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Biografi ini memerlukan lebih banyak catatan kaki untuk pemastian. Bantulah untuk menambahkan referensi atau sumber tepercaya. Materi kontroversial atau trivial yang sumbernya tidak memadai atau tidak bisa dipercaya harus segera dihapus, khususnya jika berpotensi memfitnah.Cari sumber: Muhammad Najmuddin Makmun – berita · surat kabar · buku · cendekiawan · JSTOR (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Muhammad Najmuddin Makm...

Logo Official Charts The Official Charts Company (sebelumnya dikenal sebagai Chart Information Network (CIN) Official UK Charts Company dan juga disebut Official Charts) adalah sebuah organisasi antar-profesional Inggris yang mengkompilasi berbagai tangga musik resmi di Inggris, termasuk UK Singles Chart, UK Albums Chart, UK Singles Downloads Chart, UK Album Downloads Chart, serta chart video genre tertentu dan musik. OCC menghasilkan chart yang dengan mengumpulkan dan menggabungkan data penj...

رون سيلفر (بالإنجليزية: Ron Silver)‏  معلومات شخصية اسم الولادة (بالإنجليزية: Ronald Arthur Silver)‏  الميلاد 2 يوليو 1946[1]  مانهاتن  الوفاة 15 مارس 2009 (62 سنة) [2][1]  مانهاتن  سبب الوفاة سرطان المريء  مواطنة الولايات المتحدة  عدد الأولاد 2   الحياة العملية المد

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مارس 2022) تشارلز ريجولت دي جنولي (بالفرنسية: Charles Rigault de Genouilly)‏    معلومات شخصية الميلاد 12 أبريل 1807[1]  روشفور  الوفاة 4 مايو 1873 (66 سنة) [1][2]  باريس
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As referências deste artigo necessitam de formatação. Por favor, utilize fontes apropriadas contendo título, autor e data para que o verbete permaneça verificável. (Fevereiro de 2016) Mapa do Brunei Brunei e Muara é um dos quatro daerah que dividem o Brunei. É neste distrito onde se situa a cidade mais importante que também é a capital do país Bandar Seri Begawan. Dados Capital: Bandar Seri Begawan População: 227 300 hab. (2018[1]) Área: 570 km² Mukims A daerah está dividida e...

Carl Theodor Zahle. Carl Theodor Zahle (Roskilde, 19 januari 1866 - Kopenhagen, 3 februari 1946) was een Deens politicus en eerste minister. Levensloop Zahle was de zoon van een schoenmaker. Hij had reeds in de hoge school een grote interesse voor politiek en beschouwde zichzelf als een overtuigde democraat in de oppositie tegen de conservatieve regering van Jacob Brønnum Scavenius Estrup. In 1890 behaalde hij een diploma in de rechten, waarna hij enige tijd voor verschillende kranten werkte...

п о р Томас (округ, Канзас) Адміністративний центр: КолбіМіста (cities) Брюстер • Джем • Колбі • Менло • Оклі‡ • Рексфорд CDP Левант ‡ Населений пункт частково розташований у сусідньому окрузі або округах

Berikut adalah daftar stasiun televisi di Sri Lanka. Jaringan Terestrial Analog Nama Kepemilikan Bahasa Didirikan 1 Independent Television Network (ITN) Milik negara Sinhala 13 April 1979 [1] 2 Sri Lanka Rupavahini Corporation Milik negara Sinhala 15 Februari 1982 [2] 3 Channel One MTV Swasta Inggris 14 Desember 1992 [3] 4 TNL Swasta Sinhala / Inggris 21 Juni 1993[4] 5 ETV Swasta Inggris 1995 [5] 6 Swarnavahini Swasta Sinhala 16 Maret 1997[6] ...

Indian politician (born 1970) Rahul GandhiRahul Gandhi in 2018Member of Parliament, Lok SabhaIncumbentAssumed office 7 August 2023[1]Preceded byHimselfConstituencyWayanad, KeralaIn office23 May 2019 – 23 March 2023 [9]Preceded byM. I. ShanavasSucceeded byHimselfConstituencyWayanad, KeralaIn office17 May 2004 – 23 May 2019Preceded bySonia GandhiSucceeded bySmriti IraniConstituencyAmethi, Uttar PradeshPresident of the Indian National CongressIn office16...

2001 single by Afroman Crazy RapSingle by Afromanfrom the album Sell Your Dope and The Good Times ReleasedSeptember 6, 2001GenreHip hop, comedy hip hopLength5:53 (original album version)5:29 (Spotify release)3:11 (Now 51 version)LabelT-BonesSongwriter(s)Joseph Afroman ForemanProducer(s)Joseph Afroman Foreman/The Savalas BrothersAfroman singles chronology Because I Got High (2001) Crazy Rap (2001) Crazy Rap, also known as Colt 45 and 2 Zig-Zags or simply Colt 45, is a song by American rapper A...

