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Friedrich Flick menerima hukumannya dalam Pengadilan Flick. Amerika Serikat vs. Friedrich Flick, dkk. atau Pengadilan Flick adalah persidangan kelima dari dua belas persidangan kejahatan perang Nazi yang diadakan oleh otoritas Amerika Serikat di zona pendudukan mereka di Jerman (Nuremberg) setelah Perang Dunia II. Ini adalah pengadilan pertama dari tiga pengadilan terhadap industrialis terkemuka Nazi Jerman; dua lainnya adalah Pengadilan IG Farben dan Pengadilan Krupp. Referensi Trial proceed...

US infantry regiment during the First World War 308th Infantry RegimentActive1917–19191921–1952Country United StatesBranchU.S. ArmyRoleInfantrySizeRegimentMotto(s)Toujours en avant (Ever Forward)Battle honoursWorld War ICommandersNotablecommandersMajor Charles W. WhittleseyMilitary unit U.S. Infantry Regiments Previous Next 307th Infantry Regiment 310th Infantry Regiment The 308th Infantry Regiment was a unit in the United States Army during World War I as a part of the 77th Inf...

Halaman ini berisi artikel tentang manga Jepang. Untuk permainan kartu dengan nama yang sama, lihat Ace of Diamonds. Ace of DiamondGambar sampul manga volume pertamaダイヤのA (エース)(Daiya no Ēsu)GenreOlahraga[1] MangaPengarangYuji TerajimaPenerbitKodanshaPenerbit bahasa InggrisNA Kodansha USAPenerbit bahasa IndonesiaElex Media KomputindoMajalahWeekly Shōnen MagazineDemografiShōnenTerbit2006 – 2015Volume47 Seri animeSutradaraMitsuyuki MasuharaSkenarioKenji KonutaMusik...

EverybodyAlbum mini karya SHINeeDirilis14 Oktober 2013 (2013-10-14)Direkam2013 di S.M. Studios, Seoul.GenreElectropop, R&BDurasi26:50BahasaKoreaLabelS.M. Entertainment, KT MusicProduserLee Soo Man (executive)Kronologi SHINee The Misconceptions of Us(2013)The Misconceptions of Us2013 Everybody(2013) I'm Your Boy(2014)I'm Your Boy2014 Singel dalam album Everybody EverybodyDirilis: 14 Oktober 2013 Everybody adalah album mini kelima yang direkam dan ditampilkan oleh grup idola R&...

Protected wilderness area in California, United States San Gorgonio WildernessIUCN category Ib (wilderness area)San Gorgonio range from the Dry Lake campgroundLocationSan Bernardino / Riverside counties, CaliforniaNearest cityCherry Valley, CaliforniaCoordinates34°06′02″N 116°49′43″W / 34.10056°N 116.82861°W / 34.10056; -116.82861Area94,702 acres (383.25 km2)[1]Established1964Governing bodyUnited States Forest Service / Bureau of Land...

Town in Newfoundland and Labrador, CanadaAppletonTownMotto: Room to GrowAppletonLocation of Appleton in NewfoundlandCoordinates: 48°59′08″N 54°51′53″W / 48.98556°N 54.86472°W / 48.98556; -54.86472Country CanadaProvince Newfoundland and LabradorCensus division6IncorporatedFebruary 27, 1962Government • MayorGarret WattonArea • Land6.39 km2 (2.47 sq mi)Population (2021) • Total620Time zone...

Gurdwara in Wan Chai District, Hong KongKhalsa Diwan Sikh Gurudwaraخالسا دیوان سکھّ گرودواراਖਾਲਸਾ ਦੀਵਾਨ ਸਿੱਖ ਗੁਰੂਦਵਾਰਾ卡尔萨迪万锡克古鲁瓦拉Alternative namesGurdwaraGeneral informationTypeGurdwaraLocationWan Chai DistrictAddress371 Queen's Road East, Wan Chai, Hong KongCountryHong KongEstimated completion1901Opened1901Inaugurated1901Renovated1930s1980s2018-2022CostHK$170,000,000Renovation costNo rent requiredClien...

Disambiguazione – Se stai cercando altri significati, vedi RAM (disambigua). Questa voce o sezione sull'argomento memorie informatiche 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. Memorie RAM. Dall'alto: DIP, SIPP, SIMM (30 pin), SIMM (72 pin), DIMM (168 pin), DDR DIMM (184 pin) Cinque banchi di RAM risalenti al 1996 In elettronica e informatica, la...

Национальное аэрокосмическое агентство Азербайджана Штаб-квартира Баку, ул. С. Ахундова, AZ 1115 Локация  Азербайджан Тип организации Космическое агентство Руководители Директор: Натиг Джавадов Первый заместитель генерального директора Тофик Сулейманов Основание Осн�...

ملاريا متصورة من لعاب أنثى بعوضة تنتقل خلال خلية البعوضةمتصورة من لعاب أنثى بعوضة تنتقل خلال خلية البعوضة معلومات عامة الاختصاص أمراض معدية من أنواع مرض بعدوى الأوليات  [لغات أخرى]‏،  ومرض  الأسباب الأسباب متصورة منجلية،  ومتصورة نشيطة،  ومتصورة وبالية،...

