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Plakat peringatan pembunuhan Henri Curiel di rue Rollin, Paris Makam Curiel di Pemakaman Père-Lachaise, Paris (divisi 1) Henri Curiel (13 September 1914 – 4 Mei 1978) merupakan seorang aktivis politik sayap kiri di Mesir dan Prancis. Lahir di Mesir, Curiel memimpin Gerakan Demokrasi Komunis untuk Pembebasan Nasional sampai dia diusir dari negara itu pada 1950. Menetap di Prancis, Curiel membantu Front de Libération Nationale Aljazair dan gerakan pembebasan nasional lainnya, termasuk di Af...

Mal Pondok IndahMal Pondok Indah 1 dan jembatan penghubung utara (North Skywalk) menuju Mal Pondok Indah 2LokasiPondok Pinang, Kebayoran Lama, Jakarta Selatan, Daerah Khusus Ibukota JakartaAlamatJalan Metro Pondok Indah Kav. 4, RT.1/RW.16Kelurahan Pondok Pinang, Kecamatan Kebayoran LamaKota Jakarta Selatan 12310Tanggal dibuka1991 (PIM 1)2005 (PIM 2)2013 (Street Gallery)2021 (PIM 3)PengembangPondok Indah GroupPemilikPondok Indah GroupAkses transportasi umumBRT Transjakarta: Halte Pondok Indah ...

Reaction in organic chemistry Mannich reaction Named after Carl Mannich Reaction type Coupling reaction Identifiers Organic Chemistry Portal mannich-reaction RSC ontology ID RXNO:0000032 In organic chemistry, the Mannich reaction is a three-component organic reaction that involves the amino alkylation of an acidic proton next to a carbonyl (C=O) functional group by formaldehyde (H−CHO) and a primary or secondary amine (−NH2) or ammonia (NH3).[1] The final product is a β-amino-car...

Suburb of London For other uses, see Herne Hill (disambiguation). Human settlement in EnglandHerne HillHerne Hill StationHerne HillLocation within Greater LondonOS grid referenceTQ325745London boroughLambethSouthwarkCeremonial countyGreater LondonRegionLondonCountryEnglandSovereign stateUnited KingdomPost townLONDONPostcode districtSE24Dialling code020PoliceMetropolitanFireLondonAmbulanceLondon UK ParliamentDulwich and West NorwoodLondon AssemblyLa...

Crater on Mercury Crater on MercuryBrahmsBrahms at topMariner 10 imagePlanetMercuryCoordinates58°19′N 177°22′W / 58.32°N 177.36°W / 58.32; -177.36QuadrangleShakespeareDiameter100 km (62 mi)EponymJohannes Brahms Brahms is a crater on Mercury. It has a diameter of 100 kilometers.[1] Its name was adopted by the International Astronomical Union (IAU) in 1979. Brahms is named for the German composer Johannes Brahms, who lived from 1833 to 1897.[...

Portrait de Socrate L’ironie socratique consiste, pour le philosophe, à feindre l’ignorance afin d’exposer la faiblesse de la position d’une autre personne et lui en faire prendre conscience. Le mot grec eironeia (εἰρωνεία) s’appliquait en particulier à la litote comme forme de dissimulation. Selon Théophraste, la raillerie est « le reproche d’une faute commise, reproche présenté d’une manière figurée : ce qui fait que de lui-même l’auditeur supplé...

Hormone-producing glands of a body Endocrine systemMain glands of the human endocrine systemDetailsIdentifiersLatinsystema endocrinumMeSHD004703FMA9668Anatomical terminology[edit on Wikidata] The endocrine system[1] is a messenger system in an organism comprising feedback loops of hormones that are released by internal glands directly into the circulatory system and that target and regulate distant organs. In vertebrates, the hypothalamus is the neural control center for all endoc...

American writer (1883–1963) Arthur Guy EmpeyFrom Over the Top, 1917Born11 December 1883 (1883-12-11)DiedFebruary 22, 1963(1963-02-22) (aged 79)Allegiance United States United KingdomService/branch United States Army British ArmyBattles/warsWorld War I Arthur Guy Empey (December 11, 1883 – February 22, 1963) was an American soldier, author, actor and filmmaker. He served with the British Army during World War I, and upon his return wrote a popular autobiograph...

This article is about the mammal. For other uses, see Porcupine (disambiguation). Rodent with a coat of sharp spines This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (April 2023) (Learn how and when to remove this message) Porcupine North American porcupine Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: ...

Holy Roman Emperor from 1745 to 1765 Not to be confused with Francis II, Holy Roman Emperor, later styled Francis I as Emperor of Austria. Francis IPortrait by Martin van Meytens, c. 1745Holy Roman EmperorReign13 September 1745 – 18 August 1765Coronation4 October 1745Frankfurt CathedralPredecessorCharles VIISuccessorJoseph IIGrand Duke of TuscanyReign12 July 1737 – 18 August 1765PredecessorGian GastoneSuccessorLeopold IDuke of Lorraine and BarReign27 March 1729 – 9 July 1737Predec...

