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Rudolf Skácel Informasi pribadiNama lengkap Rudolf SkácelTanggal lahir 17 Juli 1979 (umur 44)Tempat lahir Trutnov, CekoslowakiaTinggi 178 m (584 ft 0 in)Posisi bermain GelandangInformasi klubKlub saat ini Heart of MidlothianNomor 19Karier junior1985–1992 FK Trutnov1992–1999 FC Hradec KrálovéKarier senior*Tahun Tim Tampil (Gol)1999–2002 FC Hradec Králové 37 (8)2002–2003 Slavia Prague 45 (13)2003–2005 Olympique de Marseille 20 (1)2004–2005 → Panathinaiko...
TaggiaKomuneComune di Taggia BenderaLambang kebesaranTaggiaLokasi Taggia di ItaliaKoordinat: 43°52′N 7°51′E / 43.867°N 7.850°E / 43.867; 7.850NegaraItaliaWilayahLiguriaProvinsiImperia (IM)FrazioniArma di Taggia, Borghi, LevàPemerintahan • Wali kotaMario ConioLuas • Total30,87 km2 (11,92 sq mi)Ketinggian39 m (128 ft)Populasi (28 Februari 2017)[1] • Total14.040 • Kepadatan450/k...
Priestess of Hathor or Prophetess of Hathor was the title of the Priestess of the goddess Hathor in the Temple of Dendera in Ancient Egypt.[1] Title The title is known to be given during the Old Kingdom of Egypt, and was at that point very powerful and prestigious. The mummies of the priestesses testify that they were decorated with a religious tattoo, covering the stomach around the area of the uterus.[2] After the Middle Kingdom of Egypt, the title was often irregularly awar...
Pulau Heron, Australia Pulau pasir atau gundukan pasir (Inggris: cay) merujuk pada berbagai pulau berpasir kecil dan berketinggian rendah di permukaan terumbu karang. Gundukan pasir timbul di lingkungan tropis di sepanjang Samudera Pasifik, Samudera Atlantik dan Samudra Hindia (termasuk Karibia dan Karang Penghalang Besar dan Karang Penghalang Belize). Perkembangan dan stabilitas Perubahan signifikan pada gundukan pasir dan ekosistem sekitar mereka dapat timbul dari fenomena alam seperti ...
Berbagai jenis flora Indonesia yang tumbuh di Kebun Raya Cibodas Flora Indonesia terdiri dari berbagai varietas tumbuhan tropis yang unik. Memiliki iklim tropis dan sekitar 17.000 pulau, Indonesia adalah negara dengan keanekaragaman hayati terbesar kedua di dunia. Flora Indonesia mencerminkan percampuran spesies Asia, Australia, dan tumbuhan endemik. Hal ini disebabkan letak geografis Indonesia yang terletak di antara dua benua. Kepulauan Indonesia terdiri dari berbagai wilayah mulai dari hut...
Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Voce principale: Omegna Calcio 1906. Associazione Sportiva CusianaStagione 1936-1937Sport calcio Squadra Cusiana Allenatore Giovanni Zanni Presidente Umberto Binda Serie C15º posto nel girone B. 1935-1936 1937-1938 Si invita a seguire il modello di voce Questa voce raccoglie le ...
Ancient and modern recorded observations of supernovae explosions The Crab Nebula is a pulsar wind nebula associated with the 1054 supernova. The known history of supernova observation goes back to 1006 AD. All earlier proposals for supernova observations are speculations with many alternatives. Since the development of the telescope, the field of supernova discovery has expanded to other galaxies. These occurrences provide important information on the distances of galaxies. Successful models...
Motion-capture animation for 2D graphics You can help expand this article with text translated from the corresponding article in Japanese. (September 2018) Click [show] for important translation instructions. View a machine-translated version of the Japanese article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting ...
Region of the United States Map of the Mid-South as defined in The Mid-South and Its Builders (1920).[1] The Mid-South is an informally-defined region of the United States, usually thought to be anchored by the Memphis metropolitan area. Exact definitions vary widely and consist of at least West Tennessee, North Mississippi, Northeast Arkansas, and the Missouri bootheel at a minimum.[2] Western Kentucky, Arkansas, Southern Missouri, Northwest Alabama and even Eastern Oklahoma,...
1970–February 1974 Parliament of the United Kingdom ←1966–1970 Parliament February–October 1974 Parliament→Palace of Westminster in 1973OverviewLegislative bodyParliament of the United KingdomTerm18 June 1970 (1970-06-18) – 12 March 1974 (1974-03-12)Election1970 United Kingdom general electionGovernmentHeath ministry House of CommonsMembers630SpeakerHorace KingSelwyn Lloyd LeaderWilliam WhitelawRobert CarrJim Prior Prime M...
