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Географический факультетМосковский государственный университет имени М. В. Ломоносова Английское название Faculty of Geography MSU Год основания 1938 Декан C. A. Добролюбов[1] Месторасположение 119991, Москва, ГСП-1, Ленинские горы, МГУ, д. 1, Главное здание, Сектор «А»,17—22 этажи. Сайт geo...

Dalam termodinamika, titik tripel sebuah zat merupakan suhu dan tekanan ketika tiga fase (gas, cair, dan padat) zat tersebut berada dalam kesetimbangan termodinamika.[1] Sebagai contoh, titik tripel raksa terdapat pada suhu −38,8344 °C dan tekanan 0,2 mPa. Selain titik tripel antara zat padat, cair, dan gas, terdapat pula titik-titik tripel yang melibatkan lebih dari satu fase padat untuk zat yang memiliki banyak polimorf. Helium-4 merupakan contoh kasus khusus di mana ti...

Building in Tehran, Iran Azadi TowerBorj-e ĀzādiAzadi TowerLocation within IranFormer namesShahyad Tower (tr. Shah's Memorial Tower)EtymologyFreedom TowerGeneral informationLocationTehran, IranCoordinates35°41′58″N 51°20′16″E / 35.69944°N 51.33778°E / 35.69944; 51.33778OpenedJanuary 14, 1972InauguratedOctober 16, 1971Cost$6 millionClientCouncil of CelebrationsHeightRoof45 m (148 ft)Design and constructionArchitect(s)Hossein AmanatStructural...

Women's team sprint at the 2023 UEC European Track ChampionshipsVenueTissot Velodrome, GrenchenDate8 FebruaryCompetitors29 from 9 nationsWinning time46.865Medalists  Lea FriedrichPauline GraboschEmma HinzeAlessa-Catriona Pröpster   Germany Lauren BellEmma FinucaneKaty MarchantSophie Capewell   Great Britain Kyra LamberinkSteffie van der PeetHetty van de Wouw   Netherlands← 20222024 → 2023 UEC Europea...

1811 battle during the Peninsular War This article's tone or style may not reflect the encyclopedic tone used on Wikipedia. See Wikipedia's guide to writing better articles for suggestions. (January 2023) (Learn how and when to remove this template message) Battle of Fuentes de OñoroPart of the Peninsular WarCaptain Norman Ramsay, Royal Horse Artillery, Galloping his Troop Through the French Army to Safety at the Battle of Fuentes de Oñoro, 1811 by George Bryant CampionDate3–5 May 1811 ...

Pour les articles homonymes, voir Bonaventure et Fidanza. Bonaventure de Bagnorea Saint catholique Biographie Nom de naissance Giovanni Fidanza Naissance entre 1217 et 1221Bagnorea (aujourd'hui Bagnoregio), Latium, États pontificaux Ordre religieux Ordre des Frères mineurs de saint François Décès juillet 1274 Lyon, royaume d'Arles Cardinal de l'Église catholique Créécardinal 1273 par le pape Grégoire X Titre cardinalice cardinal-évêque d'Albano Évêque de l'Église catholique Fon...

此條目可参照英語維基百科相應條目来扩充。 (2021年5月6日)若您熟悉来源语言和主题，请协助参考外语维基百科扩充条目。请勿直接提交机械翻译，也不要翻译不可靠、低品质内容。依版权协议，译文需在编辑摘要注明来源，或于讨论页顶部标记{{Translated page}}标签。 约翰斯顿环礁Kalama Atoll 美國本土外小島嶼 Johnston Atoll 旗幟颂歌：《星條旗》The Star-Spangled Banner約翰斯頓環礁�...

Национальное аэрокосмическое агентство Азербайджана Штаб-квартира Баку, ул. С. Ахундова, AZ 1115 Локация  Азербайджан Тип организации Космическое агентство Руководители Директор: Натиг Джавадов Первый заместитель генерального директора Тофик Сулейманов Основание Осн�...

برودوس   الاسم الرسمي (بالإنجليزية: Broadus)‏    الإحداثيات 45°26′34″N 105°24′33″W / 45.442777777778°N 105.40916666667°W / 45.442777777778; -105.40916666667   [1] تقسيم إداري  البلد الولايات المتحدة[2]  التقسيم الأعلى مقاطعة بودير ريفير  عاصمة لـ مقاطعة بودير ريفير  خصائص جغ...

This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (March 2019) Omar MuradIn-charge of the Syria Branch of the Popular Front for the Liberation of Palestine (PFLP) Personal detailsNationalityPalestinianPolitical partyPopular Front for the Liberation of Palestine (PFLP)OccupationPolitician Omar Murad (Arabic: عمر مراد, kunya 'Abu al-Majed') is a Palestinian politician. As of 2015,...

