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1922 novella by Stefan Zweig 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: Amok novella – news · newspapers · books · scholar · JSTOR (September 2019) (Learn how and when to remove this template message) Amok AuthorStefan ZweigOriginal titleDer AmokläuferCountryAustriaLanguageGermanGenreFictionP...

قربة ماء ساخن من عام 1925 م قربتا الماء الساخن الحديثة تظهر مع سداداتهم. قربة الماء الساخن هي قربة مملوءة بالماء الساخن وتُغلق بسدادة، تستخدم في توفير الدفء، وأيضاً لإيصال الحرارة إلى أحد أجزاء الجسم ولتدفئة السرير.[1][2][3] التاريخ المبكر كان الناس في القرن 16 يستخدم

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 April 2017. Marcelo Alessandro Gomes da SilvaInformasi pribadiTanggal lahir 10 September 1977 (umur 46)Tempat lahir BrasilPosisi bermain BekKarier senior*Tahun Tim Tampil (Gol)1997 Yokohama Flügels * Penampilan dan gol di klub senior hanya dihitung dari liga d...

Exequiel Zeballos Personalia Voller Name Oscar Exequiel Zeballos Geburtstag 24. April 2002 Geburtsort Santiago del Estero, Argentinien Größe 174 cm Position Rechtsaußen Junioren Jahre Station Sarmiento (LB) Los Dorados (TdRH) 2014–2020 Boca Juniors Herren Jahre Station Spiele (Tore)1 2020– Boca Juniors 4 (0) Nationalmannschaft Jahre Auswahl Spiele (Tore)2 Argentinien U15 2018–2019 Argentinien U17 12 (2) 1 Angegeben sind nur Ligaspiele. Stand: 23. März 2021 2 Stan...

Dua Tulisan tentang PemerintahanTwo Treatises of Government Halaman judul dari edisi pertamaPengarangJohn LockeNegaraInggrisBahasaInggrisSeriTidak adaSubjekFilsafat politikPenerbitAwnsham ChurchillTanggal terbit1689(tertanggal 1690)Jenis mediaCetak Templat:Locke Dua Tulisan tentang Pemerintahan (Two Treatises of Government atau Two Treatises of Government: In the Former, The False Principles, and Foundation of Sir Robert Filmer, and His Followers, Are Detected and Overthrown. The La...

Television channel Brit Asia TV NetworkCountryUnited KingdomHeadquartersBirminghamOwnershipOwnerTony ShergillParentPrivate ConsortiumHistoryLaunched7 April 2008 (2008-04-07)LinksWebsitebritasia.tv Brit Asia TV Network is a British television channel that is aimed at the British Asian audience. It launched in 2008[1] and is known for the Brit Asia TV Music Awards. The channel is available on satellite and publishes videos on Dailymotion and YouTube. Between June 2017 and...

Industrial district in Somerville, Massachusetts Interstate 93 over rails. Inner Belt area. The Inner Belt District is a 126-acre (0.51 km2) industrial district located in the southeastern portion of Somerville, Massachusetts. Along with nearby Brickbottom, the Inner Belt is a historically industrial zone of Somerville, with factories, warehouses, distribution centers, railroad connections, regional maintenance facilities, MBTA and Amtrak offices, retail stores and a hotel. Named after t...

Invasion de la Tchécoslovaquie par le pacte de Varsovie Informations générales Date 20 au 21 août 1968 Lieu Tchécoslovaquie Casus belli Printemps de Prague : libéralisation politique Issue Protocole de Moscou : présence militaire soviétique jusqu'en 1991 Belligérants Pacte de Varsovie : Union soviétique Bulgarie Allemagne de l'Est Hongrie Pologne  Tchécoslovaquie Commandants Léonid Brejnev Ivan Pavlovsky Andreï Gretchko Alexander Dubček Ludvík...

Football tournament season 1982–83 FDGB-Pokal← 1981–821983–84 → The 1982–83 FDGB-Pokal was the 32nd competition for the trophy. By beating FC Karl-Marx-Stadt, 1. FC Magdeburg won their 7th FDGB-Pokal title. Participants 89 teams were eligible for the 1982-83 FDGB-Pokal. The 14 DDR-Oberliga teams and the 60 DDR-Liga teams were joined by the winners of the 15 1981-82 Bezirkspokal competitions.[citation needed] Mode The Oberliga teams of the 1982-83 season j...

1947–1956 monarchy in South Asia 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: Dominion of Pakistan – news · newspapers · books · scholar · JSTOR (February 2014) (Learn how and when to remove this template message) Pakistanپاکستان (Urdu)পাকিস্তান (Bengali)1947–1956 ...

