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John Cheke Sir John Cheke (atau Cheek) (16 Juni 1514 – 13 September 1557) seorang sarjana klasik dan negarawan Inggris.[1] Salah satu guru terkemuka pada zamannya, dan Profesor Regius pertama Bahasa Yunani di Universitas Cambridge, ia memainkan peran besar dalam kebangkitan pembelajaran bahasa Yunani di Inggris.[2] Ia adalah guru bagi Pangeran Edward, calon Raja Edward VI, dan terkadang juga kepada Putri Elizabeth. Sangat bersimpati pada kaum Reformis dalam urusan agama, karir …

Ci DurianTji Doerian, Chi Kandi, Tji kandi, Cikande, Tji kandeLokasiNegara IndonesiaProvinsiBantenCiri-ciri fisikHulu sungaiPuncak Kondang (Taman Nasional Gunung Halimun Salak) - lokasiperbatasan Banten dan Jawa Barat - koordinat6°42′39″S 106°27′06″E / 6.7108°S 106.4516°E / -6.7108; 106.4516 - elevasi1.850 m (6.070 ft) Muara sungaiLaut Jawa - lokasiTanara, Serang - koordinat6°01′27″S 106°24…

Часть серии статей о Холокосте Идеология и политика Расовая гигиена · Расовый антисемитизм · Нацистская расовая политика · Нюрнбергские расовые законы Шоа Лагеря смерти Белжец · Дахау · Майданек · Малый Тростенец · Маутхаузен · …

Chemical compound Not to be confused with quinidine. You can help expand this article with text translated from the corresponding article in Russian. (April 2017) Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Do …

2013 French filmThe Mark of the Angels – MiserereLa marque des anges – MiserereDirected bySylvain WhiteScreenplay by Laurent Turner Sylvain White Luc Bossi [fr] Yann Mège Based onMiserere (novel) [fr]by Jean-Christophe GrangéProduced byStéphane Sperry [it]Starring Gérard Depardieu JoeyStarr CinematographyDenis RoudenEdited bySébastien de Sainte CroixMusic byMax RichterProductioncompanies Liaison Films Pathé TF1 Films Production Brio Films Saga Cit…

3Com Création 1979 Disparition 12 avril 2010 : dissolution Fondateurs Robert Metcalfe Personnages clés Éric Benhamou Forme juridique Société anonyme Action Retirée de cotation en 2009 Siège social Marlborough (Massachusetts) États-Unis Actionnaires Hewlett Packard Enterprise Activité Réseau informatique Produits Équipement d'interconnexion de réseau informatique et logiciel[1] Société mère Hewlett-Packard Effectif 6 000 Site web www.3com.com Chiffre d'affaires 1,3 Mrd$ (…

Pour les articles homonymes, voir Charles, Ray Robinson et Robinson. Ray CharlesRay Charles pose au piano en 1969.BiographieNaissance 23 septembre 1930Albany (Géorgie, États-Unis)Décès 10 juin 2004 (à 73 ans)Beverly Hills (Californie, États-Unis)Sépulture Inglewood Park Cemetery (en)Nom de naissance Ray Charles RobinsonSurnom The GeniusPseudonyme Ray CharlesNationalité américaineDomiciles Greenville, Seattle, Los AngelesFormation Florida School for the Deaf and Blind (en) (1937-194…

1982 song by Iron Maiden This article is about the song by Iron Maiden. For another song, see Indecision (band). Hallowed Be Thy NameSong by Iron Maidenfrom the album The Number of the Beast Released22 March 1982 (1982-03-22)RecordedJanuary–February 1982StudioBattery, LondonGenreHeavy metalLength7:08LabelEMISongwriter(s)Steve HarrisProducer(s)Martin Birch Hallowed Be Thy Name is the final track on Iron Maiden's 1982 album The Number of the Beast. The song was written by bassist …

Éphémérides Chronologie du Canada 1826 1827 1828  1829  1830 1831 1832Décennies au Canada :1790 1800 1810  1820  1830 1840 1850 Chronologie dans le monde 1826 1827 1828  1829  1830 1831 1832Décennies :1790 1800 1810  1820  1830 1840 1850Siècles :XVIIe XVIIIe  XIXe  XXe XXIeMillénaires :-Ier Ier  IIe  IIIe Chronologies géographiques Afrique Afrique du Sud, Algérie, Angola, Bénin, Botswana, Burkina Faso, Buru…

Number whose square is a given number Square roots redirects here. For other uses, see Square Roots (disambiguation). Notation for the (principal) square root of x. For example, √25 = 5, since 25 = 5 ⋅ 5, or 52 (5 squared). In mathematics, a square root of a number x is a number y such that y 2 = x {\displaystyle y^{2}=x} ; in other words, a number y whose square (the result of multiplying the number by itself, or y ⋅ y {\displaystyle y\cdot y} ) is x.[1] For examp…