Record of the net flow of investment into an economy For the accountancy use of the term, see Capital account (financial accounting). In macroeconomics and international finance, the capital account, also known as the capital and financial account, records the net flow of investment into an economy. It is one of the two primary components of the balance of payments, the other being the current account. Whereas the current account reflects a nation's net income, the capital account reflects ne...

قانون هابلمعلومات عامةسُمِّي باسم إدوين هابلجورج لومتر المكتشف أو المخترع جورج لومترإدوين هابل زمن الاكتشاف أو الاختراع 1927 تعريف الصيغة v = H 0 D {\displaystyle v=H_{0}D} الرموز في الصيغة H 0 {\displaystyle H_{0}} v {\displaystyle v} D {\displaystyle D} تعديل - تعديل مصدري - تعديل ويكي بيانات جزء من سلسلة عنعلم الكو�...

British Army officer This article is about the Napoleonic Wars general. For the First World War general, see Henry Mackinnon. Major-GeneralHenry MacKinnonBornAugust 1773Longwood House, Winchester, EnglandDied19 January 1812Ciudad Rodrigo, SpainBuriedEspeja, SpainAllegiance United KingdomService/branch British ArmyYears of service1790–1812RankMajor-GeneralUnitColdstream GuardsCommands heldTalavera garrisonBrigade, 3rd DivisionBattles/wars French Revolutionary Wars Irish Rebellion of 179...

Italo MontemezziBiographieNaissance 31 mai 1875 ou 4 août 1875VigasioDécès 15 mai 1952VigasioNationalité italienneFormation Conservatoire Giuseppe-VerdiActivité CompositeurAutres informationsA travaillé pour Conservatoire Giuseppe-VerdiGenre artistique OpéraŒuvres principales L'Amore dei tre remodifier - modifier le code - modifier Wikidata Italo Montemezzi Italo Montemezzi (né le 31 mai ou le 4 août 1875 à Vigasio, dans la province de Vérone, en Vénétie et mort le 15 mai 1952 d...

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: Culture of New Zealand – news · newspapers · books · scholar · JSTOR (January 2017) (Learn how and when to remove this message) Part of a series on theCulture of New ZealandKiwiana History Timeline Independence Colonial Pākehā settlers Pākehā Māori Domini...

Military units trained to conduct special operations Special Operations Forces redirects here. For other uses, see Special Operations Force (Singapore), Special Operations Forces (Russia), and Special Operations Forces (Ukraine). Crack-troops redirects here. For the military formation, see Shock troops. For other uses, see Special forces (disambiguation) and Elite Force (disambiguation). An American special forces team moves together out of an U.S. Air Force CV-22 Osprey aircraft on February ...

Sylvia sardaTình trạng bảo tồnÍt quan tâm  (IUCN 3.1)Phân loại khoa họcGiới (regnum)AnimaliaNgành (phylum)ChordataLớp (class)AvesBộ (ordo)PasseriformesHọ (familia)SylviidaeChi (genus)SylviaLoài (species)S. sardaDanh pháp hai phầnSylvia sarda Cuculus canorus canorus + Sylvia sarda Sylvia sarda là một loài chim trong họ Sylviidae.[1] Chú thích ^ Clements, J. F.; Schulenberg, T. S.; Sullivan, B.L.; Wood, C. L.; Roberson, D. (2012). “The eBird/Cle...

c. 1831 watercolor by Eugène Delacroix Cromwell with the Coffin of Charles I (c. 1831) by Eugène Delacroix Cromwell with the Coffin of Charles I is a partially-varnished c. 1831 watercolour by the French painter Eugène Delacroix, now in the Département des Arts graphiques of the Louvre in Paris. Production The work was painted as a reaction against Paul Delaroche's Cromwell and Charles I  [fr], exhibited at the 1831 Paris Salon, the first to be held after the July Revol...

German mathematician Paul KoebePaul Koebe (1930)Born(1882-02-15)15 February 1882Luckenwalde, German EmpireDied6 August 1945(1945-08-06) (aged 63)Leipzig, GermanyNationalityGermanAlma materUniversity of BerlinKnown forKoebe functionKoebe 1/4 theoremKoebe–Andreev–Thurston theoremPlanar Riemann surfaceUniformization theoremAwardsAckermann–Teubner Memorial Award (1922)Scientific careerFieldsMathematicsInstitutionsUniversity of LeipzigUniversity of JenaAcademic advisors Herman...

Arte iranicaDinastia Qajar, altorilievo a Tangeh Savashi, dell'epoca di Fath Ali Shah, c. 1800, una copia di un antico persiano..Metà di un tappeto Safavide, in lana, seta e filo metallico, 1600 circa L'arte iranica o arte persiana (persiano: هنر ایرانی) ha uno dei più ricchi patrimoni artistici nella storia del mondo ed è stata importante per l'architettura, la pittura, la tessitura, la produzione della ceramica, la calligrafia, la lavorazione dei metalli e la scultura. In te...