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Delta sungai Ebro, dilihat dari luar angkasa. Daerah aliran sungai Ebro di Spanyol. Sungai Ebro (Spanyol: Ebro Catalan: Ebre) adalah sungai terbesar di Spanyol. Sungai Ebro dimulai dari Fontibre (prois Spain's most voluminous river. It starts at Fontibre, Cantabria dan melewati Miranda de Ebro, Logroño, Zaragoza, Flix, Tortosa, dan Amposta sebelum bermuara di Laut Mediterania di provinsi Tarragona. Nama Bangsa Romawi Kuno menamakan sungai ini Sungai Iber (Iberus Flumen), yang merupakan asal ...
The United States of America—Post-World War II Era1945–1964Martin Luther King, Jr. leads civil rights protestors during the March on Washington for Jobs and Freedom, August 28, 1963. The 1950s and 1960s were a time of major social and political changes in the United States.LocationUnited StatesIncludingNew Deal Era Early Cold War Third Industrial Revolution Migrations:Second Great MigrationGreat Plains ExodusAppalachian migrationPresident(s)Franklin D. RooseveltHarry S. Truman Dwight D. ...
American baseball player (1859–1942) Baseball player Jesse DuryeaPitcherBorn: (1859-09-07)September 7, 1859Osage, Iowa, U.S.Died: August 19, 1942(1942-08-19) (aged 82)Algona, Iowa, U.S.Batted: RightThrew: RightMLB debutApril 20, 1889, for the Cincinnati Red StockingsLast MLB appearanceJuly 15, 1893, for the Washington SenatorsMLB statisticsWin–loss record59–67Earned run average3.45Strikeouts416 Teams Cincinnati Red Stockings/Reds (1889–1892) St. Loui...
Elezioni generali in Spagna del 2000 Stato Spagna Data 12 marzo Legislatura VII Assemblee Congresso dei Deputati, Senato di Spagna Affluenza 68,71% ( 8,67%) Leader José María Aznar Joaquín Almunia Artur Mas Liste PP PSOE CU Congresso dei Deputati Voti 10.321.17844,52% 7.918.75234,16% 970 4214,19% Seggi 183 / 350 125 / 350 15 / 350 Senato di Spagna Seggi 127 / 208 53 / 208 8 / 208 Distribuzione del voto per provincia (Congresso) Governi Aznar II 1996 2004 Le elezioni generali in Spag...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne s'appuie pas, ou pas assez, sur des sources secondaires ou tertiaires (janvier 2019). Pour améliorer la vérifiabilité de l'article ainsi que son intérêt encyclopédique, il est nécessaire, quand des sources primaires sont citées, de les associer à des analyses faites par des sources secondaires. Guerre sino-vietnamienne(Troisième Guerre d'Indochine) Théâtre des opérations. Informations ...
Cet article concerne la série télévisée. Pour son adaptation au cinéma, voir L'Agence tous risques (film). Pour les articles homonymes, voir ATR. Ne doit pas être confondu avec Pour l'amour du risque. L'Agence tous risques Logo original de la série. Données clés Titre original The A-Team Genre Série d'action Création Frank LupoStephen J. Cannell Acteurs principaux George PeppardDirk BenedictDwight SchultzMister T Musique Mike PostPete Carpenter (en) Pays d'origine États-...
Psychological experience of something being strangely familiar For other uses, see Uncanny (disambiguation). Repliee Q2 is a lifelike robot seen by some as being uncanny, developed by roboticists at Osaka University. It can mimic such human functions like blinking, breathing and speaking, with the ability to recognize and process speech and touch, and then respond in kind. The uncanny is the psychological experience of an event or thing that is unsettling in a way that feels oddly familiar, r...
Batalyon Infanteri Para Raider 503/MayangkaraLambang Yonif Para Raider 503/MayangkaraDibentuk9 Desember 1945NegaraIndonesiaCabangInfanteriTipe unitPara RaiderPeranPasukan Pemukul Reaksi Cepat Lintas UdaraBagian dariBrigif Para Raider 18/TrisulaMarkasMojokerto, Jawa TimurJulukanYonif PR 503 /MKMotoMayangkaraBaretHijau LumutMaskotKuda PutihUlang tahun9 Desember Batalyon Infanteri Para Raider 503/Mayangkara atau yang disebut Yonif Para Raider 503/Mayangkara merupakan Pasukan tempur yang sebelumn...
Former army of the Polish People's Republic For other uses, see Polish People's Army (disambiguation). For the current military of Poland, see Polish Armed Forces. Not to be confused with Home Army. 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 ma...
Trump–Russia relations Business interactions Bayrock Group Business projects of Donald Trump in Russia Trump Tower Moscow Russian election interference 2016 US election leaks Associates' links with Russian officials and spies Cambridge Analytica Classified information disclosures Clinton emails Cyberwarfare by Russia Data seizure DCLeaks Democratic National Committee cyber attacks Democratic National Committee v. Russian Federation Dismissal of James Comey Facebook–Cambridge Analytica da...