82nd 24 Hours of Le Mans endurance race 2014 24 Hours of Le Mans Previous: 2013 Next: 2015 Index: Races | Winners Circuit de la Sarthe track Marcel Fässler, André Lotterer, and Benoît Tréluyer hoist the winners trophy during the podium ceremony Audi Sport Team Joest No. 2 Audi R18 e-tron quattro, Winner of the 2014 24 Hours of Le Mans Handprint's Winners 2014 in the Walk of fame at Le Mans The 82nd 24 Hours of Le Mans (French: 82e 24 Heures du Mans) was an 24-hour automobile endurance rac...

Form of unleavened pastry used in Chinese pastries Chinese flaky pastryChar siu sou uses Chinese flaky pastryAlternative namesChinese puff pastryTypePastryPlace of originChinaMain ingredientsFlour, shortening (traditionally lard)VariationsHuaiyang-styleCantonese-styleSimilar dishesFlaky pastry Chinese flaky pastry (Chinese: 中式酥皮; also known as Chinese puff pastry) is a form of unleavened flaky pastry used in traditional Chinese pastries that are invariably called subing (soubeng i...

Gravitational-wave detector 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: Torsion-bar antenna – news · newspapers · books · scholar · JSTOR (February 2016) A torsion-bar antenna (or TOBA) is a novel scheme for a gravitational wave detector, proposed by M. Ando, et al. in 2010. The proposed design...

Proposed United Kingdom parliamentary constituency Mid DunbartonshireCounty constituencyfor the House of CommonsBoundary of Mid Dunbartonshire in ScotlandSubdivisions of ScotlandEast DunbartonshireMajor settlementsBearsden, Bishopbriggs, Kirkintilloch, Lenzie, MilngavieCurrent constituencyCreated2024Member of ParliamentTBC (TBC)SeatsOneCreated fromEast DunbartonshireMid Dunbartonshire is a proposed constituency of the House of Commons in the UK Parliament.[1] Further to the completion...

American college football season 2006 TCU Horned Frogs footballPoinsettia Bowl championPoinsettia Bowl, W 37–7 vs. Northern IllinoisConferenceMountain West ConferenceRankingCoachesNo. 21APNo. 22Record11–2 (6–2 MW)Head coachGary Patterson (6th season)Offensive coordinatorMike Schultz (9th season)Offensive schemeSpreadDefensive coordinatorDick Bumpas (3rd season)Base defense4–2–5Home stadiumAmon G. Carter Stadium(Capacity: 44,008)Seasons←&...

4th César AwardsDate3 February 1979SiteSalle Pleyel, Paris, FranceHosted byPierre Tchernia and Jean-Claude BrialyHighlightsBest FilmL'Argent des autresBest ActorMichel SerraultBest ActressRomy SchneiderTelevision coverageNetworkAntenne 2 ← 3rd César Awards 5th → The 4th César Awards ceremony, presented by the Académie des Arts et Techniques du Cinéma, honoured the best French films of 1978 and took place on 3 February 1979 at the Salle Pleyel in Paris. The ceremony ...

Österrike i olympiska spelen IOK-landskodAUT KommittéÖsterrikes olympiska kommittéOlympiska sommarspelen 1948 i LondonDeltagare147 deltagare i 17 grenar • Damer15 • Herrar132 Medaljsummering Guld1 Silver0 Brons3 Totalt4 Placering21:a Österrike i olympiska sommarspelen1896 • 1900 • 1904 • 1908 • 1912 • 1920 • 1924 • 1928 • 1932 • 1936 • 1948 • 1952 • 1956...

Rogier WassenNazionalità Paesi Bassi Altezza190 cm Peso84 kg Tennis Termine carriera2014 Carriera Singolare1 Vittorie/sconfitte 4-13 Titoli vinti 0 Miglior ranking 143º (24 maggio 1999) Doppio1 Vittorie/sconfitte 136-189 Titoli vinti 5 Miglior ranking 24º (10 settembre 2007) Risultati nei tornei del Grande Slam  Australian Open QF (2007)  Roland Garros 3T (2004, 2007, 2009)  Wimbledon 3T (2005, 2008, 2009)  US Open 3T (2004, 2007, 2010) Doppio misto1 Vittorie/sconf...

「虹」および「霓」のその他の用法については「虹 (曖昧さ回避)」をご覧ください。 虹（画像の主虹の上部に薄く副虹が見える） 滝の水飛沫による虹（アイスランド・グトルフォス） 波の水飛沫による虹 この項目では色を扱っています。閲覧環境によっては、色が適切に表示されていない場合があります。 虹（にじ、英: rainbow）とは、大気中に浮遊する水滴の中�...

Mathematical way of attaining a desired output from a dynamic system Optimal control problem benchmark (Luus) with an integral objective, inequality, and differential constraint Optimal control theory is a branch of control theory that deals with finding a control for a dynamical system over a period of time such that an objective function is optimized.[1] It has numerous applications in science, engineering and operations research. For example, the dynamical system might be a spacecr...