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Biologi selSel hewanKomponen sel hewan pada umumnya: Nukleolus Inti sel Ribosom (titik-titik kecil sebagai bagian dari no. 5) Vesikel Retikulum endoplasma kasar Badan Golgi Sitoskeleton Retikulum endoplasma halus Mitokondria Vakuola Sitosol (cairan yang berisi organel, yang terdiri dari sitoplasma) Lisosom Sentrosom Membran sel Sistem endomembran sel. Retikulum endoplasma (RE, kata retikulum diturunkan dari bahasa Latin berarti di dalam sitoplasma, kata endoplasmik berarti di dalam sitoplasma...
سينيشا ميهايلوفيتش (بالصربية: Синиша Михајловић) معلومات شخصية الميلاد 20 فبراير 1969[1] فوكوفار الوفاة 16 ديسمبر 2022 (53 سنة) [2] روما[2] سبب الوفاة ابيضاض الدم[3] مكان الدفن مقبرة كامبو فيرانو [لغات أخرى][4] الطول 183 سنتيمتر م...
Seorang gadis Jepang di Kyoto, yang mengenakan yukata. Yukata (浴衣code: ja is deprecated , baju sesudah mandi) adalah jenis kimono yang dibuat dari bahan kain katun tipis tanpa pelapis. Dibuat dari kain yang mudah dilewati angin, yukata dipakai agar badan menjadi sejuk di sore hari atau sesudah mandi malam berendam dengan air panas. Menurut urutan tingkat formalitas, yukata adalah kimono nonformal yang dipakai pria dan wanita pada kesempatan santai di musim panas, misalnya sewaktu melihat ...
British sculptor Francis Derwent WoodA 1906 portrait of Wood by George Washington LambertBorn(1871-10-15)15 October 1871Keswick, Cumbria, EnglandDied19 February 1926(1926-02-19) (aged 54)London, EnglandOccupationSculptorSpouseFlorence Mary Schmidt (m. 1903) Francis Derwent Wood RA (15 October 1871– 19 February 1926) was a British sculptor.[1] Biography Early life Wood was born at Keswick in Cumbria and studied in Germany and returned to London in 1887 to work under Édouard Lan...
SirAlan BatesCBEBates pada tahun 1975LahirAlan Arthur Bates(1934-02-17)17 Februari 1934Allestree, Derby, InggrisMeninggal27 Desember 2003(2003-12-27) (umur 69)Westminster, London, InggrisKebangsaanBritaniaPendidikanRoyal Academy of Dramatic ArtPekerjaanAktorTahun aktif1956–2003Suami/istriVictoria Ward (m. 1970; meninggal 1992)Anak2, termasuk Benedick Alan Bates (17 Februari 1934 – 27 Desember 2003) merupakan seor...
Anerood Jugnauth Perdana Menteri Mauritius ke—2Masa jabatan17 Desember 2014 – 23 Januari 2017PresidenKailash PurryagMonique Ohsan Bellepeau (Penjabat)Ameenah Gurib PendahuluNavinchandra RamgoolamPenggantiPravind JugnauthMasa jabatan12 September 2000 – 7 Oktober 2003PresidenCassam UteemAngidi ChettiarAriranga PillayKarl Offmann PendahuluNavin RamgoolamPenggantiPaul BérengerMasa jabatan30 Juni 1982 – 15 Desember 1995Penguasa monarkiElizabeth II (1982–1992)P...
Shery Lee Ralph nel 2012 Sheryl Lee Ralph (Waterbury, 30 dicembre 1955) è un'attrice, cantante e produttrice teatrale statunitense, specializzata nel genere musical. Divenuta famosa per aver interpretato Deena Jones nel musical Dreamgirls a Broadway, che le vale una candidatura ai Tony Award, Ralph ottiene successo come attrice in numerosi film degli anni '80 e '90, tra cui Jamaica Cop, Il distinto gentiluomo, Sister Act 2, e in serie televisive, tra cui Moesha, Mamma in un istante e Fam. ...
Pour l'année, voir 1933. Cet article présente les faits marquants de l'année 1933 en dadaïsme et surréalisme. Dada et Surréalisme Articles généraux Artistes Dadas et personnalités liées au mouvementListe des personnalités du mouvement surréalisteFemmes surréalistesTechniques surréalistes Articles centraux Littérature dada • Littérature surréalisteCinéma dada • Cinéma surréalistePeinture dada • Peinture surréalistePhotographie dada • Photographie surréalisteSculp...
One of the three territorial/tribal divisions in modern Kazakhstan 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: Jüz – news · newspapers · books · scholar · JSTOR (June 2015) (Learn how and when to remove this message) Approximate areas occupied by the three Kazakh hordes in the early 20th century; red re...
周處除三害The Pig, The Snake and The Pigeon正式版海報基本资料导演黃精甫监制李烈黃江豐動作指導洪昰顥编剧黃精甫主演阮經天袁富華陳以文王淨李李仁謝瓊煖配乐盧律銘林孝親林思妤保卜摄影王金城剪辑黃精甫林雍益制片商一種態度電影股份有限公司片长134分鐘产地 臺灣语言國語粵語台語上映及发行上映日期 2023年10月6日 (2023-10-06)(台灣) 2023年11月2日 (2023-11-02)(香�...
