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اقتصاد أستراليامنطقة الأعمال المركزية في سيدني هي أكبر مركز للخدمات المالية والتجارية في أستراليا.عامالدولة أسترالياعملة دولار أسترالي (AUD) = 0.72 دولار أمريكيالسنة المالية 1 يوليو – 30 يونيوالمنظمات مُتطورة/مُتقدمة[1] اقتصاد عالي الدخل[2] الإحصائياتالناتج الإجمالي �...
تيكن 2Taken 2 (بالإنجليزية) الملصق الدعائي للفيلممعلومات عامةالصنف الفني إثارة وجريمة — فيلم أكشن — vigilante film (en) المواضيع انتقام — إرهاب تاريخ الصدور 7 سبتمبر 2012 في السينما 3 أكتوبر 2012 في فرنسا 5 أكتوبر 2012 في الولايات المتحدةمدة العرض 91 دقيقةاللغة الأصلية الإنجليزيةالبلد فرن
Johnson County County in de Verenigde Staten Situering Staat Iowa Coördinaten 41°40'0NB, 91°35'0WL Algemeen Oppervlakte 1.614 km² - land 1.591 km² - water 23 km² Inwoners (2000) 111.006 (70 inw./km²) Overig Zetel Iowa City FIPS-code 19103 Opgericht 1837 Foto's Bevolkingspiramide Johnson County Statistieken volkstelling Johnson County Portaal Verenigde Staten Johnson County is een county in de Amerikaanse staat Iowa, vernoemd naar de negende vicepresident van de Verenigde S...
У Вікіпедії є статті про інші значення цього терміна: Палац Красінських. Палац Красінських у Дунаївцях Палац Красінських. Вигляд зі сторони дороги. Малюнок Наполеона Орди, 19 ст. Палац Красінських. Вигляд зі сторони дороги. Малюнок Наполеона Орди, 19 ст. 48°53′12″ пн. ш. 26�...
Football clubAS BeauvaisFull nameAssociation Sportive Beauvais OiseFounded1945; 78 years ago (1945)GroundStade Pierre Brisson, BeauvaisCapacity10,178ChairmanGuillaume Godin and Sylvain ReghemManagerSébastien DaillyLeagueNational 2 Group C2022–23National 2 Group A, 7thWebsiteClub website Home colours Away colours Association Sportive Beauvais Oise (French pronunciation: [asɔsjɑsjɔ̃ spɔʁtiv bovɛ waz]; commonly referred to as AS Beauvais, ASBO, or simply Beauv...
Short story by L. Sprague de CampThrowbackShort story by L. Sprague de CampEdd Cartier's illustration of thestory in Astounding Science-FictionCountryUnited StatesLanguageEnglishGenre(s)Science fiction short storyPublicationPublished inAstounding Science FictionPublisherStreet & Smith Publications, Inc.Media typePrint (Magazine)Publication dateMarch 1949 Throwback is a classic science fiction short story featuring atavism by L. Sprague de Camp. It was first published in the magazine A...
Historic district in Delaware, United States Not to be confused with Historic Centre of Odesa. United States historic placeOdessa Historic DistrictU.S. National Register of Historic PlacesU.S. Historic district Houses on High Street in 1958Show map of DelawareShow map of the United StatesLocationBounded roughly by Appoquinimink Creek on the southeast, High St. on the northeast, 4th St. on the northwest, and Main St. on the southwest, Odessa, DelawareCoordinates39°27′14″N 75°39′23″W&...
Untuk film berdasarkan novel ini, lihat Vegetarian (film). Vegetarian Sampul edisi IndonesiaPengarangHan KangJudul asli채식주의자 PenerjemahDeborah SmithNegaraKorea SelatanBahasaKorean, InggrisGenreFiksi kontemporer, kebudayaan Asia, fiksi sastraPenerbitChangbi Publishers (S. Korea); Portobello Books (UK)Tanggal terbit30 Oktober 2007 (S. Korea); 1 Januari 2015 (UK); 1 Februari 2016 (AS)Jenis mediaPrint (hardback) dan (paperback)Halaman160 pp (US paperback edition)ISBNISBN ...
Japanese pop girl group PerfumePerfume at the 28th Tokyo International Film Festival (2015). From left to right: Kashiyuka, A-chan and Nocchi.Background informationOriginHiroshima Prefecture, JapanGenres J-pop techno bitpop electropop dance-pop synthpop Years active2000–presentLabelsMomijiBee-hiveTokuma JapanUniversal J[1]Perfume[2]PolydorMembersAyano ŌmotoYuka KashinoAyaka NishiwakiPast membersYuka KawashimaWebsiteperfume-web.jp Perfume (パフューム, Pafyūmu) is a Jap...
Cet article est une ébauche concernant la mer. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Baie de Port-au-Prince Géographie humaine Pays côtiers Haïti Géographie physique Type Baie Localisation Golfe de la Gonâve Coordonnées 18° 37′ 03″ nord, 72° 27′ 03″ ouest Géolocalisation sur la carte : Haïti Baie de Port-au-Prince modifier La baie de Port-au-Pr...
