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Artikel ini sebagian besar atau seluruhnya berasal dari satu sumber. Diskusi terkait dapat dibaca pada the halaman pembicaraan. Tolong bantu untuk memperbaiki artikel ini dengan menambahkan rujukan ke sumber lain yang tepercaya.Biografi ini memerlukan lebih banyak catatan kaki untuk pemastian. Bantulah untuk menambahkan referensi atau sumber tepercaya. Materi kontroversial atau trivial yang sumbernya tidak memadai atau tidak bisa dipercaya harus segera dihapus, khususnya jika berpotensi memfi...

1842 1848 Élections législatives françaises de 1846 458 députés 1er août 1846 Type d’élection Élections législatives Corps électoral et résultats Votants 246 000 Doctrinaires – François Guizot Parti de la Résistance DoctrinairesCentre ministérielTiers parti Voix 155 718 63,32 %   5,4 Députés élus 290  24 Libéraux – Adolphe Thiers Parti du Mouvement Opposition dynastiqueCentre gaucheRépublicains Voix 90 282...

Duško Tošić oleh Steindy 2009Informasi pribadiNama lengkap Duško TošićTanggal lahir 19 Januari 1985 (umur 39)Tempat lahir Zrenjanin, SFR YugoslaviaTinggi 185 cm (6 ft 1 in)Posisi bermain BekInformasi klubKlub saat ini Guangzhou R&FNomor 3Karier senior*Tahun Tim Tampil (Gol)2018 – Guangzhou R&F 0 (0)Tim nasional2006 – Serbia 26 (1) * Penampilan dan gol di klub senior hanya dihitung dari liga domestik Duško Tošić (lahir 19 Januari 1985) adalah seorang p...

Topographic MapLocator Map Climate change in Algeria has wide-reaching effects on the country. Algeria was not a significant contributor to climate change,[1] but, like other countries in the Middle East and North Africa (MENA) region, is expected to be among the most affected by climate change impacts.[2] Because a large part of the country is in already hot and arid geographies, including part of the Sahara, already strong heat and water resource access challenges are expec...

District and municipality in Konya, TurkeyBeyşehirDistrict and municipalityTaşköprü (Stone Bridge), a historical regulator dam and bridge in BeyşehirMap showing Beyşehir District in Konya ProvinceBeyşehirLocation in TurkeyShow map of TurkeyBeyşehirBeyşehir (Turkey Central Anatolia)Show map of Turkey Central AnatoliaCoordinates: 37°40′35″N 31°43′34″E / 37.67639°N 31.72611°E / 37.67639; 31.72611CountryTurkeyProvinceKonyaGovernment • Mayor...

The sea ice cover of the Arctic Ocean and its vicinity NOAA projected Arctic changes This animation shows the Arctic Ocean melt during the summer of 2011. This visual shows the Arctic sea ice change and the corresponding absorbed solar radiation change during June, July, and August from 2000 through 2014. The Arctic ice pack is the sea ice cover of the Arctic Ocean and its vicinity. The Arctic ice pack undergoes a regular seasonal cycle in which ice melts in spring and summer, reaches a minim...

American venture capital firm Canaan Management, LLCTrade nameCanaan PartnersCompany typePrivateIndustryVenture CapitalPredecessorGE Venture CapitalFounded1987; 37 years ago (1987)FoundersHarry ReinEric YoungHeadquartersStamford, Connecticut, U.S.AUMUS$6.8 billion (April 2023)[1]Websitewww.canaan.comFootnotes / references[2] Canaan Partners (Canaan) is an American venture capital firm headquartered in Stamford, Connecticut with offices in San Fr...

Type of motorcycle Münch Mammut 4 1200 TTSThe Münch Mammut 1200 carburetor model with 10 in (250 mm) front drum brakeAlso calledMammut (German), Münch 4 1200Production1966–1975PredecessorMünch-4 TTS 1100Successor4 1200 TTS-EClassSport touringEngine1,177 cc (71.8 cu in), inline transverse four cylinder SOHC with two twin-choke Weber carburetors[1]Bore / stroke75 mm × 66.6 mm (2.95 in × 2.62 in)Top speed137 mph (220...

本文或本章節是關於未來的公共运输建設或計划。未有可靠来源的臆測內容可能會被移除，現時內容可能與竣工情況有所出入。 此条目讲述中国大陆處於施工或详细规划阶段的工程。设计阶段的資訊，或許与竣工后情況有所出入。无可靠来源供查证的猜测会被移除。 设想中的三条路线方案[1]。 臺灣海峽隧道或臺湾海峡橋隧（英語：Taiwan Strait Tunnel Project）是一项工程�...

Canadian Cabinet minister; main legal advisor to the government Minister of JusticeAttorney General of CanadaMinistre de la Justiceprocureur général du CanadaIncumbentArif Viranisince July 26, 2023Department of JusticeStyleThe HonourableAbbreviationMoJAG[1]Member ofParliamentPrivy CouncilCabinet[2]Reports toParliamentPrime Minister[3]AppointerMonarch (represented by the governor general);[4]on the advice of the prime minister[5]Term lengthAt His ...

