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Convex polytopes in R³ with congruent corresponding faces must be congruent to each other Cauchy's theorem is a theorem in geometry, named after Augustin Cauchy. It states that convex polytopes in three dimensions with congruent corresponding faces must be congruent to each other. That is, any polyhedral net formed by unfolding the faces of the polyhedron onto a flat surface, together with gluing instructions describing which faces should be connected to each other, uniquely determines the s...
Jules Joseph LefebvreJules Joseph Lefebvre (paling lambat 1903)Lahir(1836-03-14)14 Maret 1836[1]Tournan-en-Brie, Seine-et-Marne, PrancisMeninggal24 Februari 1911(1911-02-24) (umur 74)[1][2]Paris, PrancisNama lainJules Lefebvre[2]PekerjaanPelukis Jules Lefebvre in his studio Jules Joseph Lefebvre (bahasa Prancis: [ʒyl ʒɔzɛf ləfɛvʁ]; 14 Maret 1836 – 24 Februari 1911) adalah seorang tokoh Perancis pelukis, pendidik dan ahli t...
العصر الإدياكاري قك ك أ س د ف بر ث ج ط ب ن Ediacaran اسماء اخرى عصر الفيندي الرمز NP3 المستوى الزمني عصر الحقبة الطلائع الحديثة -الدهر الطلائع - -الأمد ما قبل الكامبري علم الطبقات البداية ≈635 م.س.مضت النهاية 541 ± 1.0 م.س.مضت المدة 94 م.س تقريبا الكرايوجيني الكامبري الحياة القديمة ...
2017 American adult industry award ceremony 35th AVN AwardsDateJanuary 27, 2018 (2018-01-27)SiteThe JointHard Rock Hotel and Casino, Paradise, Nevada, USAHosted by Harli Lotts[1] Angela White[1] HighlightsBest PictureHalf His Age: A Teenage TragedyMost awards Justice League XXX: An Axel Braun Parody (6) Angela 3 (6) Most nominationsJustice League XXX: An Axel Braun Parody (13)Television coverageNetworkShowtime ← 34th AVN Awards 36th → The 3...
Pemilihan umum Wali Kota London 2016201220205 Mei 2016Kehadiran pemilih45.3%Kandidat Calon Sadiq Khan Zac Goldsmith Partai Buruh Konservatif Suara rakyat 1.536.806 1.159.969 Persentase 56,9% 43,0% Peta persebaran suara Hasil pemilihan. Merah adalah wilayah dengan suara terbanyak untuk Sadiq Khan dan biru untuk Zac Goldsmith. Pemilihan umum Wali Kota London 2016 adalah pemilihan umum yang diadakan pada tanggal 5 Mei 2016 untuk memilih Wali Kota London. Pemilihan ini diadakan pada ...
Comune in Apulia, ItalyRacale Griko: IràkliaComuneComune di Racale Coat of armsLocation of Racale RacaleLocation of Racale in ItalyShow map of ItalyRacaleRacale (Apulia)Show map of ApuliaCoordinates: 39°58′N 18°6′E / 39.967°N 18.100°E / 39.967; 18.100CountryItalyRegionApuliaProvinceLecce (LE)FrazioniTorre SudaGovernment • MayorDonato MetalloArea[1] • Total24.29 km2 (9.38 sq mi)Elevation55 m (180 ft)Popul...
This article's factual accuracy may be compromised due to out-of-date information. Please help update this article to reflect recent events or newly available information. (January 2024) Diplomatic relations Afghanistan and Bangladesh Bilateral relationsAfghanistan–Bangladesh relations Afghanistan Bangladesh Diplomatic missionAfghan Embassy, DhakaBangladeshi Embassy, Tashkent, Uzbekistan Afghanistan–Bangladesh relations refer to the bilateral relations between Bangladesh and Afghanistan. ...
Behavioral paradigm in which organisms learn to predict aversive events Not to be confused with exposure therapy. Pavlovian fear conditioning is a behavioral paradigm in which organisms learn to predict aversive events.[1] It is a form of learning in which an aversive stimulus (e.g. an electrical shock) is associated with a particular neutral context (e.g., a room) or neutral stimulus (e.g., a tone), resulting in the expression of fear responses to the originally neutral stimulus or c...
Federal constituency of Selangor, Malaysia Sepang (P113) Selangor constituencyFederal constituencyLegislatureDewan RakyatMPAiman Athirah SabuPHConstituency created1958First contested1959Last contested2022DemographicsPopulation (2020)[1]384,244Electors (2023)[2]173,518Area (km²)[3]841Pop. density (per km²)456.9 Sepang is a federal constituency in Sepang District and Kuala Langat District, Selangor, Malaysia, that has been represented in the Dewan Rakyat since 1959. Th...
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 Januari 2023. Ada usul agar artikel ini digabungkan ke Fenomena 2012. (Diskusikan) Prediksi Kiamat 2012 adalah hipotesis yang menyatakan kiamat akan terjadi pada tahun 2012. Versi Kalender Hitung Panjang Putaran Kalender Hitung Panjang ke-4 akan berakhir pada tangga...
