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Chronologies Hippolyte Bayard- Notre-Dame de Paris, photographie de 1847.Données clés 1844 1845 1846  1847  1848 1849 1850Décennies :1810 1820 1830  1840  1850 1860 1870Siècles :XVIIe XVIIIe  XIXe  XXe XXIeMillénaires :-Ier Ier  IIe  IIIe Chronologies géographiques Afrique Afrique du Sud, Algérie, Angola, Bénin, Botswana, Burkina Faso, Burundi, Cameroun, Cap-Vert, République centrafricaine, Comores, République du Congo, Républ...

Former British electrical engineering company Thorn Electrical IndustriesCompany typePublicIndustryElectrical engineeringFoundedMarch 1928 as The Electrical Lamp Service Company Ltd.Defunct1998FateMergedSuccessorThorn EMIHeadquartersLondon, UKKey peopleFounders - Sir Jules Thorn, Alfred DeutschProductslight bulbsradiostelevisionslamps, luminaires and lighting components (through Thorn Lighting)ParentTerra Firma Capital Partners Thorn Electrical Industries Limited was a British electrical engi...

Sampul buku Edisi ke-94 CRC Handbook of Chemistry and Physics adalah suatu sumber referensi satu-volume yang komprehensif untuk penelitian ilmiah, saat ini berada pada edisi ke-97 (ISBN 1-4987-5428-7 dengan 2670 halaman, 24 Juni 2016, Pemimpin Redaksi William M. Haynes).[1] Terkadang dijuluki 'Rubber Bible' atau 'Rubber Book', seperti CRC yang merupakan kepanjangan dari Chemical Rubber Company. Seiring dengan edisi 1962-1963 (3,604 halaman), buku saku (Handbook) ini berisi berbagai in...

Peta lokasi Ramon Magsaysay. Ramon Magsaysay adalah munisipalitas yang terletak di provinsi Zamboanga del Sur, Filipina. Wilayah ini memiliki jumlah penduduk sebesar 23.323 jiwa. Pembagian wilayah Ramon Magsaysay terbagi menjadi 27 barangay. Bagong Opon Bambong Daku Bambong Diut Bobongan Campo IV Campo V Caniangan Dipalusan Eastern Bobongan Esperanza Gapasan Katipunan Kauswagan Lower Sambulawan Mabini Magsaysay Malating Paradise Pasingkalan Poblacion San Fernando Santo Rosario Sapa Anding Sin...

Resolusi 530Dewan Keamanan PBBAmerika TengahTanggal19 Mei 1983Sidang no.2.437KodeS/RES/530 (Dokumen)TopikHonduras–NikaraguaRingkasan hasil15 mendukungTidak ada menentangTidak ada abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Britania Raya Amerika Serikat Uni SovietAnggota tidak tetap Guyana Yordania Malta Nikaragua Belanda Pakistan Polandia Togo Zaire Zimbabwe Resolusi 530 Dewan...

The spiral didgeridoo is a type of non-traditional didgeridoo with similarities to a natural horn Modern didgeridoo designs are distinct from the traditional Australian Aboriginal didgeridoo, and are innovations recognized by musicologists.[1][2] Didgeridoo design innovation started in the late 20th century using non-traditional materials and non-traditional shapes. The design changes include features that are similar to more familiar musical instruments like the trombone and...

Auto race held in 2010 2010 Daytona 500Race details[1][2] Race 1 of 36 in the 2010 NASCAR Sprint Cup Series Date February 14, 2010 (2010-02-14)Location Daytona International SpeedwayDaytona Beach, Florida, U.S.Course Permanent racing facility2.5 mi (4.023 km)Distance 208 laps, 520 mi (836.858 km)Scheduled Distance 200 laps, 500 mi (804.672 km)Weather Cold with temperatures reaching up to 55 °F (13 °C); wind speeds up to 8 miles per hour (13 km/h...

Indian actor (born 1976) Vivek OberoiOberoi in 2016BornVivek Anand Oberoi (1976-09-03) 3 September 1976 (age 47)Hyderabad, Andhra Pradesh (present-day Telangana), IndiaOccupationActorYears active2002–presentWorksFull listSpouse Priyanka Alva ​(m. 2010)​Children2ParentSuresh Oberoi (father)FamilyOberoi family Vivek Anand Oberoi (born 3 September 1976) is an Indian actor. The son of actor Suresh Oberoi, he began acting in 2002 with starring roles in the ...

Norwegian footballer (born 1988) Ulrik Flo Personal informationDate of birth (1988-10-06) 6 October 1988 (age 35)Place of birth Stryn, NorwayHeight 1.86 m (6 ft 1 in)Position(s) ForwardTeam informationCurrent team FjøraYouth career StrynSenior career*Years Team Apps (Gls)–2006 Stryn 2007–2015 Sogndal 177 (31)2015–2016 Odd 3 (0)2016 Silkeborg IF 16 (1)2016–2018 Fredrikstad 39 (14)2018–2019 Sogndal 38 (5)2021– Fjøra 2 (1)International career2006 Norway U18 1 (0...

