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Di bawah ini adalah daftar kementerian dan susunan organisasi kementerian negara di Republik Indonesia. Kementerian Kementerian kelompok I Menurut Peraturan Presiden Nomor 7 Tahun 2015 tentang Organisasi Kementerian Negara, kementerian kelompok I adalah kementerian yang menangani urusan pemerintahan yang nomenklatur kementeriannya secara tegas disebutkan dalam UUD 1945.[1] Logo Kementerian / Lembaga Susunan Organisasi Pemimpin Eselon[2] Dasar Hukum Kementerian Dalam Negeri[...

Grand Prix Kanada 2012 Lomba ke-7 dari 20 dalam Formula Satu musim 2012 Detail perlombaanTanggal 10 Juni 2012 (2012-06-10)Nama resmi Formula 1 Grand Prix du Canada 2012[1]Lokasi Circuit Gilles Villeneuve, Montreal, CanadaSirkuit Street circuitPanjang sirkuit 4.361 km (2.71 mi)Jarak tempuh 70 putaran, 305.27 km (189.7 mi)Posisi polePembalap Sebastian Vettel[2] Red Bull-RenaultWaktu 1:13.784Putaran tercepatPembalap Sebastian Vettel Red Bull-RenaultWaktu 1:15.752 putaran ke-...

All the Best! 1999-2009Album hit terbaik karya ArashiDirilis19 Agustus 2009 (2009-08-19)Direkam1999-2009GenrePop, RockDurasi194:39 (Edisi terbatas)151:39 (Edisi regular)LabelJ StormProduserJohnny KitagawaKronologi Arashi Dream A Live(2008)String Module Error: Match not found2008 All the Best! 1999-2009(2009) Boku no Miteiru Fūkei(2010)String Module Error: Match not found2010 Singel dalam album All the Best! 1999-2009 One LoveDirilis: 25 Juni 2008 (2008-06-25) Truth/Kaze no Muk�...

KD Lekir (F26) with USS Bunker Hill Class overview NameKasturi class BuildersHowaldtswerke-Deutsche Werft Operators Royal Malaysian Navy Preceded byLaksamana class Completed2 Active2 General characteristics TypeFS 1500 corvette Displacement1850 tons full load Length98 m (322 ft) Beam11.5 m (38 ft) Draft3.5 m (11 ft) Propulsion 4 × MTU 20V 1163 TB92 diesels 23,460 bhp (17,490 kW) 2 shafts Speed28 knots (52 km/h; 32 mph) Range5,000&#...

Overview of the foreign relations of Haiti Politics of Haiti Constitution Constitutional Court Law Legislature (not functioning) Haitian Parliament Chamber of Deputies Senate Executive President of Haiti (list) Vacant (executive directed by PM and Cabinet) Prime Minister of Haiti (list) Ariel Henry (acting) Cabinet Judiciary Supreme Court of Haiti Recent elections General: 20062010–11Next Presidential: 20152016 (Feb)2016 (Nov) Parliamentary: 2015–16 Senate: 2016–17 Electoral body: CEP A...

American politician This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (July 2021) Culbert OlsonOlson in 193529th Governor of CaliforniaIn officeJanuary 2, 1939 – January 4, 1943LieutenantEllis E. PattersonPreceded byFrank MerriamSucceeded byEarl WarrenMember of the California Senatefrom the 38th districtIn officeJanuary 7, 1935 �...

روبرت كيوهين نظرية استقرار الهيمنة هي نظرية في العلاقات الدولية متجذرة في بحوث حقول العلوم السياسية والاقتصاد والتاريخ. تصور نظرية استقرار الهيمنة أن النظام الدولي يميل إلى أن يبقى ثابتًا عندما تكون دولة ما هي القوة العالمية المسيطرة أو المهيمنة.[1] لهذا، يقلص انهيار �...

Pour les articles homonymes, voir Roques. Roques La mairie. Blason Administration Pays France Région Occitanie Département Haute-Garonne Arrondissement Muret Intercommunalité Le Muretain Agglo Maire Mandat Sylvain Mabire 2020-2026 Code postal 31120 Code commune 31458 Démographie Gentilé Roquois Populationmunicipale 5 115 hab. (2021 ) Densité 550 hab./km2 Géographie Coordonnées 43° 30′ 41″ nord, 1° 22′ 38″ est Altitude Min. 148
...

Tadeus ReichsteinTadeusz Reichstein.BiographieNaissance 20 juillet 1897WłocławekDécès 1er août 1996 (à 99 ans)BâleNom dans la langue maternelle Tadeusz ReichsteinNationalités polonaisesuisseDomiciles Kiev, IénaFormation École polytechnique fédérale de ZurichActivités Chimiste, professeur d'université, botaniste, médecin, scientifiqueConjoint Henriette Louise Quarles van Ufford (d)Autres informationsA travaillé pour Université de BâleMembre de Académie américaine des s...

Not to be confused with Seven Warring States. 154 BC rebellion against the Han dynasty of China Rebellion of the Seven StatesMap showing the Rebellion of Seven States during the Han dynastyDate154 BCLocationEastern ChinaResult Han victory, further centralization of imperial powerBelligerents Han dynasty Seven States Wu Chu Zhao Jiaoxi Jiaodong Zichuan Jinan Commanders and leaders Emperor Jing of Han Zhou Yafu Dou Ying Li Guang Liu PiStrength 360,000 troops 200,000 Wu troops 300,000 troops fro...

