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Halaman ini berisi artikel tentang negara berkekuasaan kecil. Untuk negara-bangsa yang penduduknya sedikit atau wilayahnya kecil, lihat Negara mikro. Kekuasaan dalam hubungan internasional Kekuatan kecil atau negara kecil adalah jenis negara yang mendominasi sistem internasional. Meski kekuatan kecil dalam sistem internasional tidak akan pernah bisa menyamai atau melampaui pengaruh kekuatan besar, mereka masih bisa memengaruhi cara kerja sistem internasional dengan kekuatan-kekuatan kecil lai...
Krylia SovetovNama lengkapProfessional Football ClubKrylia Sovetov SamaraJulukanPerya (Feathers), Krysy (Rats)Berdiri1942StadionStadion Metallurg, Samara, Rusia(Kapasitas: 33.000[1])KetuaViktor RazveyevManajer Gadzhi GadzhiyevLigaRussian Premier League2011–1212th Kostum kandang Kostum tandang Musim ini FC Krylia Sovetov Samara merupakan sebuah klub sepak bola asal Rusia yang bermain di divisi utama Liga Utama Rusia. Didirikan pada tahun 1942. Bermarkas di Samara. Klub ini memainkan ...
جائزة المجر الكبرى 1990 السباق 10 من أصل 16 في بطولة العالم لسباقات الفورمولا واحد موسم 1990 السلسلة بطولة العالم لسباقات فورمولا 1 موسم 1990 البلد المجر التاريخ 12 أغسطس 1990 مكان التنظيم حلبة المجر طول المسار 4.014 كيلومتر (2.494 ميل) المسافة 309.078 كيلومتر، (192.038 ميل) حالة الطقس جا...
This radar image acquired by the SIR-C/X-SAR radar on board the Space Shuttle Endeavour shows the Teide volcano. The city of Santa Cruz de Tenerife is visible as the purple and white area on the lower right edge of the island. Lava flows at the summit crater appear in shades of green and brown, while vegetation zones appear as areas of purple, green and yellow on the volcano's flanks. Basic principle Illustration of the SAR stripmap operation mode. Depiction of the Spotlight Image Mode Titan ...
Royal Academy of ArtsDidirikan1768LokasiPiccadilly, London W1, InggrisWisatawan1,267,784 (2009)[1] Peringkat 11 museum paling banyak dikunjungi di Inggris PresidenSir Nicholas GrimshawAkses transportasi umumPiccadilly CircusSitus webroyalacademy.org.uk Royal Academy of Arts adalah sebuah institusi seni berasal dari Burlington House di Piccadilly, London. Mempunyai posisi yang unik karena mandiri dan didanai swasta yang dipimpin oleh para seniman dan arsitek dengan tujuan untuk memprom...
(Making) a small hole in a thin material For other uses, see Perforation (disambiguation). 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: Perforation – news · newspapers · books · scholar · JSTOR (May 2010) (Learn how and when to remove this template message) A partial image of a sheet of US Postage stamps,...
Картина Уроша Предича «Косовская девушка»Косовская девушка Медиафайлы на Викискладе Косовская девушка (серб. Косовка девојка — «Косовка девушка»), девушка с Косова поля или косовская девочка — героиня сербского эпоса, самая известная аллегория Сербии и основной си...
American beverage company For the concept of a national drink, see List of national drinks. National Beverage Corp.Company typePublicTraded asNasdaq: FIZZS&P 600 componentIndustryBeverages (nonalcoholic)FoundedFort Lauderdale, Florida, United States (1985; 39 years ago (1985))HeadquartersFort Lauderdale, Florida, U.S.Key peopleNick A. Caporella, Chairman & CEOProductsSoft drinksRevenue US$1,172.9 million (2023)Net income $142.2 million (2023) 12.1% profit margin...
International athletics championship eventXXXIV South American Junior Championships in AthleticsDatesAugust 1–3Host cityBelém, Brazil VenueEstádio Olímpico do ParáLevelJuniorEvents44Participationabout 194 + guests athletes from 10 + 1 guest nation nations← 2001 Santa Fe 2003 Guayaquil → The 34th South American Junior Championships in Athletics were held at the Estádio Olímpico do Pará[1][2] in Belém, Brazil from August 1–3, 2002 in conjunction with the ...
Hungarian physicist The native form of this personal name is Eötvös Loránd. This article uses Western name order when mentioning individuals. Loránd EötvösEötvös in 1912Born27 July 1848Buda, Kingdom of HungaryDied8 April 1919(1919-04-08) (aged 70)Budapest, Hungarian Soviet RepublicNationalityHungarianAlma materUniversity of HeidelbergKnown forEötvös effect Eötvös experiment Eötvös number Eötvös ruleSpouseGizella HorvátChildrenJolán Rolanda IlonaParent(s)J�...
