ग़
|
Read other articles:
Villa Kalinčiak im Ort Gebäude des Kindersanatoriums Wappen von Dolný Smokovec Dolný Smokovec (älter slowakisch Nižný Smokovec; deutsch Unterschmecks, ungarisch Alsótátrafüred) ist ein Stadtteil der Stadt Vysoké Tatry und Kurort auf der slowakischen Seite der Hohen Tatra. Das Ortszentrum liegt auf einer Höhe von 890 m n.m. und liegt etwas abseits von den anderen „Smokovec“ genannten Orten (Nový Smokovec, Starý Smokovec und Horný Smokovec), südlich des Straßenzug...
Chinese rolling stock manufacturer This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: CRRC Changchun Railway Vehicles – news · newspapers · books · scholar · ...
← 2019 • Referéndum de Cuba de 2022Nuevo Código de las Familias Fecha 25 de septiembre de 2022 Tipo Referéndum Demografía electoral Hab. registrados 8 457 978 Votantes 6 269 427 Participación 74.12 % Votos válidos 5 909 385 Resultados por provincia Resultados Sí 66.85 % No 33.15 % El referéndum de Cuba ...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يونيو 2022)' نور محمد حقاني معلومات شخصية الميلاد (1272هـ - 1856م)مدينة لدهيانة، بنجاب - الهند تاريخ الوفاة (1343هـ الموافق 1925م ) الجنسية هندي الديانة مسلم الحياة العملية المه
Faculté de droit canonique de l'institut catholique de ParisEntrée de la Faculté de Droit canonique depuis la rue CassetteHistoireFondation 1895CadreZone d'activité Île-de-FranceType Établissement privé d'enseignement supérieur d'intérêt général (EESPIG)Campus 21, rue d'Assas75006 ParisSiège ParisPays FranceLangue FrançaisOrganisationFondateur Maurice d'HulstDoyen Ludovic Danto (d) (depuis 2016)Affiliation Fédération internationale des universités catholiquesSite web www.icp....
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) برادلي دينتون معلومات شخصية الميلاد 7 يونيو 1958 (65 سنة)[1] تواندا[2] مواطنة الولايات المتحدة[3][4][5][2] الحياة العملية المدرسة الأ
Voce principale: DFB-Pokal. L'Olympiastadion di Berlino ha ospitato le finali di coppa dal 1985 L'albo d'oro della DFB-Pokal contiene tutte le finali della DFB-Pokal dall'inizio della competizione come Tschammerpokal nel 1935. Le finali della DFB-Pokal di solito si svolgono alla fine di ogni stagione calcistica tedesca. In alcuni casi, come il 1970 e il 1974, le finali si sono svolte all'inizio della stagione successiva a causa della campionato mondiale di calcio. La data esatta è cambiata p...
Dieser Artikel behandelt den Ortsteil der Stadt Lehrte. Zu dem Waldgebiet siehe Hämeler Wald. Hämelerwald Stadt Lehrte Wappen von Hämelerwald Koordinaten: 52° 21′ N, 10° 7′ O52.35652510.11830833333371Koordinaten: 52° 21′ 23″ N, 10° 7′ 6″ O Höhe: 71 (66–80) m ü. NHN Fläche: 18,45 km²[1] Einwohner: 4622 (31. Dez. 2016)[1] Bevölkerungsdichte: 251 Einwohner/km² Eingemein...
Horton sebagai Ariel di The Tempest, 1838 Priscilla Horton, kemudian Priscilla German Reed (2 Januari 1818 – 18 Maret 1895), adalah seorang penyanyi dan aktris Inggris, yang dikenal karena perannya sebagai Ariel di W. C. Macready produksi The Tempest pada tahun 1838 dan peri burlesques di Covent Garden Theatre. Kemudian, dia dikenal, bersama suaminya, Thomas German Reed, karena mendirikan dan tampil di Jerman Reed Entertainments yang ramah keluarga. Di sana, dia menjadi mentor...
ヨエル・ポーヤンパロ バイエル・レバークーゼンでのポーヤンパロ（2018年）名前本名 Joel Pohjanpalo基本情報国籍 フィンランド生年月日 (1994-09-13) 1994年9月13日（29歳）出身地 ヘルシンキ身長 182cm体重 77kg選手情報在籍チーム ヴェネツィアFCポジション FW背番号 20利き足 右足ユース1999-2005 PK-35ヴァンター2006-2010 HJKヘルシンキクラブ1年 クラブ 出場 (得点)2010-2011 クルビ04...