American politician (born 1974) Kai KaheleMember of the U.S. House of Representativesfrom Hawaii's 2nd districtIn officeJanuary 3, 2021 – January 3, 2023Preceded byTulsi GabbardSucceeded byJill TokudaMember of the Hawaii Senatefrom the 1st districtIn officeFebruary 17, 2016 – December 16, 2020Preceded byGil KaheleSucceeded byLaura Acasio Personal detailsBorn (1974-03-28) March 28, 1974 (age 50)Miloli'i, Hawai'i, U.S.Political partyDemocraticSpouseMaria F...

American sitcom Camp RunamuckAlice Nunn as Mahalia May GrueneckerGenreSitcomCreated byDavid SwiftWritten byWilliam FreedmanBen GershmanSidney A. MandelAnn MarcusBob RodgersDavid SwiftDirected byCharles BartonBruce BilsonHoward DuffHal MarchR. Robert RosenbaumDavid SwiftStarringArch JohnsonDavid KetchumDave MaddenAlice NunnTheme music composerFrank DeVolJack Keller Howard GreenfieldOpening themeCamp Runamuck ThemeComposerEdward J. ForsythCountry of originUnited StatesOriginal languageEnglishNo...

Israeli communications satellite operator For other uses, see Spacecom (disambiguation). Space Communication Ltd.Company typePublicTraded asTASE: SCCIndustryCommunicationsFounded1993; 31 years ago (1993)HeadquartersRamat Gan , Israel RevenueNIS 513.226 million (2017) [1]Operating incomeNIS 46.7 million (2017) [1]Net incomeNIS 94.2 million (2017) [1]Total equityNIS 826.9 million (2017) [1]ParentEurocom GroupWebsitehttps://www.amo...

Kalkulus Teorema dasar Limit fungsi Kontinuitas Teorema nilai purata Teorema Rolle Diferensial Definisi Turunan (perumuman) Tabel turunan Diferensial infinitesimal fungsi total Konsep Notasi untuk pendiferensialan Turunan kedua Turunan ketiga Perubahan variabel Pendiferensialan implisit Laju yang berkaitan Teorema Taylor Kaidah dan identitas Kaidah penjumlahan dalam pendiferensialan Perkalian Rantai Pangkat Pembagian Rumus Faà di Bruno Integral Definisi Antiderivatif Integral (takw...

Not to be confused with Wuling Hongguang Mini EV. Motor vehicle Wuling HongguangSecond generationOverviewManufacturerSAIC-GM-WulingProduction2010–presentBody and chassisClassCompact MPVBody style5-door wagonLayoutFront-engine, rear-wheel-drive The Wuling Hongguang (Chinese: 五菱宏光; pinyin: Wǔlíng hóngguāng) is a compact MPV produced since September 2010 by SAIC-GM-Wuling.[1][2] Between 2013 and 2017, it was marketed as Chevrolet Enjoy in India by GM In...

عمرو بن خالد الأزدي لوحة لمعركة كربلاء في متحف بروكلين معلومات شخصية الميلاد 1 ق هـ - 620م تقريباًبارق، شبه الجزيرة العربية الوفاة 10 محرم 61 هـ - 12 أكتوبر 680م.كربلاء، العراق الديانة مسلم الأولاد خالد بن عمرو الأزدي أقرباء أسماء بن خالد البارقي (جده) عائلة بارق، الأزد الحياة الع�...

Place in Zala, HungaryKerkakutasLocation of Zala county in HungaryKerkakutasLocation of KerkakutasCoordinates: 46°45′36″N 16°30′15″E / 46.75994°N 16.50430°E / 46.75994; 16.50430Country HungaryCountyZalaArea • Total20.07 km2 (7.75 sq mi)Population (2004) • Total151 • Density7.52/km2 (19.5/sq mi)Time zoneUTC+1 (CET) • Summer (DST)UTC+2 (CEST)Postal code8973Area code92 Kerkakutas is ...

Hệ vận động ở con người gồm có hai phần: Phần thụ động gồm bộ xương và hệ liên kết các xương (khớp xương), phần vận động gồm có hệ cơ, hoạt động phụ thuộc hoàn toàn vào hệ thần kinh. Xương gồm 206 chiếc, dài ngắn khác nhau, hợp lại tạo thành bộ xương nâng đỡ cơ thể, che chở cho các nội quan khỏi những chấn thương lý học. Hệ cơ gồm khoảng 600 cơ tạo thành, là những ...

دجيباريكي-خايا  علم شعار الإحداثيات 62°12′29″N 135°50′43″E / 62.207977°N 135.845232°E / 62.207977; 135.845232   تاريخ التأسيس 1941  تقسيم إداري  البلد روسيا[1]  عدد السكان  عدد السكان 1008 (2023)[2]  معلومات أخرى 678711  رمز الهاتف 411-53  رمز جيونيمز 2024626  الموقع ال�...

Decision rule used for minimizing the possible loss for a worst case scenario This article is about the decision theory concept. For other uses, see Minimax (disambiguation). Minimax (sometimes Minmax, MM[1] or saddle point[2]) is a decision rule used in artificial intelligence, decision theory, game theory, statistics, and philosophy for minimizing the possible loss for a worst case (maximum loss) scenario. When dealing with gains, it is referred to as maximin – to maximize...