Henri II de Lorraine, Duc de Guise, oleh Anthony van Dyck, 1634 Lambang Adipati Guise Henry II de Lorraine, Adipati Guise ke-5 (4 April 1614, di Paris – 2 Juni 1664, di Paris) merupakan seorang aristokrat dan uskup agung berkebangsaan Prancis, ia adalah putra kedua Charles I de Guise dan Henriette Catherine de Joyeuse.[1] Pada usia lima belas tahun, ia menjadi uskup agung Rheims. Menurut Gédéon Tallemant des Réaux, ia memiliki hubungan gelap yang terkenal dengan aktris Marguerite...
Name for valley commonly used in Ireland, Scotland and the Isle of Man This article is about the geographical feature. For other uses, see Glen (disambiguation). Glendun, one of the Glens of Antrim in Northern Ireland A glen is a valley, typically one that is long and bounded by gently sloped concave sides, unlike a ravine, which is deep and bounded by steep slopes. The word is Goidelic in origin: gleann in Irish and Scottish Gaelic, glion in Manx. The designation glen also occurs often in pl...
Shadow Cabinet of the United Kingdom in 1997 Major Shadow CabinetShadow cabinet of the United KingdomMay – June 1997Date formed2 May 1997Date dissolved19 June 1997People and organisationsMonarchElizabeth IILeader of the OppositionJohn MajorDeputy Leader of the OppositionMichael HeseltineMember party Conservative PartyStatus in legislatureOfficial Opposition 165 / 659 (25%)HistoryElection(s)1997 general electionOutgoing election1997 Conservative Party leadership electionLegislatu...
Questa voce sull'argomento contee dell'Indiana è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Contea di DuboisconteaLocalizzazioneStato Stati Uniti Stato federato Indiana AmministrazioneCapoluogoJasper Data di istituzione1817 TerritorioCoordinatedel capoluogo38°21′36″N 86°52′48″W38°21′36″N, 86°52′48″W (Contea di Dubois) Superficie1 127 km² Abitanti39 674 (2000) Densità35,2 ab./km² Altre informazioniFus...
Buddhist precepts kept on observance days and festivals Buddhist devotional practices Devotional Offerings Prostration Merit-making Taking refuge Chanting / Music Pūja Holidays Buddha's Birthday Vesak Ghost Festival Uposatha Kaṭhina Precepts Five Precepts Eight Precepts Bodhisattva vow Bodhisattva Precepts Other Meditation Giving Texts Pilgrimage Fasting vte In Buddhism, the eight precepts (Sanskrit: aṣṭāṇga-śīla or aṣṭā-sīla, Pali: aṭṭhaṅga-sīla or aṭṭha-sīla) ...
Sebuah contoh poligon cembung: segilima cembung. Poligon cembung (bahasa Inggris: convex polygon) adalah poligon yang mempunyai batas berupa himpunan cembung. Hal ini berarti bahwa segmen garis di antara dua titik poligon terkandung dalam gabungan dari interior dan batas poligon. Secara khusus, poligon cembung adalah poligon sederhana (yang tidak berpotongan diri). Dengan kata lain, poligon disebut cembung jika setiap garis yang tidak mengandung semua rusuk yang memotong dua titik poligon...
American television award Primetime Emmy Award for Outstanding Supporting Actress in a Comedy SeriesThe 2023 recipient: Ayo EdebiriAwarded forOutstanding Supporting Actress in a Comedy SeriesCountryUnited StatesPresented byAcademy of Television Arts & SciencesFirst awarded1954Currently held byAyo Edebiri, The Bear (2023)Websiteemmys.com This is a list of winners and nominees of the Primetime Emmy Award for Outstanding Supporting Actress in a Comedy Series. In early Primetime Emmy Award ce...
Images representing a Turing machine The following article is a supplement to the article Turing machine. Turing machine as a mechanical device The Turing machine shown here consists of a special paper tape that can be erased as well as written with a tally mark. Perhaps the TABLE is made out of a similar read only paper tape reader, or perhaps it reads punched cards. Turing's biographer Andrew Hodges (1983) has written that Turing as a child liked typewriters. A 'miraculous machine' -- a mec...
Polish cultural golden age RenaissanceThe School of Athens (1509–1511) by Raphael Aspects Architecture Dance Fine arts Greek scholars Humanism Literature Magic Music Philosophy Science Technology Warfare Regions England France Germany Italy Poland Portugal Spain Scotland Northern Europe Low Countries History and study Age of Discovery Continuity thesis High Renaissance vte Part of a series on theCulture of Poland History Middle Ages Renaissance Baroque Enlightenment Romanticism Positivism Y...
向仲华个人资料出生1912年8月 大清帝國湖南省溆浦县观音阁乡浆池湾村逝世1981年5月21日 （69歲） 中华人民共和国广州国籍 中华人民共和国政党 中国共产党宗教信仰共产主义 学历 溆浦县县立中学 经历 红3军团第8军军部秘书、第4师政治部秘书长、第11团政治处主任、师政治部宣传科科长 《新中华报》社社长、新华社社长 晋察冀军区冀东纵队第13旅副政治委员...