Cet article est une ébauche concernant le chemin de fer. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Carte du réseau de la société La Société du chemin de fer de Vézelise à Mirecourt est une compagnie ferroviaire de la deuxième moitié du XIXe siècle, rétrocessionnaire de la ligne d'intérêt local de Vézelise à Mirecourt, concédée en 1874 à MM. Tourtel et Lenglet. Ligne concédée en 187...
Jürgen Bachhuber Jürgen Bachhuber (* 2. Januar 1938 auf Helgoland; † 19. September 2013 in Marwitz in der Gemeinde Oberkrämer) war ein deutscher Fleischermeister und Mitbegründer des Neuland-Vereins, über den er Pionierarbeit in Fragen der artgerechten Haltung von Nutztieren und der Fleischvermarktung leistete. Inhaltsverzeichnis 1 Leben 2 Auszeichnungen 3 Weblinks 4 Einzelnachweise Leben Jürgen Paul Bachhuber wurde im Januar 1938 als Sohn von Hertha Andrea Marichen (geb. Olendrowski)...
2009 Disney animated film This article is about the 2009 film. For other uses, see The Princess and the Frog (disambiguation). The Princess and the FrogTheatrical release posterDirected by John Musker Ron Clements Screenplay by Ron Clements John Musker Rob Edwards Story by Ron Clements John Musker Greg Erb Jason Oremland Based on The Frog Princessby E. D. Baker The Frog Princeby Brothers Grimm Produced byPeter Del VechoStarring Anika Noni Rose Bruno Campos Keith David Michael-Leon Wooley Jim ...
American composer Milton AgerBackground informationBorn(1893-10-06)October 6, 1893Chicago, Illinois, U.S.DiedMay 6, 1979(1979-05-06) (aged 85)Inglewood, CaliforniaGenresPopular musicOccupation(s)Composer, lyricistInstrument(s)PianoMusical artist Milton Ager (October 6, 1893 – May 6, 1979) was an American composer, regarded as one of the top songwriters of the 1920s and 1930s.[1] His most lasting compositions include Ain't She Sweet?” and “Happy Days Are Here Again”. Biogr...
Branch of automation This article is about automation within commercial buildings. For automation within residences, see Home automation. 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: Building automation – news · newspapers · books · scholar · JSTOR (August 2011) (Learn how and when to remove this template...
Van Rappard (1944-'45) Ernst Herman Ridder van Rappard (30 October 1899 – 11 January 1953) was a Dutch Nazi and anti-Semite. After leading his own failed Nazi movement van Rappard enlisted in the Schutzstaffel and saw active service in the Second World War. Early years Part of a leading Dutch family, van Rappard was born in Banyumas Regency, Central Java, Dutch East Indies, to chief engineer Oscar Emile ridder van Rappard and his wife Dina Thal Larsenhe,[1] as the younger brother of...
Dialogue on Roman politics by Cicero Bust of Cicero, author of De re publica De re publica (On the Commonwealth; see below) is a dialogue on Roman politics by Cicero, written in six books between 54 and 51 BC. The work does not survive in a complete state, and large parts are missing. The surviving sections derive from excerpts preserved in later works and from an incomplete palimpsest uncovered in 1819. Cicero uses the work to explain Roman constitutional theory. Written in imitation of Plat...
Shrine in Damascus, Syria For other uses, see Sayyidah Zainab Mosque. Sayyidah Zaynab Mosque مَسْجِد ٱلسَّيِّدَة زَيْنَبThe mausoleum of Zaynab bint AliReligionAffiliationTwelver Shia IslamLocationLocationSayyidah Zaynab, Damascus, SyriaGeographic coordinates33°26′40″N 36°20′27″E / 33.44444°N 36.34083°E / 33.44444; 36.34083ArchitectureArchitect(s)Rida MourtadaTypeMosqueCompleted1990Dome(s)1 Sayyidah Zaynab Mosque (Arabic: مَسْج...
Chevet and mosaics The Basilica of Notre-Dame du Port is a Romanesque basilica, formerly a collegiate church, in the Port quarter of Clermont-Ferrand, between Place Delille and the cathedral. From the 10th century to the French Revolution it was served by a community of canons, regular until the 13th century, and thereafter secular. History Chevet under snow West door According to tradition, the church was founded by the Bishop of Clermont, Avitus of Clermont, in the 6th century and was rebui...
Fundamental theorem in mathematical logic Not to be confused with Gödel's incompleteness theorems. The formula (∀x. R(x,x)) → (∀x∃y. R(x,y)) holds in all structures (only the simplest 8 are shown left). By Gödel's completeness result, it must hence have a natural deduction proof (shown right). Gödel's completeness theorem is a fundamental theorem in mathematical logic that establishes a correspondence between semantic truth and syntactic provability in first-order logic. The comple...