ضريح دارا الثانيمعلومات عامةنوع المبنى rock-cut tomb (en) المكان نقش رستم المنطقة الإدارية مقاطعة مرودشت البلد إيران المدينة مرودشتبني بطلب من دارا الثاني الاستعمال قبر الصفة التُّراثيَّةتصنيف تراثي المعالم الوطنية الإيرانية التصميم والإنشاءالنمط المعماري عمارة أخمينية م�...
Untuk kegunaan lain, lihat NoHo (disambiguasi). Menghadap barat sepanjang Bond Street di NoHo. NoHo, singkatan dari North of Houston Street (seperti SoHo, South of Houston) adalah sebuah permukiman di borough Manhattan, New York City, berbatasan dengan Houston Street di sebelah selatan, The Bowery di timur, Astor Place di utara, dan Broadway di barat. NoHo berada di antara Greenwich Village, sebelah barat Broadway, dan East Village. NoHo didominasi oleh apartemen loft yang menjadikannya salah...
Perú 20.mo puesto Titular Alternativo Datos generales Asociación FPF Confederación Conmebol Seudónimo La BlanquirrojaLa Bicolor Ranking FIFA 11.er lugar (junio de 2018) Participación 5.ª Mejor resultado Cuartos de final (1970) Entrenador Ricardo Gareca Estadísticas Partidos 3 Goles anotados 2 (0.67 por partido) Goles recibidos 2 (0.67 por partido) Goleadores André CarrilloPaolo Guerrero(Un gol) Cronología Anterior España 1982 Siguiente Por definir La selección del Perú fue uno de...
Der Titel dieses Artikels ist mehrdeutig. Zum österreichischen Chemieingenieur und Fotografen des Holodomor siehe Alexander Wienerberger Wienerberger AG Logo Rechtsform Aktiengesellschaft ISIN AT0000831706 Gründung 1819 Sitz Wien, Osterreich Österreich Leitung Heimo Scheuch (CEO) Gerhard Hanke (CFO) Solveig Menard-Galli (COO) Harald Schwarzmayr (COO)[1] Mitarbeiterzahl >20.000[2] Umsatz 4,224 Mrd. Euro[3] Branche Baustoffe Website www.wienerberger.com Stand...
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: How to Measure a Planet? – news · newspapers · books · scholar · JSTOR (July 2014) (Learn how and when to remove this message) 1998 studio album by The GatheringHow to Measure a Planet?Studio album by The GatheringReleased9 November 1998RecordedJuly–...
Former train station in Connecticut, United States East Lyme and NianticNiantic station on an early-20th-century postcardGeneral informationLocationMain Street at Pennsylvania AvenueNiantic, ConnecticutCoordinates41°19′23″N 72°11′31″W / 41.3231°N 72.1920°W / 41.3231; -72.1920Line(s)Northeast CorridorTracks2HistoryOpened1850s; April 30, 1978ClosedJanuary 28, 1972[1][2]October 1, 1981[3]Rebuilt1899, 1954Previous namesEast Lyme; East Ly...
См. также: Сёва (значения) Хирохитояп. 裕仁 Император Хирохито в 1935 году 124-й император Японии 25 декабря 1926 — 7 января 1989[1] Девиз Сёва (昭和) Глава правительства Список Рэйдзиро Вакацуки (1926—1927)Танака Гиити (1927—1929)Осати Хамагути (1929—1931)Рэйдзиро Вакацуки (1931)Цуеси Инука�...
2019 Indian general election in Goa ← 2014 23 April 2019 2024 → 2 seatsTurnout75.14% (1.92%) First party Second party Third party Party BJP INC AAP Alliance NDA UPA Last election 2 0 0 Seats won 1 1 0 Seat change 1 1 Percentage 51.19% 42.92% 3.01% Swing 2% 6.3% 3% 2019 Indian general election in Goa The 2019 Indian general election was held in India between April and May 2019 to constitute the 17th Lok Sabha.[1] Candidates Major elec...
Algebraic curve of the form x³ + y³ – 3axy = 0 The folium of Descartes (green) with asymptote (blue) when a = 1 {\displaystyle a=1} In geometry, the folium of Descartes (from Latin folium 'leaf'; named for René Descartes) is an algebraic curve defined by the implicit equation x 3 + y 3 − 3 a x y = 0. {\displaystyle x^{3}+y^{3}-3axy=0.} History The curve was first proposed and studied by René Descartes in 1638.[1] Its claim to fame lies in an incident in the ...
K-WagenVista anteriore sinistra del K-WagenDescrizioneTipoCarro armato superpesante Equipaggio22 ProgettistaJoseph VollmerCapitano Weger/Weyner CostruttoreRiebe KugellagerWaggonfabrik Wegmann Data impostazione1918 Utilizzatore principale Impero tedesco Esemplari2 (incompleti) Dimensioni e pesoLunghezza12,70 m Larghezza6 m Altezza3 m Peso150 o 165 t (fonti in disaccordo) Capacità combustibile3 000 l Propulsione e tecnicaMotore2 Daimler a 6 cilindri, raffreddati a liquido e alim...