عالم (إسلام) تسمية الإناث عالمة مسلمة فرع من عالم عقيدة، ورجل قانون، ورجل دين في الإسلام [لغات أخرى] تعديل مصدري - تعديل عَالِمُ الدِّينِ عند المسلمين عادة ما يطلق عليه شيخ، ويطلق على عظيم الشأن منهم عالِم أو علَّامة، ويطلق على مجموعهم عُلماء أ...
1965年中华人民共和国的一个体操 体操是类运动项目总称,在国际体操联合会中分为几个单项,竞技体操、艺术体操、蹦床、特技體操、有氧體操。 竞技体操 主条目:竞技体操 竞技体操分为男子6个项目:自由体操,鞍马,吊环,跳马,双杠,单杠;女子4个项目:跳马,高低杠,平衡木,自由体操。 艺术体操 主条目:艺术体操 艺术体操只有女子项目,日本等国家曾经向国...
Commune in Grand Est, FranceSaint-MaxCommuneSaint-Max City Hall Coat of armsLocation of Saint-Max Saint-MaxShow map of FranceSaint-MaxShow map of Grand EstCoordinates: 48°42′06″N 6°12′26″E / 48.7017°N 6.2072°E / 48.7017; 6.2072CountryFranceRegionGrand EstDepartmentMeurthe-et-MoselleArrondissementNancyCantonSaint-MaxIntercommunalityMétropole du Grand NancyGovernment • Mayor (2020–2026) Eric Pensalfini[1]Area11.85 km2 (0.71...
Steel helmet in the shape of a brimmed hat Italian kettle hat, last quarter of the 15th century, Cleveland Museum of Art Netherlands/Burgundian kettle hat with a fluted skull, c. 1475, Metropolitan Museum of Art. A British Mark II steel Brodie helmet as issued in the Second World War A kettle hat, also known as a war hat, was a type of combat helmet made of iron or steel in the shape of a brimmed hat. There were many design variations, with the common element being a wide brim that afforded e...
Fabio FogniniFabio Fognini nel 2014Nazionalità Italia Altezza178 cm Peso79 kg Tennis Carriera Singolare1 Vittorie/sconfitte 425-383 (52.6%) Titoli vinti 9 Miglior ranking 9º (15 luglio 2019)[1] Ranking attuale ranking Risultati nei tornei del Grande Slam Australian Open 4T (2014, 2018, 2020, 2021) Roland Garros QF (2011) Wimbledon 3T (2010, 2014, 2017, 2018, 2019, 2021, 2024) US Open 4T (2015) Altri tornei Giochi olimpici 3T (2016, 2020) Doppio1 Vi...
Janine FlockJanine Flock nel 2020Nazionalità Austria Altezza175 cm Peso63 kg Skeleton SquadraBSC Stubai Palmarès Competizione Ori Argenti Bronzi Mondiali 0 2 1 Europei 3 4 4 Mondiali juniores 0 0 1 Campionati austriaci 8 0 0 Trofeo Vittorie Coppa del Mondo 2 trofei Vedi maggiori dettagliStatistiche aggiornate al 20 gennaio 2023 Modifica dati su Wikidata · Manuale Janine Flock (Hall in Tirol, 25 luglio 1989) è una skeletonista austriaca, vincitrice di due trofei di Coppa del ...
الألكاينات هي هيدروكربونات بها رابطة ثلاثية على الأقل بين ذرتي كربون.[1][2][3] صيغتها العامة CnH2n-2 وتعرف الألكاينات أيضا باسم الأسيتيلينات, نسبة إلى أبسط أنواع الألكاينات الاسيتيلين C2H2 وذلك على الرغم من أن الأسيتيلين هو أيضا اسم أول مركبات هذه السلسة، وإن كان اسمه...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。 出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: 松平春嶽 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL (2013年1月) 凡例松平(まつだいら) 春嶽(しゅんがく)...
Questa voce o sezione sull'argomento nobili britannici non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Ritratto di Jane Digby di Joseph Karl Stieler del 1831. Jane Elizabeth Digby (Forston House, 3 aprile 1803 – Damasco, 11 agosto 1881) è stata una nobildonna inglese, moglie di sir Edward Law, II barone di Ellemborough, nota per le sue avventure roman...
Parallelization redirects here. For parallelization of manifolds, see Parallelization (mathematics). Programming paradigm in which many processes are executed simultaneously Large supercomputers such as IBM's Blue Gene/P are designed to heavily exploit parallelism. Parallel computing is a type of computation in which many calculations or processes are carried out simultaneously.[1] Large problems can often be divided into smaller ones, which can then be solved at the same time. There ...