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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 Februari 2023. Jo Taek-wonLahir1907HamheungMeninggalJuni 1976KebangsaanKorea SelatanPekerjaanPenari, koreograferGrup sebelumnyaKorean Dance TroupeTarianSinmuyong Jo Taek-won (조택원) atau dikenal di dunia barat dengan nama Taik-Won Cho (1907-1976) adalah seorang ...

Kansai Paint Co.,Ltd.Gedung markas besar perusahaan di OsakaNama asli関西ペイント株式会社JenisPublik KKKode emitenTYO: 4613IndustriKimiaDidirikanAmagasaki (17 Mei 1918; 105 tahun lalu (1918-05-17))Kantorpusat6-14, Imabashi 2-chome, Chuo-ku, Osaka 541-8523, JepangTokohkunciKunishi Mori(Presiden)ProdukCatAlat warnaJasaKontrol dan penanganan karya catPendapatan US$ 3.86 miliar (FY 2018) (JPY 427.425 miliar) (FY 2018)Laba bersih US$ 157.39 juta (FY 2018) (JPY 17.405 miliar) (FY 201...

Part of a series onBritish law Acts of Parliament of the United Kingdom Year      1801 1802 1803 1804 1805 1806 1807 1808 1809 1810 1811 1812 1813 1814 1815 1816 1817 1818 1819 1820 1821 1822 1823 1824 1825 1826 1827 1828 1829 1830 1831 1832 1833 1834 1835 1836 1837 1838 1839 1840 1841 1842 1843 1844 1845 1846 1847 1848 1849 1850 1851 1852 1853 1854 1855 1856 1857 1858 1859 1860 1861 1862 1863 1864 1865 1866 1867 1868 1869 1870 1871 1872 1873 1874 1875 1876 1877 1878 ...

Location of Pointe Coupee Parish in Louisiana This is a list of the National Register of Historic Places listings in Pointe Coupee Parish, Louisiana. This is intended to be a complete list of the properties on the National Register of Historic Places in Pointe Coupee Parish, Louisiana, United States. The locations of National Register properties for which the latitude and longitude coordinates are included below, may be seen in a map.[1] There are 33 properties listed on the National...

Eskudo sa Rehiyon sa Sicilia Mapa nga nagpakita kon asa nahimutang ang mga lalawigan sa Rehiyon sa Sicilia Ang Sicilia (paglitok sa Initalyano: si-CHI-lya; paglitok sa Kinatsila: si-SI-lya; ngalan sa Iningles: Sicily) usa (1) sa kaluhaan (20) ka rehiyon sa Italya. Ang ulohan sa rehiyon maoy ang Palermo. Mga lalawigan sa Sicily Agrigento Caltanissetta Catania Enna Messina Palermo Ragusa Siracusa (Syracuse) Trapani Vulcano Tindari Cefalu Ragusa Segesta Selinunte Agrigento Aduna'y mga payl ang W...

Radikal 205 yang berarti katak atau amfibi adalah 1 dari 4 radikal Kangxi yang terdiri dari 13 garis. Dalam Kamus Kangxi terdapat 40 karakter (dari 49.030) yang menggunakan radikal ini. 黽← 204Radikal 205 (U+2FCC)206 →黽 (U+9EFD) katak, amfibiPinyin:mǐnBopomofo:ㄇㄧㄣˇWade–Giles:min3Yale Bahasa Kanton:man5Jyutping:man5Kana:ベン, ボー ben, bōつとめる tsutomeruKanji:黽足 benashi[1](べんあし)Hangul:맹꽁이 maengkkongiSino-...

Sacoglossa Periode Eocene – present[1] PreЄ Є O S D C P T J K Pg N Elysia crispata, spesies tak bercangkang pada famili PlacobranchidaeOxynoe viridis, spesies bercangkang pada famili OxynoidaeTaksonomiKerajaanAnimaliaFilumMolluscaKelasGastropodaOrdoSacoglossa Diversitas 284 spesies Tata namaSinonim taksonAscoglossa Bergh, 1876lbs Sacoglossa, umumnya dikenal sebagai siput laut tenaga surya, adalah sebuah superordo dari dari siput laut dan lintah laut, yang merupakan sebuah moluska ...

1991 single by QueenHeadlongArtwork for UK releaseSingle by Queenfrom the album Innuendo B-side All God's People Mad the Swine[1] Released14 January 1991Genre Hard rock[2] heavy metal[3] Length4:38Label Parlophone (Europe) Hollywood (North America) Songwriter(s)Queen (Brian May)Producer(s) Queen David Richards Queen singles chronology I'm Going Slightly Mad (1991) Headlong (1991) I Can't Live with You (1991) Alternative coverArtwork for US release Music videoHeadlong ...

American ornithologist and writer Thomas George GentryBornFebruary 28, 1843Holmesburg, Philadelphia, Pennsylvania, U.S.Died1905Occupation(s)Ornithologist, writer Thomas George Gentry (February 28, 1843 – 1905) was an American educator, ornithologist, naturalist and animal rights writer. Gentry authored an early work applying the term intelligence to plants. Biography Gentry was born in Holmesburg area of Philadelphia.[1] In 1861, he entered the profession of teaching in Philadelphia...

