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LG Household & Health Care Ltd.Nama asli주식회사 LG생활건강Nama latinJusikhoesa LG (El-Ji) SaenghwalgeongangJenisPublikKode emitenKRX: 051900IndustriBarang konsumenPendahuluLG ChemDidirikanApril 2001; 22 tahun lalu (2001-04)KantorpusatSeoul, Korea SelatanWilayah operasiSeluruh duniaTokohkunciSuk Y. Cha (Wakil Chairman dan CEO)ProdukKosmetik, Barang Rumah Tangga, MinumanPendapatanKRW 4.677 milyar (2014)[1]Laba operasiKRW 511 milyar (2014)[1]Laba bersihKRW 355 m...

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 Agustus 2020. Hans-Henrik KrauseLahir(1918-03-13)13 Maret 1918Hellerup, DenmarkMeninggal15 April 2002(2002-04-15) (umur 84)Frederiksberg, DenmarkPekerjaanPemeranSutradaraTahun aktif1942-1992 Hans-Henrik Krause (13 Maret 1918 – 15 April 2002...

رجا رافع معلومات شخصية الميلاد 1 مايو 1983 (العمر 40 سنة)ريف دمشق - سوريا الطول 1.90 م (6 قدم 3 بوصة) مركز اللعب مهاجم الجنسية سوريا  معلومات النادي النادي الحالي نادي المجد مسيرة الشباب سنوات فريق 2000–2001 جرمانا المسيرة الاحترافية1 سنوات فريق م. (هـ.) 2000–2005 نادي المجد 2005–20...

Italian modern pentathlete Riccardo De LucaDe Luca at the 2016 OlympicsPersonal informationBorn (1986-03-22) 22 March 1986 (age 38)Rome, ItalyHeight187 cm (6 ft 2 in)Weight78 kg (172 lb)SportSportModern pentathlonClubC.S. CarabinieriCoached byMarco Quattrini[1]Luigi Filipponi[2] Medal record Representing  Italy World Championships 2011 Moscow Team 2012 Rome Team European Championships 2013 Drzonków Team 2014 Székesfehérvár Team 2015 Bath ...

Humorous mathematical law For other uses, see Law of small numbers (disambiguation). In mathematics, the strong law of small numbers is the humorous law that proclaims, in the words of Richard K. Guy (1988):[1] There aren't enough small numbers to meet the many demands made of them. In other words, any given small number appears in far more contexts than may seem reasonable, leading to many apparently surprising coincidences in mathematics, simply because small numbers appear so often...

Final Piala Generalísimo 1972TurnamenPiala Generalísimo 1971–1972 Atlético Madrid Valencia 2 1 Tanggal8 Juli 1972StadionStadion Santiago Bernabéu, MadridWasitJosé María Ortiz de MendíbilPenonton100.000← 1971 1973 → Final Piala Generalísimo 1972 adalah pertandingan final ke-68 dari turnamen sepak bola Piala Generalísimo untuk menentukan juara musim 1971–1972. Pertandingan ini diikuti oleh Atlético Madrid dan Valencia dan diselenggarakan pada 8 Juli 1972 di Stadion San...

Edwardian musical comedy composed by Sydney Jones This article is about the musical comedy. For the ghost town, see San Toy, Ohio. For the United States Navy ship, see USS San Toy II (SP-996). Florence Collingbourne as San Toy Huntley Wright as Li San Toy, or The Emperor's Own is a Chinese musical comedy in two acts, first performed at Daly's Theatre, London, on 21 October 1899, and ran for 768 performances (edging out the same composer's The Geisha as the second longest run for any musical u...

Pour les articles homonymes, voir Jeannette. Jeannette 1850 Magasin d'usine à Colombelles Création 1850 à Caen Dates clés 1925 : Association Lucien Jeannette, Pierre Mollier et Albert Boissel 1986 : achat par Gringoire-Brossard 2013 : liquidation judiciaire2015 : Financement participatif Fondateurs Pierre Mollier Personnages clés Lucien JeannetteJean et Raymond VinchonGeorges Viana Forme juridique Société par actions simplifiée Slogan Soyez gourmand mais exigeant!...

Simon van der Stel Groot Constantia yang sekarang menjadi monumen nasional Simon van der Stel (14 Oktober 1639 – 24 Juni 1712) adalah Gubernur Koloni Tanjung Belanda (kini Afrika Selatan) yang pertama. Ia merupakan putera Adriaan van der Stel, seorang pejabat di Vereenigde Oostindische Compagnie yang diangkat sebagai komandan di Mauritius, dan Maria Lievens, seorang perempuan berdarah Melayu (sumber lain mengatakan dari Goa, India). Setelah kematian kedua orang tuanya, Simon v...

У этого термина существуют и другие значения, см. 4-я дивизия. 4-я пехотная дивизия Годы существования 1806—1918 Страна  Российская империя Входит в 6-й армейский корпус Тип Пехота Включает в себя 4-я артиллерийская бригада[вд] Дислокация Ломжа  Медиафайлы на Викискладе 4-я...