Lotian boat racing festival Boun Suang Huea(ບຸນຊ່ວງເຮືອ)Observed byLaosTypeBuddhistDateOctober 15Related toVap Full Moon Poya (in Sri Lanka) Wan Ok Phansa (in Thailand) Thadingyut (in Myanmar) Lhabab Duchen (in Tibet and Bhutan) The boat racing festival called Boun Suang Heua[1] or Boun Xuang Heua (Lao: ບຸນຊ່ວງເຮືອ [bùn sūa̯ŋ.hɯ́a̯]) or Loy Krathong (Lao: ລອຍກະໂທງ [lóːj kā.tʰóːŋ]) is ce...
Bilateral relationsAustrian-Serbian relations Austria Serbia Foreign relations exist between Austria and Serbia and their predecessor states. Austria has an embassy in Belgrade. Serbia has an embassy in Vienna and a general consulate in Salzburg. Austria is a European Union member and Serbia is a European Union candidate. History This section may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (January 2021) The history o...
United Kingdom art charity Art FundFounded1903; 120 years ago (1903)LocationLondon, United KingdomArea served United KingdomMembers 122,000[1]Key peopleJenny Waldman (director) Lord Smith of Finsbury (chairman)Revenue £8,120,000[2]Websitehttp://www.artfund.org Art Fund (formerly the National Art Collections Fund) is an independent membership-based British charity, which raises funds to aid the acquisition of artworks for the nation. It gives grants and acts ...
Pour les articles homonymes, voir Cinq-Mai. Éphémérides Mai 1er 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 5 avril 5 juin Chronologies thématiques Croisades Ferroviaires Sports Disney Anarchisme Catholicisme Abréviations / Voir aussi (° 1852) = né en 1852 († 1885) = mort en 1885 a.s. = calendrier julien n.s. = calendrier grégorien Calendrier Calendrier perpétuel Liste de calendriers Naissances du jour modifier Le 5 ...
Капская винная змея Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:...
Paghimo ni bot Lsjbot. Idris tenerum Siyentipikinhong Pagklasipikar Kaginharian: Animalia Ka-ulo: Arthropoda Kasipak-ulo: Hexapoda Kahutong: Insecta Kahanay: Hymenoptera Kapunoang-banay: Platygastroidea Kabanay: Scelionidae Kahenera: Idris Espesye: Idris tenerum Siyentipikinhong Ngalan Idris tenerumKononova & Petrov, 1993 Kaliwatan sa insekto ang Idris tenerum.[1] Una ning gihulagway ni Kononova ug Pyotr N.Petrov ni adtong 1993.[2] Ang Idris tenerum sakop sa kahenera nga I...
German research institute GSI Helmholtz Centre for Heavy Ion ResearchGSI Helmholtzzentrum für SchwerionenforschungGSI main entrance, Darmstadt, GermanyLocation within GermanyShow map of GermanyGSI Helmholtz Centre for Heavy Ion Research (Hesse)Show map of HesseAbbreviationGSIFormation1969HeadquartersPlanckstraße 164291 Darmstadt, GermanyAdministrative Managing DirectorUlrich BreuerScientific Managing DirectorPaolo GiubellinoTechnical Managing DirectorJörg BlaurockWebsitegsi.de The GSI Helm...
似提姆龙属化石时期:早白堊紀 106 Ma PreЄ Є O S D C P T J K Pg N ▼ 似提姆龍的股骨 科学分类 界: 动物界 Animalia 门: 脊索动物门 Chordata 纲: 蜥形纲 Sauropsida 总目: 恐龍總目 Dinosauria 目: 蜥臀目 Saurischia 亚目: 獸腳亞目 Theropoda 属: †似提姆龙属 TimimusRich & Vickers-Rich, 1993 模式種 赫氏似提姆龍 Timimus hermaniRich & Vickers-Rich, 1993 似提姆龍屬(屬名:Timimus)是種虛骨�...
Himesh Patel Irudi gehiagoBizitzaJaiotzaHuntingdon, 1990eko urriaren 13a (33 urte)Herrialdea Erresuma BatuaHezkuntzaHeziketaPrince William School (en) HizkuntzakingelesaJarduerakJarduerakaktorea eta telebista-aktorea Himesh Jitendra Patel (Huntingdon, Cambridgeshire, 1990eko urriaren 13a) aktore ingelesa da, jatorri indiarrekoa (Gujarateko hinduen komunitateko gisa aurkeztu izan du bere burua). Ibilbidea Patelek Peterborougheko gazteen antzerki talde bateko kide gisa lortu zuen...
Ne doit pas être confondu avec Nombre cubique. C C 3 = 1 + 8 + 26 = 35 = 3 3 + 2 3 {\displaystyle CC_{3}=1+8+26=35=3^{3}+2^{3}} En mathématiques, un nombre cubique centré est un nombre figuré polyédrique centré comptant des points disposés dans un cube par couches successives autour du centre. Pour tout entier n ≥ 1, le n-ième nombre cubique centré est donné par la formule : C C n = n 3 + ( n − 1 ) 3 {\displaystyle CC_{n}=n^{3}+(n-1)^{3}} . Les dix premiers nombres cu...