Jean-Nicolas Geoffroy /ʒɑ̃ nikɔ'la ʒɔ'fʁwa/ (1633 – Perpignano, 11 marzo 1694) è stato un compositore, clavicembalista e organista francese. Organo della cattedrale di San Giovanni Battista a Perpignano. Biografia Non si conosce nulla della sua vita prima del 1690; probabilmente fu allievo di Nicolas Lebègue ed ebbe l'incarico di organista titolare della chiesa di Saint-Nicolas-du-Chardonnet a Parigi. Era considerato un esperto nella costruzione di organi. Ad un certo punto della s...

此條目之中立性有争议。其內容、語調可能帶有明顯的個人觀點或地方色彩。 (2011年6月)加上此模板的編輯者需在討論頁說明此文中立性有爭議的原因，以便讓各編輯者討論和改善。在編輯之前請務必察看讨论页。 格奥尔基·季米特洛夫保加利亚共产党中央委员会总书记任期1948年8月—1949年7月2日前任自己（第一书记）继任维尔科·契尔文科夫保加利亚共产党中央委员会第一�...

كأس دوري أبطال أوروبا كانت كأس أوروبا بطولة كرة قدم تم التنافس عليها من عام 1956 إلى 1992. قاد المدرب الإسباني خوسيه فيلالونغا ريال مدريد للنجاح في المباراة النهائية الافتتاحية عام 1956 وكرر هذا الإنجاز في الموسم التالي. سيطرت الأندية الإنجليزية والمدربين على المنافسة في أواخر �...

Ця стаття про системи правління в Тибеті, Бутані, Сиккиме та Ладакхе. Про інших минулих та нинішніх урядах такого роду див. Діархія. П'ятий Далай-лама впровадив традиційну Cho-sid-nyi (дуальну систему правління) в Тибеті. Дуальна система правління або Cho-sid-nyi (тиб. ཆོས་སྲིད་�...

American baseball player (1942–2020) This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Bob Raudman – news · newspapers · books · scholar · JSTOR (June 2011) Baseball player Bob Shorty RaudmanOutfielderBorn: (1942-03-14)March 14, 1942Erie, Pennsylvania, U.S.Died: December 17, 2020(2020-12-17) (a...

In computing, a memory access pattern or IO access pattern is the pattern with which a system or program reads and writes memory on secondary storage. These patterns differ in the level of locality of reference and drastically affect cache performance,[1] and also have implications for the approach to parallelism[2][3] and distribution of workload in shared memory systems.[4] Further, cache coherency issues can affect multiprocessor performance,[5] whic...

For the German musician named Daniel Rosenfeld, see C418.British political advisor and civil servant (born 1977) The Right HonourableThe Lord RosenfieldRosenfield in 2020Downing Street Chief of StaffIn office1 January 2021 – 5 February 2022Prime MinisterBoris JohnsonDeputyThe Baroness FinnPreceded byEdward ListerSucceeded bySteve BarclayPrincipal Private Secretary to the Chancellor of the ExchequerIn officeJuly 2007 – April 2011ChancellorAlistair DarlingGeorge OsbornePre...

American magazine publisher (1898–1967) For his father, the missionary and educator, see Henry W. Luce. Henry LuceLuce in 1954BornHenry Robinson Luce(1898-04-03)April 3, 1898Tengchow, ChinaDiedFebruary 28, 1967(1967-02-28) (aged 68)Phoenix, Arizona, U.S.Alma materYale UniversityOccupation(s)Publisher, journalistPolitical partyRepublicanSpouses Lila Ross Hotz ​ ​(m. 1923; div. 1935)​ Clare Boothe Luce ​ ​(m. 1...

Vous lisez un « bon article » labellisé en 2010. Pour les articles homonymes, voir Gabriel García (homonymie), García et Márquez. Gabriel García MárquezBiographieNaissance 6 mars 1927[1],[2]Aracataca, ColombieDécès 17 avril 2014 (à 87 ans)[3],[4]Mexico, MexiqueNom de naissance Gabriel José de la Concordia García MárquezSurnom « Gabito », « Gabo »Nom court Gabriel García MárquezNationalité colombienneFormation Université nationale de Co...

La transformée de Laplace d'une convolution est le produit des transformées de Laplace. En mathématiques, la transformation de Laplace est une transformation intégrale qui, à une fonction f — définie sur les réels positifs et à valeurs réelles —, associe une nouvelle fonction F — définie sur les complexes et à valeurs complexes — dite transformée de Laplace de f. L'intérêt de la transformation de Laplace vient de la conjonction des deux faits suivants : De nombreuse...

Men's 3 metre springboardat the Games of the XXXII OlympiadVenueTokyo Aquatics CentreDate2 August 2021 (Preliminary & semifinals)3 August 2021 (Final)[1]Competitors29 from 20 nationsMedalists Xie Siyi  China Wang Zongyuan  China Jack Laugher  Great Britain← 20162024 → Diving at the2020 Summer OlympicsList of diversQualificationIndividual3 m springboardmenwomen10 m platformmenwomenSynchronized3 m springboardmenwomen10 m platformmenwom...