 29 novembre 1941 à la suite d'une demande al...
artikel ini tidak memiliki pranala ke artikel lain. Tidak ada alasan yang diberikan. Bantu kami untuk mengembangkannya dengan memberikan pranala ke artikel lain secukupnya. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2022. Pesona corn...
Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Parrot OS – berita · surat kabar · buku · cendekiawan · JSTOR (November 2023)Parrot OS Pengembang Lorenzo Palinuro Faletra, Tim pengembang Parrot Keluarga OS Linux berbasis Debian Status kerja Saat ini Model ...
Dieser Artikel beschäftigt sich mit dem Schriftsteller und Menschenrechtler Liu Xiaobo; zu dem Taekwondoin siehe Liu Xiaobo (Taekwondoin). Liu Xiaobo (chinesisch 劉曉波 / 刘晓波; Pinyin: Liú Xiǎobō; Mandarin-Aussprache: [ljǒʊ̯ ɕjɑ̀ʊ̯pɔ́]; * 28. Dezember 1955 in Changchun, Volksrepublik China; † 13. Juli 2017 in Shenyang[1]) war ein chinesischer Schriftsteller, Systemkritiker und Menschenrechtler. Liu war Dozent an der Pädagogischen Universität Pe...
ZNF37A المعرفات الأسماء المستعارة ZNF37A, KOX21, ZNF37, zinc finger protein 37A معرفات خارجية الوراثة المندلية البشرية عبر الإنترنت 616085 HomoloGene: 66189 GeneCards: 7587 علم الوجود الجيني الوظيفة الجزيئية • GO:0001131، GO:0001151، GO:0001130، GO:0001204 DNA-binding transcription factor activity• ربط دي إن إي• ربط أيون فلزي• ربط حمض نووي• ...
Australian professional basketball coach (born 1982) This article is about the Australian basketball coach. For the British-born archaeologist, see Adam Ford. Adam FordeForde with the Perth Wildcats in 2017Cairns TaipansPositionHead coachLeagueNBLPersonal informationBorn (1982-01-11) 11 January 1982 (age 41)NationalityAustralianCareer informationPlaying career2003–2003Coaching career2010–presentCareer historyAs player:2003Norths BearsAs coach:2010Rockingham Flames2011East Perth Eagle...
Railway station in Uttar Pradesh Gyanpur Road railway station Indian Railways stationGeneral informationLocationGyanpur, Bhadohi DistrictIndiaCoordinates25°16′48″N 82°25′40″E / 25.279880°N 82.427756°E / 25.279880; 82.427756Elevation92 metres (302 ft)Owned byIndian RailwaysLine(s)Allahabad–Mau–Gorakhpur linePlatforms2Tracks2ConstructionStructure typeStandard (on-ground station)ParkingNoBicycle facilitiesNoOther informationStatusFunctioningStation co...
2007 studio album by the Dillinger Escape PlanIre WorksStudio album by the Dillinger Escape PlanReleasedNovember 5, 2007Recorded2007Genre Mathcore metalcore post-hardcore Length38:26LabelRelapseProducerSteve EvettsThe Dillinger Escape Plan chronology Plagiarism(2006) Ire Works(2007) Option Paralysis(2010) Ire Works is the third studio album by American band the Dillinger Escape Plan. The album was released in the UK on November 5, 2007, in the US on November 13 through Relapse Records...
In statistics, econometrics, epidemiology, genetics and related disciplines, causal graphs (also known as path diagrams, causal Bayesian networks or DAGs) are probabilistic graphical models used to encode assumptions about the data-generating process. Causal graphs can be used for communication and for inference. They are complementary to other forms of causal reasoning, for instance using causal equality notation. As communication devices, the graphs provide formal and transparent representa...
Not to be confused with Giorgio De Stefano (1948). Giorgio Carmelo De Stefano (Italian pronunciation: [ˈdʒordʒo de ˈsteːfano]; (Reggio Calabria, July 15, 1941 - Santo Stefano in Aspromonte, November 7, 1977 ) Reggio Calabria, unknown – ) was an Italian mobster and high-ranking boss of the 'Ndrangheta, a Mafia-type criminal organisation in Calabria (southern Italy). Together with his brothers Paolo, Giovanni and Orazio he headed the De Stefano 'ndrina. Criminal career Main artic...
Laksamana TNI (Purn.)SudomoSudomo sebagai Ketua Dewan Pertimbangan AgungKetua Dewan Pertimbangan Agung Republik Indonesia ke-9Masa jabatan1993–1998PresidenSoehartoWakil PresidenTry SutrisnoPendahuluMaraden PanggabeanPenggantiArnold Achmad BaramuliMenteri Koordinator Bidang Politik dan Keamanan Republik Indonesia ke-3Masa jabatan23 Maret 1988 – 17 Maret 1993PresidenSoehartoWakil PresidenTry SutrisnoPendahuluSurono ReksodimedjoPenggantiSoesilo SoedarmanMenteri Tenaga Kerja ...
Map of Central Africa:Dark Green: Central Africa (Geographic)Medium Green: Middle Africa (UN Subregion)Light Green/Gray: Central African Federation (Political: Defunct) The history of Central Africa has been divided into its prehistory, its ancient history, the major polities flourishing, the colonial period, and the post-colonial period, in which the current nations were formed. Central Africa is the central region of Africa, bordered by North Africa, West Africa, East Africa, Southern Afric...
This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (October 2019) (Learn how and when to remove this template message) Live 8 concerts and line-ups 2 July 2005 Hyde Park, London Château de Versailles, near Paris Siegessäule, Berlin Circus Maximus, Rome Benjamin Franklin Parkway, Philadelphia Park Place, Barrie Makuhari Mess...
В Википедии есть статьи о других людях с фамилией Агарвал. В Википедии есть статьи о других людях с именем Ашок Кумар. Ашок Кумарангл. Ashok Kumar Дата рождения 25 июня 1941(1941-06-25) Место рождения Аллахабад, Британская Индия Дата смерти 22 октября 2014(2014-10-22) (73 года) Место ...
Pyramidal alkenes are alkenes in which the two carbon atoms making up the double bond are not coplanar with their four substituents. This deformation results from geometric constraints. Pyramidal alkenes only are of interest because much can be learned from them about the nature of chemical bonding.[1] Energetics Twisting to a 90° dihedral angle between two of the groups on the carbons requires less energy than the strength of a pi bond, and the bond still holds. The carbons of the d...