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Game NightPoster filmSutradara John Francis Daley Jonathan Goldstein Produser John Davis Jason Bateman John Fox James Garavente Ditulis olehMark PerezPemeran Jason Bateman Rachel McAdams Billy Magnussen Sharon Horgan Lamorne Morris Kylie Bunbury Jesse Plemons Michael C. Hall Kyle Chandler Penata musikCliff MartinezSinematograferBarry PetersonPenyunting Jamie Gross Gregory Plotkin David Egan Perusahaanproduksi Davis Entertainment Aggregate Films New Line Cinema Access Entertainment Distr...
American middle-distance runner Ray DodgePersonal informationBornAugust 4, 1900Woodburn, Oregon, U.S.DiedMarch 28, 1985 (aged 84)Key Biscayne, Florida, U.S.Height181 cm (5 ft 11 in)Weight78 kg (172 lb)SportSportAthleticsEvent(s)800 m, 1500 m, mileClubOregon State Beavers, CorvallisMultnomah ACAchievements and titlesPersonal best(s)800 m – 1:53.9 (1924)1500 m – 4:01.6 (1925)Mile – 4:20.9 (1925)[1] Raymond Edgar Dodge (August 4, 1900 – March 28, 1985) wa...
† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...
此條目介紹的是拉丁字母中的第2个字母。关于其他用法,请见「B (消歧义)」。 提示:此条目页的主题不是希腊字母Β、西里尔字母В、Б、Ъ、Ь或德语字母ẞ、ß。 BB b(见下)用法書寫系統拉丁字母英文字母ISO基本拉丁字母(英语:ISO basic Latin alphabet)类型全音素文字相关所属語言拉丁语读音方法 [b][p][ɓ](适应变体)Unicode编码U+0042, U+0062字母顺位2数值 2歷史發...
Science and engineering of interacting surfaces in relative motion Tribology is the science and engineering of understanding friction, lubrication and wear phenomena for interacting surfaces in relative motion. It is highly interdisciplinary, drawing on many academic fields, including physics, chemistry, materials science, mathematics, biology and engineering.[1] The fundamental objects of study in tribology are tribosystems, which are physical systems of contacting surfaces. Subfield...
Not to be confused with 2024 United States House of Representatives elections in Arkansas. 2024 Arkansas House of Representatives election ← 2022 November 5, 2024 (2024-11-05) 2026 → All 100 seats in the Arkansas House of Representatives51 seats needed for a majority Leader Matthew Shepherd Tippi McCullough Party Republican Democratic Leader since June 15, 2018 2021 Leader's seat 6th 33rd Last election 82 18 Current seats 82 18 ...
Ammunition that starts fires on impact A World War I era Buckingham Incendiary Bullet Incendiary ammunition is a type of ammunition that contains a chemical that, upon hitting a hard obstacle, has the characteristic of causing fire/setting flammable materials in the vicinity of the impact on fire. World War I Some sectioned shells from the First World War. From left to right: 90 mm shrapnel shell, 120 mm pig iron incendiary shell, 77/14 model - 75 mm high-explosive shell, model 16 - 75 mm shr...
Supriyanto GSPrie GS pada tahun 2019LahirSupriyanto(1965-02-03)3 Februari 1965Kendal, Jawa Tengah, IndonesiaMeninggal12 Februari 2021(2021-02-12) (umur 57)Semarang, Jawa Tengah, IndonesiaSebab meninggalSerangan jantungAlmamaterIKIP Semarang (kini Universitas Negeri Semarang)OrganisasiSuara Merdeka Supriyanto (3 Februari 1965 – 12 Februari 2021) atau yang lebih dikenal sebagai Prie GS adalah budayawan berkebangsaan Indonesia. Dia mengawali kariernya sebagai wartawan ...
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�...
2007 EP by Fight Like ApesHow Am I Supposed to Kill You If You Have All the Guns?EP by Fight Like ApesReleasedMay 2007GenreAlternative rock,[1] karate rock,[2][3] punk rock[4]LabelFIFA RecordsFight Like Apes chronology How Am I Supposed to Kill You If You Have All the Guns?(2007) David Carradine is a Bounty Hunter Whos Robotic Arm Hates Your Crotch(2007) How Am I Supposed to Kill You If You Have All the Guns? is the debut four-track EP of Fight Like Ape...
This article may require cleanup to meet Wikipedia's quality standards. The specific problem is: Bad writing. Please help improve this article if you can. (November 2011) (Learn how and when to remove this message) American TV series or program Avalon HighPromotional posterGenreDramaMysteryFantasyTeenBased onAvalon Highby Meg CabotWritten byJulie Sherman WolfeAmy TalkingtonDirected byStuart GillardStarringBritt RobertsonGregg SulkinJoey PollariDevon GrayeTheme music composerRobert DuncanCount...