Questa voce sugli argomenti calciatori norvegesi e allenatori di calcio norvegesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti dei progetti di riferimento 1, 2. Bjørn Spydevold Nazionalità  Norvegia Calcio Ruolo Jolly CarrieraGiovanili 1928-1938 Idrettslaget SpartaSquadre di club1 1945-1947 Fredrikstad? (?)1948 Greåker16 (1)1949-1954 Fredrikstad? (?)1954-1958 Greåker? (?)Nazionale 1945-1953 Norvegia...

Zenati Berber language spoken in Algeria TugurtOued Righ Berberتاشلحيت TašəlḥitNative toAlgeriaRegionOued Righ (wilaya of Ouargla)Native speakers8,400 (2022)[1]Language familyAfro-Asiatic BerberNorthernZenatiMzab–WarglaTugurtLanguage codesISO 639-3tjoGlottologtema1243ELPTahshanitBerber-speaking areas of the Mzab, Ouargla, and Oued Righ Tugurt, also known as Oued Righ Berber and Temacine Tamazight, is a Zenati Berber variety spoken in some of the oases of the nor...

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 April 2016. Cyrillic Extended-BJangkauanU+A640..U+A69F(96 titik kode)BidangBMPAksaraKirilAksara utamaKiril LamaAbkhazia LamaTerpakai96 titik kodeTak terpakai0 titik kode kosongRiwayat versi Unicode5.178 (+78)6.080 (+2)6.189 (+9)7.095 (+6)8.096 (+1) Catatan: [1&#...

Launch of the TEXUS 50 sounding rocket from the rocket launch site Esrange, Kiruna The Mobile Rocket Base (German: Mobile Raketenbasis), abbreviated MORABA, is a department of the DLR Space Operations and Astronaut Training in Oberpfaffenhofen near Munich. Since the 1960s, the MORABA has performed scientific high altitude research missions with unmanned rockets and balloons, and has developed the required mechanical and electrical systems. Their operational areas include upper atmosphere rese...

German orientalist and indologist Heinrich Lüders Heinrich Lüders (25 June 1869 in Lübeck – 7 May 1943 in Badenweiler) was a German Orientalist and Indologist known for his epigraphical analysis of the Sanskrit Turfan fragmentary manuscripts.[1] Biography From 1888 to 1894, he studied at the universities of Munich and Göttingen, and afterwards worked as an assistant curator and librarian in the Indian Institute at Oxford University. In 1898, he became an associate professor ...

Este artículo o sección necesita referencias que aparezcan en una publicación acreditada. Busca fuentes: «Ducado de Bretaña» – noticias · libros · académico · imágenesEste aviso fue puesto el 11 de julio de 2013. Ducado de BretañaDugelezh BreizhDuchë de BertaèynDucatus Britanniae Minoris Estado desaparecido 939-1547 BanderaEscudo Lema: Potius mori quam foedari«Muerte antes que deshonra» Ubicación de Ducado de BretañaCapital Nantes (de facto)Rennes (de f...

У этого термина существуют и другие значения, см. Манор (значения). Примерный план средневекового манора Ма́нор (англ. manor) — феодальное поместье в средневековых Англии и Шотландии, основная хозяйственная единица экономики и форма организации частной юрисдикции в э�...

French socialist turned fascist politician Marcel DéatDéat in 1932Minister of AirIn office24 January 1936 – 4 June 1936Prime MinisterAlbert SarrautPreceded byVictor DenainSucceeded byPierre CotMember of the French Chamber of DeputiesIn office1939 – 10 July 1940ConstituencyCharenteIn office9 May 1932 – 3 May 1936ConstituencySeineIn office1926 – 29 April 1928ConstituencyMarne Personal detailsBorn(1894-03-07)7 March 1894Guérigny, FranceDied5 January...

Self-similar growth curve Spira mirabilis redirects here. For the orchestra, see Spira Mirabilis (orchestra). For the Italian film, see Spira Mirabilis (film). Logarithmic spiral (pitch 10°) A section of the Mandelbrot set following a logarithmic spiral A logarithmic spiral, equiangular spiral, or growth spiral is a self-similar spiral curve that often appears in nature. The first to describe a logarithmic spiral was Albrecht Dürer (1525) who called it an eternal line (ewige Linie).[1&#...

Church in Wreay, United KingdomSt Mary's ChurchSt Mary's Church, WreaySt Mary's church seen from the southSt Mary's Church54°49′55″N 2°52′50″W / 54.83199°N 2.88066°W / 54.83199; -2.88066LocationWreayCountryUnited KingdomDenominationChurch of EnglandWebsiteSt Mary's ChurchHistoryConsecrated1 December 1842[1]ArchitectureHeritage designationGrade II*Designated1 April 1957Architect(s)Sara LoshStyleLombard revivalCompleted1842Construction cost£1,200Adm...