South Korean actress (born 1986) In this Korean name, the family name is Kim. In the stage name or pen-name, the surname is Song. Song Ha-yoonSong in 2023BornKim Mi-sun (1986-12-02) December 2, 1986 (age 37)Seoul, South KoreaOther namesKim Byul (김별)OccupationActressYears active2003–presentAgentKing Kong by Starship[1]Korean nameHangul김미선Revised RomanizationGim Mi-seonMcCune–ReischauerKim MisŏnStage nameHangul송하윤Hanja宋昰昀Revised RomanizationSong...
UN-administered demilitarised zone on Cyprus 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: United Nations Buffer Zone in Cyprus – news · newspapers · books · scholar · JSTOR (July 2012) (Learn how and when to remove this message) United Nations Buffer Zone in CyprusThe UN Buffer Zone is shown in light blue...
This article needs to be updated. Please help update this article to reflect recent events or newly available information. (March 2017) This article is part of a series onHealthcare reform in theUnited States History Debate Legislation Preceding Social Security Amendments of 1965 EMTALA (1986) HIPAA (1996) Medicare Modernization Act (2003) PSQIA (2005) Superseded Affordable Health Care for America (H.R. 3962) America's Affordable Health Choices (H.R. 3200) Baucus Health Bill (S. 1796) Propos...
Austrian archive for sound recordings and videos Medienarchiv Österreichische Mediathek Analogspeicher The Österreichische Mediathek (Austrian Mediatheque[clarification needed]) is the Austrian archive for sound recordings and videos on cultural and contemporary history. It was founded in 1960 as Österreichische Phonothek (Austrian Phonothek) by the Ministry of Education and has been a branch of the Technisches Museum Wien (Vienna Technical Museum) since 2001. As video and sound ar...
ويكيبيديا الإنجليزية البسيطةالشعارمعلومات عامةموقع الويب simple.wikipedia.org (الإنجليزية المبسطة) تجاري؟ لانوع الموقع موسوعة حرةتاريخ الإطلاق 17 نوفمبر 2003التأسيس 18 سبتمبر 2001[1] الجوانب التقنيةاللغة لغة إنجليزية مبسطةترخيص المحتوى رخصة المشاع الإبداعي الملزِمة بالنسب لمؤلِ�...
Banjir Malaysia 2021Depresi tropis 29W dari udaraTanggal16 Desember 2021 – 19 Januari 2022(1 bulan dan 3 hari)LokasiSemenanjung MalaysiaPenyebabDepresi tropis 29W, Angin Muson Timur Laut Depresi tropis 29WDepresi tropis (skala JMA)Depresi tropis (SSHWS)Terbentuk pada14 DesemberMereda pada17 Desember Kecepatan anginmaksimal10 menit: 55 km/jam 1 menit: 55 km/jam Tekanan minimal1006 hPa (mbar) Banjir Malaysia 2021 adalah peristiwa banjir yang melanda Semenanjung Malaysia pada De...
Finales de la NBA de 1988 Equipo Entrenador Victorias Los Angeles Lakers Pat Riley 4 Detroit Pistons Chuck Daly 3 Fechas: 7 de junio - 21 de junio MVP:James Worthy(Los Angeles Lakers) Televisión:CBS (Estados Unidos) Comentaristas:Dick Stockton y Billy Cunningham Partido 6: Hugh Evans y Ed T. Rush Partido 7: Jake O'Donnell y Earl Strom Hall of Famers:Kareem Abdul-Jabbar (1995)Adrian Dantley (2008)Joe Dumars (2006)Magic Johnson (2002)Isiah Thomas (2000)James Worthy (2003)Entrenadores:Chuck Da...
British manufacturer of unmanned aerial vehicles Malloy AeronauticsIndustryAerospaceFounded2013FounderChris MalloyHeadquartersMaidenhead, EnglandKey peopleNeil Appleton (CEO)[1]ProductsSee ProductsParentBAE SystemsWebsitehttps://www.malloyaeronautics.com Malloy Aeronautics is a British company which specialises in the research and development of heavy lift vertical take-off and landing (VTOL) unmanned aerial vehicles (UAVs). Based in Maidenhead, England, the company was founded in 201...
英格兰都铎玫瑰 都鐸玫瑰 （英语：Tudor rose），有时被称为英格兰玫瑰（English Rose），是英格兰传统纹章，其名源自都铎王朝。 起源 当英格兰国王亨利七世通过战争夺取了理查三世的王位时，也使得兰开斯特家族（纹章为红玫瑰）与约克家族（纹章为白玫瑰）之间的玫瑰战争终止。亨利七世的父亲埃德蒙·都铎来自里士满家族，母亲玛格丽特·博福特来自兰开斯特家族，他�...
Former Israeli ambassador to the U.S. Ron Dermerרון דרמרOfficial portrait, 2023Ministerial roles2022–presentMinister of Strategic AffairsDiplomatic roles2013–2021Ambassador to the United States Personal detailsBorn (1971-04-16) April 16, 1971 (age 53)Miami Beach, Florida, U.S.CitizenshipAmerican (1971–2005)Israeli (1997–present)Political partyLikudSpouses Adi Blumberg (m. 1998; died 2000) Rhoda Pagano &#...