Austrian philanthropist (1919–1986) Hermann GmeinerStatue of Hermann Gmeiner in Santa Cruz, Bolivia.Born(1919-06-23)23 June 1919Alberschwende, Vorarlberg, Republic of German-AustriaDied26 April 1986(1986-04-26) (aged 66)Innsbruck, Austria Hermann Gmeiner (23 June 1919 – 26 April 1986) was an Austrian philanthropist and the founder of SOS Children's Villages. Life Born to a big family of farmers in Vorarlberg (present-day Austria), Gmeiner was a talented child and won a scholarship to...
Institutional corruption in the country Political corruption Forms and concepts Bribery Cronyism Economics of corruption Electoral fraud Elite capture Influence peddling Kleptocracy Mafia state Nepotism Pyrrhic defeat theory Slush fund Simony State capture State-corporate crime Throffer Anti-corruption International Anti-Corruption Court Group of States Against Corruption International Anti-Corruption Academy International Anti-Corruption Day United Nations Convention against Corruption Corru...
One of the Six Chinese Classic Novels Shui Hu Zhuan, Outlaws of the Marsh, and All Men are Brothers redirect here. For other uses, see Shui Hu Zhuan (disambiguation). Water Margin A page from a block-printed version of the novel Water Margin, brought to Copenhagen, Denmark in the early part of the 17th-centuryAuthorShi Nai'an (subject to academic debate)Original title水滸傳TranslatorJ. H. Jackson, Fang Lo-Tien (editor), Sidney Shapiro, Alex and John Dent-YoungLanguageWritten vernacula...
Ding buatan kebudayaan Yangshao. Kebudayaan Yangshao (Hanzi: 仰韶文化; Pinyin: Yǎngsháo wénhuà) adalah suatu kebudayaan neolitik yang muncul di bagian tengah Sungai Kuning di Cina pada 5000 SM hingga 3000 SM. Kebudayaan ini dinamai dari nama Yangshao, desa ekskavasi pertama kebudayaan ini (1921), yang terletak di provinsi Henan. Kebudayaan ini berkembang terutama di provinsi Henan, Shaanxi dan Shanxi. Referensi Chang, K.C. Archaeology of Ancient China. Yale University Press, N...
Distretti del Libano I distretti del Libano sono la suddivisione territoriale di secondo livello del Paese, dopo i governatorati, e sono pari a 26. Non è ricompresa in alcun distretto la capitale, Beirut. Beirut Governorate Mount Lebanon Governorate South Governorate Lista Localizzazione Distretto Capoluogo Governatorato Popolazione Superficie(km²) Distretto di Akkar Halba Nord Libano 330 000 776 Distretto di Aley Aley Monte Libano 136 320 263 Distretto di Baabda Baabda Monte Liba...
ПЛАРБ типа «Джордж Вашингтон»George Washington class USS George Washington (SSBN-598) Основные характеристики Тип корабля ПЛАРБ Кодификация НАТО USS George Washington (SSBN-598) Скорость (надводная) 20 узлов Скорость (подводная) 25 узлов Рабочая глубина погружения 220 м Экипаж 120 человек Размеры Водоизмещение на�...
Cet article est une ébauche concernant les Jeux olympiques et une compétition d’escrime. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Escrime aux Jeux olympiques de 1920 Généralités Sport Escrime Édition 6e Lieu(x) Anvers Participants ? Épreuves 6 Navigation Stockholm 1912 Paris 1924 modifier Les Français (G. à D. Lippmann, Buchard et Massard) médaillés de bronze à l'épée en 1920. Les épreuve...
Mathematical function of a linear operator This solution of the vibrating drum problem is, at any point in time, an eigenfunction of the Laplace operator on a disk. In mathematics, an eigenfunction of a linear operator D defined on some function space is any non-zero function f {\displaystyle f} in that space that, when acted upon by D, is only multiplied by some scaling factor called an eigenvalue. As an equation, this condition can be written as D f = λ f {\displaystyle Df=\lambda f}...
17th Air DivisionActive1940–1941; 1942–1943; 1944–1946; 1959–1971; 1975 – 1976Country United StatesBranch United States Army United States Air ForceInsignia17th Air Division emblem[a][1]Military unit Flag of the 17th Air Division The 17th Air Division is an inactive United States Air Force unit. Its last assignment was with Pacific Air Forces, stationed at U-Tapao Royal Thai Navy Airfield, Thailand, where it was inactivated on 1 January 1976. History ...