A pair of chopsticks made from yew on a wooden chopstick rest A chopstick rest is tableware, similar to a knife rest or a spoon rest, used to keep chopstick tips off the table and to prevent used chopsticks from contaminating or rolling off tables. Chopstick rests are found more commonly in restaurants than in homes. They come in various shapes and are made from clay, wood, plastic, metal, glass, porcelain or precious stones such as jade. If the chopsticks come in paper sleeves, some people f...

Hungarian tennis player The native form of this personal name is Temesvári Andrea. This article uses Western name order when mentioning individuals. This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (February 2016) (Learn how and when to remove this message) Andrea TemesváriFrench Open 2011 - Trophée des LégendesCountry...

Новые приключения старой Кристинангл. The New Adventures of Old Christine Жанр Ситком Создатель Кэри Лайзер Режиссёр Энди Экерман В главных ролях Джулия Луи-Дрейфус Кларк Грегг Хэмиш Линклейтер Тревор Ганьон Эмили Разерфорд Триша О'Келли Алекс Кэпп Хорнер Ванда Сайкс Страна  США �...

Commercial building in Manhattan, New York United States historic placeVan Tassell and Kearney Horse Auction MartU.S. National Register of Historic PlacesNYC Landmark No. 2205 Location126-128 East 13th Street, New York, New YorkCoordinates40°43′58″N 73°59′21″W / 40.73278°N 73.98917°W / 40.73278; -73.98917Arealess than one acreBuilt1903ArchitectJardine, Kent & JardineArchitectural styleBeaux ArtsNRHP reference No.07001233[1&#...

揚馬延NASA衛星圖像中的揚馬延島，貝倫火山則被雪覆蓋揚馬延的位置（深綠色）地理 揚馬延的位置（深綠色）位置北冰洋坐标70°59′N 8°32′W / 70.983°N 8.533°W / 70.983; -8.533面積377平方公里（146平方英里）海岸線124,100米（407200英尺）最高海拔2,277米（7470英尺）最高點貝倫火山管轄 挪威郡諾爾蘭郡最大聚居地奥隆金比恩（人口18）人口统计人口18 扬马延（�...

Canadian politician Aaron Abel WrightMember of Parliamentfor Renfrew SouthIn office1900–1908Preceded byJohn FergusonSucceeded byThomas Andrew Low Personal detailsBorn(1840-06-06)June 6, 1840Athens, Leeds County, Upper CanadaDiedFebruary 23, 1922(1922-02-23) (aged 81)Renfrew, Ontario[1]Political partyLiberalOccupationMerchant Aaron Abel Wright (June 6, 1840 – February 23, 1922) was a Canadian politician. Biography Born in Athens, Leeds County, Upper Canada, the son of Isra...

Class of pharmaceutical drugs Not to be confused with Tetracycline or Tricyclic antidepressant. Chemical structure of the TeCA mirtazapine. Notice its four rings fused together. Tetracyclic antidepressants (TeCAs) are a class of antidepressants that were first introduced in the 1970s. They are named after their tetracyclic chemical structure, containing four rings of atoms, and are closely related to the tricyclic antidepressants (TCAs), which contain three rings of atoms. List of TeCAs Marke...

Georg Heinrich PertzGeorg Heinrich Pertz enBiographieNaissance 28 mars 1795HanovreDécès 7 octobre 1876 (à 81 ans)MunichSépulture Cimetière de la TrinitéNationalité électorat de Brunswick-LunebourgFormation Université de GöttingenActivités Bibliothécaire, archiviste, historien, médiéviste, numismateConjoint Leonora Pertz (d)Enfants Karl Pertz (d)Georg Pertz (d)Dorothea Pertz (en)Autres informationsMembre de Académie royale néerlandaise des arts et des sciences (1835-1851)A...

Ilustración de la posición relativa del cenit y del nadir. (Nota.- Los términos aparecen en inglés.) Diagrama que muestra la relación entre el cenit, el nadir y diferentes tipos de horizonte. Nótese que el cenit es el opuesto del nadir. (Nota.- Los términos aparecen en inglés.) Este diagrama muestra un satélite que observa la luz solar retrodispersada en la geometría de visualización del nadir.(Nota.- Los términos aparecen en inglés.) En astronomía, se denomina nadir (del árabe...

Calculus, originally called infinitesimal calculus, is a mathematical discipline focused on limits, continuity, derivatives, integrals, and infinite series. Many elements of calculus appeared in ancient Greece, then in China and the Middle East, and still later again in medieval Europe and in India. Infinitesimal calculus was developed in the late 17th century by Isaac Newton and Gottfried Wilhelm Leibniz independently of each other. An argument over priority led to the Leibniz–Newton calc...