American nonprofit humanitarian organization This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (May 2024) American Red CrossAmerican Red Cross National Headquarters in Washington, D.C.FormationMay 21, 1881; 143 years ago (1881-05-21)FounderClara BartonTypeCharitable organizationTax ID no. 53-0196605Legal statusInstrumentality of the...

Mathematical result on infinite trees For other uses, see König's theorem (disambiguation). This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (February 2021) (Learn how and when to remove this message) Kőnig's 1927 publication Kőnig's lemma or Kőnig's infinity lemma is a theorem in graph theory due to the Hungarian mathematician Dénes Kőnig who published i...

Pour les articles homonymes, voir Yeats. William Butler Yeats William Butler Yeats photographié par Alice Boughton en 1903. Données clés Naissance 13 juin 1865 Sandymount (Royaume-Uni de Grande-Bretagne et d'Irlande) Décès 28 janvier 1939 (à 73 ans) Roquebrune Cap Martin (France) Activité principale Poète, dramaturge Distinctions Prix Nobel de littérature (1923) Auteur Langue d’écriture Anglais Mouvement Symbolisme Compléments Sénateur irlandais (1922-1928) modifier Willia...

Karl Wilhelm Friedrich Garvens, Rufname Wilhelm, 1908 geadelt mit Namensmehrung zu von Garvens-Garvensburg (* 31. Juli 1841 in Hannover; † 14. Februar 1913 ebenda) war ein deutscher Kaufmann und Unternehmer. Inhaltsverzeichnis 1 Familie 2 Wirken 3 Literatur 4 Weblinks 5 Einzelnachweise Familie Sein Vater, der Kaufmann Heinrich Theodor Garvens (1805–1890), war Mitinhaber der nach seinem Partner, dem Kaufmann Senator Carl Wilhelm Runde (* 16. August 1785; † 3. Februar 1859), benannten Fir...

Cet article est une ébauche concernant un coureur cycliste allemand. Vous pouvez partager vos connaissances en l’améliorant (comment ?). Pour plus d’informations, voyez le projet cyclisme. Sven KraussInformationsNaissance 6 janvier 1983 (41 ans)HerrenbergNationalité allemandeÉquipe actuelle MLP Bergstrasse (directeur sportif)Spécialité RouleurÉquipes amateurs 2009RSV Oschelbronn2010Hanlenke.deÉquipes professionnelles 2004-2008GerolsteinerÉquipes dirigées 2015-MLP Berg...

.nl البلد هولندا  الموقع الموقع الرسمي  تعديل مصدري - تعديل   nl. هو نطاق إنترنت من صِنف مستوى النطاقات العُليا في ترميز الدول والمناطق، للمواقع التي تنتمي إلى هولندا.[1][2] مراجع ^ النطاق الأعلى في ترميز الدولة (بالإنجليزية). ORSN [الإنجليزية]. Archived from the original on 2019-05-07...

Voce principale: Unione Sportiva Grosseto Football Club. Unione Sportiva GrossetoStagione 1961-1962Sport calcio Squadra Grosseto Allenatore Gino Vianello Presidente Mario Ferri Serie C16º posto nel girone B. Maggiori presenzeCampionato: Giussani (34) Miglior marcatoreCampionato: Zecchini (14) 1960-1961 1962-1963 Si invita a seguire il modello di voce Questa pagina raccoglie le informazioni riguardanti l'Unione Sportiva Grosseto nelle competizioni ufficiali della stagione 1961-1962. Ros...

1968 1978 Élections législatives de 1973 à Paris 31 sièges de députés à l'Assemblée nationale 4 et 11 mars 1973 Corps électoral et résultats Population 526 346 Inscrits 1 326 292 Votants au 1er tour 304 504   87,17 %  3,7 Votes exprimés au 1er tour 1 029 022 Votants au 2d tour 304 413   88,47 % Votes exprimés au 2d tour 982 669 Union des républicains de progrès Liste Union des démocrates pour la RépubliqueR�...

English scientist (1791–1867) Faraday redirects here. For other uses, see Faraday (disambiguation). Michael FaradayFRSFaraday, c. 1850sBorn(1791-09-22)22 September 1791Newington Butts, Surrey, EnglandDied25 August 1867(1867-08-25) (aged 75)Hampton Court, Middlesex, EnglandKnown for See list Faraday's law of inductionFaraday balanceFaraday cageFaraday constantFaraday cupFaraday effectFaraday's laws of electrolysisFaraday's ice pail experimentFaraday paradoxFaraday paradox (el...

Wassermoleküle, die sich um ein Natrium-Kation angeordnet haben Eine wässrige Lösung bezeichnet die Lösung eines beliebigen hydrophilen Stoffes, oft eines Salzes, in Wasser. Dass ein Stoff in Wasser gelöst ist, wird in der Summenformel und in Reaktionsgleichungen durch ein angehängtes, tiefgestelltes „(aq)“ (von lateinisch aqua ‚Wasser‘) angezeigt, beispielsweise Cl−(aq) für gelöste Chlorid-Ionen. Anhand ihrer Löslichkeit werden Stoffe auch in zwei Gruppen eingeteil...