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: Pelagio Cruz – news · newspapers · books · scholar · JSTOR (May 2010) (Learn how and when to remove this template message) In this Philippine name, the middle name or maternal family name is Almazar and the surname or paternal family name is Cruz.Pelag...

Kepulauan PelagieNama lokal: Isole PelagieLampedusaGeografiLokasiLaut TengahKoordinat35°40′34″N 12°36′59″E / 35.67611°N 12.61639°E / 35.67611; 12.61639KepulauanKepulauan PelagieJumlah pulau3Pulau besarLampedusa, Linosa, LampioneLuas25,5 km2PemerintahanNegaraItaliaRegionSisiliaProvinsiAgrigentoKependudukanPenduduk6.066 jiwa (2004) Kepulauan Pelagie (bahasa Italia: Isole Pelagie, bahasa Sisilia: Ìsuli Pilaggî) dari Bahasa Yunani, péla...

Pacific typhoon in 2003 Typhoon Krovanh (Niña) Typhoon Krovanh at peak intensity on August 25Meteorological historyFormedAugust 13, 2003Remnant lowAugust 18–20, 2003DissipatedAugust 26, 2003Typhoon10-minute sustained (JMA)Highest winds120 km/h (75 mph)Lowest pressure970 hPa (mbar); 28.64 inHgCategory 2-equivalent typhoon1-minute sustained (SSHWS/JTWC)Highest winds165 km/h (105 mph)Lowest pressure954 hPa (mbar); 28.17 inHgOverall effect...

Peninsula in South-western Europe Iberia redirects here. For other uses, see Iberia (disambiguation) and Iberian (disambiguation). This article may be too long to read and navigate comfortably. Please consider splitting content into sub-articles, condensing it, or adding subheadings. Please discuss this issue on the article's talk page. (November 2023) Iberian Peninsula Native names Península Ibérica (Spanish)Península Ibérica (Portuguese)Peninsula Iberica (Aragonese)Penín...

この記事には独自研究が含まれているおそれがあります。問題箇所を検証し出典を追加して、記事の改善にご協力ください。議論はノートを参照してください。（2011年2月） 独裁者 The Great Dictator 監督 チャールズ・チャップリン脚本 チャールズ・チャップリン製作 チャールズ・チャップリン出演者 チャールズ・チャップリンポーレット・ゴダードジャック・オーキー�...

Коммунизм Теория и практика Марксизм Коммунистическое общество Мировой Коммуна Социалистическая революция Плановая экономика Каждому по труду Антикапитализм Безгосударственное общество Классовая борьба Диктатура пролетариата Коллективизм Коллективная собственно...

List of events ← 1998 1997 1996 1999 in Portugal → 2000 2001 2002 Centuries: 18th 19th 20th 21st Decades: 1970s 1980s 1990s 2000s 2010s See also:List of years in Portugal Events in the year 1999 in Portugal. Incumbents President: Jorge Sampaio Prime Minister: António Guterres (Socialist) Events January to June 1 January – Portugal joins ten other European nations in officially adopting the euro currency. With euro banknotes and coins not set to be introduced until 2002, the esc...

I-Kiribati politician This article needs to be updated. Please help update this article to reflect recent events or newly available information. (July 2020) David CollinsMinister for Education[1]Minister for Women, Youth and Sports[2]IncumbentAssumed office 15 March 2016Member of the House of Assembly for Maiana[2][4]IncumbentAssumed office 8 January 2016[3]President of the Kiribati National Olympic Committee[6]IncumbentAssumed office...

利斯莱拉努瓦Lys-lez-Lannoy 法國市镇 徽章利斯莱拉努瓦的位置 利斯莱拉努瓦显示法国的地图利斯莱拉努瓦显示北部省的地图坐标：50°40′17″N 3°12′52″E / 50.6714°N 3.2144°E / 50.6714; 3.2144国家 法國大区 上法蘭西大區省 北部省区里尔区社区里尔欧洲都会区面积1 • 市镇3.26 平方公里（1.26 平方英里）人口（2021年）[1] •...

Pravokotni trapez Zgled pravokotnega tangentnega trapeza Pravokótni trapéz je trapez v katerem obstaja notranji pravi kot (π/2, 90°). Zaradi definicije trapeza (štirikotnik z dvema vzporednima stranicama) morata seveda obstajati dva notranja prava kota in dva para pravokotnih stranic, oziroma en krak d je pravokoten na obe osnovnici a, c. Splošne značilnosti pravokotni trapez nima osne simetrije. diagonali nista skladni (enako dolgi). diagonali nista pravokotni, zato pravokotni trapez ...