Dynamische-Pyramide-Weltmeisterschaft 2016 Austragungsort Bischkek, Kirgisistan Eröffnung 25. Oktober 2016 Endspiel 29. Oktober 2016 Disziplin Dynamische Pyramide Sieger Russland Leonid Schwyrjajew ← 2015 2018 → Die Dynamische-Pyramide-Weltmeisterschaft 2016 war die sechste Austragung der Weltmeisterschaft in der Billarddisziplin Dynamische Pyramide. Sie fand vom 25. bis 29. Oktober 2016 in Bischkek statt.[1] Nach den Kombinierte-Pyramide-Weltmeisterschafte...

Human protein and coding gene FMR1Available structuresPDBOrtholog search: PDBe RCSB List of PDB id codes2BKD, 2FMR, 2LA5, 2QND, 4OVA, 4QVZ, 4QW2, 5DE5, 5DE8, 5DEAIdentifiersAliasesFMR1, FMRP, FRAXA, POF, POF1, fragile X mental retardation 1, FMRP translational regulator 1, fragile X messenger ribonucleoprotein 1External IDsOMIM: 309550 MGI: 95564 HomoloGene: 1531 GeneCards: FMR1 Gene location (Human)Chr.X chromosome (human)[1]BandXq27.3Start147,911,919 bp[1]End147,951,125 bp&#...

2022 American drama television miniseries Inventing AnnaGenreDramaCreated byShonda RhimesInspired byHow Anna Delvey Tricked New York's Party Peopleby Jessica PresslerStarring Anna Chlumsky Julia Garner Arianne Moayed Katie Lowes Alexis Floyd Anders Holm Anna Deavere Smith Jeff Perry Terry Kinney Laverne Cox Music by Kris Bowers Pierre Charles Country of originUnited StatesOriginal languageEnglishNo. of episodes9ProductionExecutive producers Shonda Rhimes Betsy Beers Tom Verica David Frankel P...

Particle smaller than an atom A composite particle proton is made of two up quark and one down quark, which are elementary particles. In physics, a subatomic particle is a particle smaller than an atom.[1] According to the Standard Model of particle physics, a subatomic particle can be either a composite particle, which is composed of other particles (for example, a baryon, like a proton or a neutron, composed of three quarks; or a meson, composed of two quarks), or an elementary part...

Gempa Bumi Sulawesi Tengah 2005Waktu UTC??ISCUSGS-ANSSTanggal *24 Januari 2005Tanggal setempatWaktu setempatKekuatan6.4 SRWilayah bencana IndonesiaKorban1 tewas* Usang Lihat dokumentasi. Gempa Bumi Sulawesi Tengah 2005 adalah rangkaian gempa yang terjadi di Kota Palu, Sulawesi Tengah, Indonesia. Gempa ini terjadi pada 24 Januari 2005. Gempa ini menewaskan 1 orang. Gempa tersebut terjadi pada pukul 04:10 WITA. Pranala luar Gatra.com Diarsipkan 2005-09-20 di W...

Shopping centre Khan Shatyr Entertainment CenterView of Khan Shatyr Entertainment Center, the highest tensile structure in the worldGeneral informationStatusCompletedTypeMallLocationAstana, KazakhstanCoordinates51°7′56″N 71°24′14″E / 51.13222°N 71.40389°E / 51.13222; 71.40389Construction startedDecember 2006CompletedJuly 2010Opening5 July 2010CostUS$400,000,000OwnerSembol Construction[1]HeightAntenna spire150 m (490 ft)Roof90 m (300&#...

1936 film by Edward Buzzell The Luckiest Girl in the WorldDirected byEdward BuzzellScreenplay byHerbert FieldsHenry MyersStory byAnne JordanProduced byCharles R. RogersStarringJane WyattLouis HaywardNat PendletonEugene PalletteCatherine DoucetPhillip ReedCinematographyMerritt B. GerstadEdited byDorothy SpencerMusic byHeinz RoemheldProductioncompanyUniversal PicturesDistributed byUniversal PicturesRelease date October 1, 1936 (1936-10-01) Running time66 minutesCountryUnited Stat...

American astronomer Arthur HoagBorn(1921-01-28)28 January 1921Ann Arbor, Michigan, United StatesDied17 July 1999(1999-07-17) (aged 78)Tucson, Arizona, United StatesEducation Brown University (B.A., 1942) Harvard (Ph.D., 1953) Arthur Allen Hoag (January 28, 1921 - July 17, 1999) was an American astronomer most famous for his discovery of Hoag's Object, a type of ring galaxy, in 1950. Biography Hoag was born January 28, 1921, in Ann Arbor, Michigan.[1] The son of Lynne Arthur Hoag ...

Geometrical puzzle Construction of the Egg of Columbus tangram puzzle with dimensions – some versions split the white triangle along the dotted line The Egg of Columbus (Ei des Columbus in German) is a dissection puzzle consisting of a flat egg-like shape divided into 9 or 10 pieces by straight cuts. The goal of the puzzle is to rearrange the pieces to form other specific shapes, such as animals (see below). The earliest known examples were produced by German toy manufacturer Richter. P...

Roman Catholic Marian movement based in Germany This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Schoenstatt Apostolic Movement – news · newspapers · books · scholar · JSTOR (October 2014) (Learn how and when to remove this template message) Apostolic Movement of Schoenstatt[1]Formation18 October...