Not to be confused with the 2024 United States Senate election in Florida. 2024 Florida Senate election ← 2022 November 5, 2024 (2024-11-05) 2026 → 20 of the 40 seats in the Florida Senate21 seats needed for a majority   Leader Kathleen Passidomo (term-limited) Lauren Book (term-limited) Party Republican Democratic Leader since November 22, 2022 April 28, 2021 Last election 28 12 Seats needed 9 Map of the incumbents:    …

Dessert of Bengal Mishti DoiMishti doiAlternative namesMitha doi (Assamese), Meeṭhi dahi (Hindi), Miṭha dahi (Odia)TypeDahi (yogurt)CourseDessertPlace of originBangladesh, IndiaRegion or stateBengalAssociated cuisineIndia, BangladeshMain ingredientsMilk, Curd, Sugar, JaggeryVariationsNabadwip-er lal doi, Bograr Mishti doi  Media: Mishti Doi Mishti doi (Bengali: মিষ্টি দই; transl. Sweet curd) is a fermented sweet doi (yogurt) originating from the Bengal region o…

Swedish linguist (1889–1981) Elias Wessén Elias Wessén (15 April 1889 – 30 January 1981) was a prominent Swedish linguist and a professor of Scandinavian languages at Stockholm University (1928–1956). In 1947, he was honoured with seat 16 in the Swedish Academy, which he held until his death. His earliest work concerned morphological problems in the Germanic languages, Onomasiology and Norse mythology. He published parts of Sveriges runinskrifter, editions of medieval texts and together …

Un corpo che si muove di moto circolare uniforme necessita di una forza centripeta in direzione dell'asse, come in figura, per rimanere nel suo percorso circolare. Una forza è centripeta se è ortogonale alla traiettoria descritta dal corpo su cui è applicata, ovvero se è normale al vettore velocità.[1] Dunque, in un sistema di riferimento rispetto al quale il corpo sia in quiete, essa non è definita. In particolare in meccanica classica, le interazioni tra corpi vengono descritte i…

2020年夏季奥林匹克运动会马来西亚代表團马来西亚国旗IOC編碼MASNOC马来西亚奥林匹克理事会網站olympic.org.my（英文）2020年夏季奥林匹克运动会（東京）2021年7月23日至8月8日（受2019冠状病毒病疫情影响推迟，但仍保留原定名称）運動員30參賽項目10个大项旗手开幕式：李梓嘉和吳柳螢（羽毛球）[1][2]閉幕式：潘德莉拉（跳水）[3]獎牌榜排名第74 金牌 銀牌 銅牌 �…

Republik Sosialis Federasi Soviet Rusia (Federasi Rusia)Российская Советская Федеративная Социалистическая Республика (Росси́йская Федера́ция)1917–1991 Atas : Bendera 1954–1991 Bawah : Bendera 1991-1993 Lambang 1978–1991 Lagu kebangsaan: Rabochaya Marselyeza (1917–1918)Internatsional (1918–1944)Gosudarstvenny gimn SSSR (1944–1990)Patrioticheskaya Pesnya (1990–1991)aWilayah RSFS Rusia dalam …

هذه المقالة بحاجة لمراجعة خبير مختص في مجالها. يرجى من المختصين في مجالها مراجعتها وتطويرها. (أكتوبر 2014)Learn how and when to remove this message مخيم النصيرات   الإحداثيات 31°26′52″N 34°23′34″E / 31.447655555556°N 34.392875°E / 31.447655555556; 34.392875   تاريخ التأسيس 1948  سبب التسمية بدو  تقسيم إدا�…

عناق الأرض A موقع عناق الأرض Almach في الكوكبة معلومات الرصد حقبة حقبة      اعتدالان حقبة (نظام الإسناد الفلكي الدولي) كوكبة المرأة المسلسلة مطلع مستقيم 02سا 03د 53.9531ث[1] الميل +42° 19′ 47.009″[1] القدر الظاهري (V) 2.26[1] الخصائص نوع الطيف K3IIb[2 …

Chemical reaction Not to be confused with Favorskii reaction. Favorskii rearrangement Named after Alexei Yevgrafovich Favorskii Reaction type Rearrangement reaction Identifiers Organic Chemistry Portal favorsky-reaction RSC ontology ID RXNO:0000385 The Favorskii rearrangement is principally a rearrangement of cyclopropanones and α-halo ketones that leads to carboxylic acid derivatives. In the case of cyclic α-halo ketones, the Favorskii rearrangement constitutes a ring contraction. This rearra…

The Supreme Court of Florida is the highest judicial body in the state and sits at the apex of the Florida State Courts System. Its membership consists of seven justices–one of whom serves as Chief Justice–who are appointed by the Governor of Florida to 6-year terms and remain in office if retained in a general election near the end of each term.[1] List of justices  *  denotes justices who served as chief justice for at least part of their tenure on the court while   …