Para otros usos de este término, véase Himno (desambiguación). La Marsellesa, himno nacional francés Un himno es un canto o un texto lírico que expresa sentimientos positivos, de alegría y celebración. En la antigüedad era una composición coral en honor a una divinidad y es retomado con pleno valor litúrgico en la literatura latina cristiana de la Edad Media (por ejemplo, el Pange lingua escrito por Tomás de Aquino para conmemorar el día del Corpus). El vocablo deriva del idioma ...
Ability to apply numerical concepts This article is about the ability to apply numerical concepts. For the academic journal, see Numeracy (journal). Innumeracy redirects here. For the book, see Innumeracy (book). Children in Laos have fun as they improve numeracy with Number Bingo. They roll three dice, construct an equation from the numbers to produce a new number, then cover that number on the board, trying to get four in a row. Number bingo improves math skills. LPB Laos. Numeracy is the a...
Americo Porfidia Deputato della Repubblica ItalianaLegislaturaXV, XVI Gruppoparlamentare Italia dei Valori fino al 7 gennaio 2009 Gruppo misto fino al 21 dicembre 2010 Noi Sud fino al 20 gennaio 2011 Iniziativa Responsabile fino al 3 novembre 2011 Gruppo misto dal 3 novembre 2011[1][2] CoalizionePD-IdV Incarichi parlamentari IV COMMISSIONE (DIFESA) dal 14/05/08 al 30/01/09 IV COMMISSIONE (AFFARI SOCIALI) dal 30/01/09 al 13/10/10 IV COMMISSIONE (DIFESA) dal 13/10/10 ...
この項目では、政治家について記述しています。法学者の同名の人物については「田邊誠 (法学者)」をご覧ください。 「田辺誠」あるいは「田辺眞人」とは別人です。 日本の政治家田邊 誠たなべ まこと生年月日 (1922-02-25) 1922年2月25日出生地 日本 群馬県前橋市没年月日 (2015-07-02) 2015年7月2日(93歳没)出身校 旧制逓信官吏練習所(現・郵政大学校中央郵政研修センタ�...
本文介绍的是地理上的爱尔兰岛。关于其上的国家和地区,詳見「爱尔兰共和国」和「北爱尔兰」。关于愛爾蘭的其它含義,詳見「愛爾蘭 (消歧義)」。 关于与「爱尔兰岛」標題相近或相同的条目页,請見「爱尔兰岛 (消歧義)」。 53°20′N 08°00′W / 53.333°N 8.000°W / 53.333; -8.000 愛爾蘭愛爾蘭語:Éire;英語:Ireland;阿爾斯特蘇格蘭語:Airla...
Numbers whose sum of divisors is twice the number minus 1 Demonstration, with Cuisenaire rods, that the number 8 is almost perfect, and deficient. In mathematics, an almost perfect number (sometimes also called slightly defective or least deficient number) is a natural number n such that the sum of all divisors of n (the sum-of-divisors function σ(n)) is equal to 2n − 1, the sum of all proper divisors of n, s(n) = σ(n) − n, then being equal to n − 1. The only kno...
RTL LoungeCaractéristiquesCréation 2 octobre 2009Propriétaire CLT-UFA S.A. / RTL GroupLangue NéerlandaisPays LuxembourgStatut Généraliste nationale privéeSiège social Direction générale et diffusion : CLT-UFA S.A. 45, boulevard Pierre Frieden Kirchberg 1543 Luxembourg (Luxembourg) Production des programmes : RTL Nederland Holding BV Sumatralaan 47 1217 GP Hilversum (Pays-Bas)Site web www.rtllounge.nlDiffusionAnalogique NonNumérique NonSatellite NonCâble...
Former position in the British government Not to be confused with the post of Paymaster General, created in 1836 by the merger of the positions of Paymaster of the Forces, Treasurer of the Navy, Paymaster and Treasurer of Chelsea Hospital and Treasurer of the Ordnance. His Majesty's Paymaster of the ForcesOffice of HM Paymaster of the ForcesStyleThe Right HonourableInaugural holderSir Stephen FoxFormation18 March 1661Abolished1 December 1836SuccessionPaymaster General The Paymaster of the For...
「尾道道」はこの項目へ転送されています。歴史上の街道については「石見銀山街道」をご覧ください。 「尾道福山自動車道」とは異なります。 高速自動車国道(無料) E54 尾道自動車道 地図 路線延長 49.9 km 制定年 1987年(昭和62年) 開通年 2010年(平成22年) - 2015年(平成27年) 起点 広島県尾道市(尾道JCT) 主な経由都市 広島県世羅郡世羅町 終点 広島県三次市(三�...
再見了,我的克拉默 中文第1卷封面 さよなら私のクラマー Good-bye, Cramer[a]Farewell, My Dear Cramer[b] 假名 さよならわたしのクラマー 罗马字 Sayonara Watashi no Kuramā 類型 足球漫畫 漫画 作者 新川直司 出版社 講談社 東立出版社 連載雜誌 月刊少年Magazine 連載期間 2016年6月號—2021年1月號 冊數 全14卷 5卷(2019年6月) 電視動畫 原作 新川直司 導演 宅野誠起 剧本统筹 高橋...