Artikel ini memberikan informasi dasar tentang topik kesehatan. Informasi dalam artikel ini hanya boleh digunakan untuk penjelasan ilmiah; bukan untuk diagnosis diri dan tidak dapat menggantikan diagnosis medis. Wikipedia tidak memberikan konsultasi medis. Jika Anda perlu bantuan atau hendak berobat, berkonsultasilah dengan tenaga kesehatan profesional. Bentuk keton dari kurkumin Kurkumin (bahasa Inggris: diferuloylmethane adalah senyawa aktif yang ditemukan pada kunyit, berupa polifenol ...

森川智之配音演员本名同上原文名森川 智之（もりかわ としゆき）罗马拼音Morikawa Toshiyuki昵称モリモリ[1]、帝王[1]国籍 日本出生 (1967-01-26) 1967年1月26日（57歲） 日本東京都品川區[1]（神奈川縣川崎市[2]、橫濱市[3]成長）职业配音員、旁白、歌手、藝人音乐类型J-POP出道作品外國人取向的日語教材代表作品但丁（Devil May Cry）D-boy（宇宙騎...

Place in Békés, HungaryMagyardombegyházCountryHungaryCountyBékésArea • Total7.64 km2 (2.95 sq mi)Population (2015) • Total309[1] • Density31/km2 (80/sq mi)Time zoneUTC+1 (CET) • Summer (DST)UTC+2 (CEST)Postal code5838Area code68 Location of Békés County in Hungary Magyardombegyház is a village in Békés County, in the Southern Great Plain region of south-east Hungary. In the 19th century, a small Jewish...

Questa voce o sezione sull'argomento nobili britannici non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Mary Hamilton in attesa della sua esecuzione. Mary Hamilton, nota anche come Maria Danilovna Gamentova (... – 14 marzo 1719), dama di compagnia inglese, e amante dello zar Pietro I. Biografia Mary Hamilton era un membro della famiglia scozzese Hamilto...

جامعة كونيغسبرغ   معلومات المؤسس ألبرشت، دوق بروسيا  التأسيس 1544  الموقع الجغرافي إحداثيات 54°42′50″N 20°30′36″E / 54.713888888889°N 20.51°E / 54.713888888889; 20.51   المكان كالينينغراد  البلد مملكة بروسيا (–1918) الرايخ الألماني (–1945) الاتحاد السوفيتي (1945–)  إحصاءات تعدي�...

Number of integers coprime to and not exceeding n φ(n) redirects here. For other uses, see Phi. Not to be confused with Euler function. The first thousand values of φ(n). The points on the top line represent φ(p) when p is a prime number, which is p − 1.[1] In number theory, Euler's totient function counts the positive integers up to a given integer n that are relatively prime to n. It is written using the Greek letter phi as φ ( n ) {\displaystyle \varphi (n)} or ϕ...

The Louis Calder Center is Fordham University's biological field station. The Calder Center is a protected forest preserve located 30 miles (48 km) north of New York City in Armonk, New York, and is the only full-time ecological research field station in the New York metropolitan area. History The Louis Calder Center was founded in 1967 when paper magnate Louis Calder donated his 113-acre (0.46 km2) estate to Fordham University. Buildings have since been constructed, renovated, and ...

L'ingresso agli stabilimenti di Cinecittà Il cinema italiano è attivo sin dall'epoca dei fratelli Lumière.[1] I primi filmati risalgono al 1896 e sono stati realizzati nelle principali città della penisola.[2][3] Questi brevi esperimenti incontrano subito la curiosità del ceto popolare incoraggiando gli operatori a produrre nuove pellicole fino a porre le basi per la nascita di una vera industria cinematografica.[2][3] Nei primi anni del novecento ...

101 StringsPromotional copy of first 101 Strings album, 1957Background informationGenresEasy listeningYears active1957 (1957)–1981 (1981)LabelsEssex Records, Somerset, AlshireMusical artist 101 Strings Orchestra was the brand for a highly successful easy listening symphonic music organization, with a discography exceeding 150 albums and a creative lifetime of around 30 years beginning in 1957. 101 Strings had a trademark sound, focusing on melody with a laid-back ambiance most oft...

Geometry theorem Pappus's hexagon theorem: Points X, Y and Z are collinear on the Pappus line. The hexagon is AbCaBc. Pappus's theorem: affine form A b ∥ a B , B c ∥ b C ⇒ A c ∥ a C {\displaystyle Ab\parallel aB,Bc\parallel bC\Rightarrow Ac\parallel aC} In mathematics, Pappus's hexagon theorem (attributed to Pappus of Alexandria) states that given one set of collinear points A , B , C , {\displaystyle A,B,C,} and another set of collinear points a , b , c , {\displa...

Early modern yoga was the form of yoga created and presented to the Western world by Madame Blavatsky, Swami Vivekananda and others in the late 19th century. It embodied the period's distaste for yoga postures (asanas) as practised by Nath yogins by not mentioning them. As such it differed markedly from the prevailing yoga as exercise developed in the 20th century by Yogendra, Kuvalayananda, and Krishnamacharya, which was predominantly physical, consisting mainly or entirely of asanas. Yoga f...