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Perang Delapan Puluh TahunPertempuran Nieuwpoort (1600), salah satu pertempuran dalam Perang Delapan Puluh TahunTanggal1568–1648LokasiNegara-Negara Dataran Rendah dan perang kolonial di berbagai belahan duniaHasil Kemenangan BelandaPerdamaian MünsterKemerdekaan Republik BelandaPihak terlibat  Republik Belanda Inggris Huguenot  Prancis Imperium Spanyol Kekaisaran Romawi Suci Perang Delapan Puluh Tahun atau Pemberontakan Belanda (1566 – 1648), adalah pemberontakan Tujuh...

It has been suggested that Authority (sociology) be merged into this article. (Discuss) Proposed since January 2024. Legitimate power to decide or authorize This article is about authority as a political concept. For other uses, see Authority (disambiguation). The Supreme Court of the United States is the highest judicial authority in the United States of America. Authority is commonly understood as the legitimate power of a person or group over other people.[1] In a civil state, auth...

Lambang komune Rampillon. RampillonNegaraPrancisArondisemenProvinsKantonNangisAntarkomuneCommunauté de communes La Brie NangissiennePemerintahan • Wali kota (2008-2014) Paul Laclémence • Populasi1607Kode INSEE/pos77383 / 2 Population sans doubles comptes: penghitungan tunggal penduduk di komune lain (e.g. mahasiswa dan personil militer). Rampillon merupakan sebuah komune di departemen Seine-et-Marne di region Île-de-France di utara-tengah Prancis. Demografi Pad...

Sebuah tatapan mata. Kontak mata (eye contact) adalah kejadian ketika dua orang melihat mata satu sama lain pada saat yang sama.[1] Kontak mata merupakan salah satu bentuk komunikasi nonverbal yang disebut okulesik dan memiliki pengaruh yang besar dalam perilaku sosial. Frekuensi dan arti kontak mata sering bervariasi dalam berbagai budaya manusia. Arti sosial dari kontak mata Kontak mata dan ekspresi wajah memiliki peran penting dalam menyampaikan pesan sosial dan perasaan; orang-ora...

George AkerlofLahirGeorge Arthur Akerlof17 Juni 1940 (umur 83)New Haven, ConnecticutKebangsaanUnited StatesInstitusiUniversity of California, BerkeleyMazhabNew Keynesian economicsAlma materMIT (Ph.D.)Yale University (B.A.)DipengaruhiRobert SolowKontribusiInformation asymmetryEfficiency wagesPenghargaanNobel Prize in Economics (2001)Informasi di IDEAS / RePEc George Arthur Akerlof (lahir 17 Juni 1940 di New Haven, Connecticut) ialah ekonom Amerika Serikat. Akerlof menerima...

German conductor Heiko Mathias FörsterFörster in 2007Born1966 (age 57–58)Crivitz, East GermanyNationalityGermanOccupationConductorYears active1989–present Heiko Mathias Förster (born 1966) is a German conductor. Most notable for conducting the Munich Symphony Orchestra from 1999 to 2006, since 2014, he has been the chief conductor of the Ostrava-based Janáček Philharmonic Orchestra.[1] Life and career Förster was born in 1966 in Crivitz, East Germany. At the ag...

Ford GranadaFord Granada coupe (generasi pertama)InformasiProdusenFordModel untuk tahun1975–1982Bodi & rangkaKelasKompak (1975–1980)Mid-size (1981–1982)Tata letakMesin depan, penggerak roda belakangKronologiPendahuluFord MaverickPenerusFord LTD Ford Granada versi Amerika Utara adalah berbagai sedan yang diproduksi dan dipasarkan oleh Ford; dua generasi lini model dijual dari tahun 1975 hingga 1982. Dikembangkan sebagai penerus asli Ford Maverick, Granada berbagi namanya dengan ...

Quadrilateral with four right angles For the record label, see Rectangle (label). RectangleRectangleTypequadrilateral, trapezium, parallelogram, orthotopeEdges and vertices4Schläfli symbol{ } × { }Coxeter–Dynkin diagramsSymmetry groupDihedral (D2), [2], (*22), order 4Propertiesconvex, isogonal, cyclic Opposite angles and sides are congruentDual polygonrhombus In Euclidean plane geometry, a rectangle is a quadrilateral with four right angles. It can also be defined as: an equiang...

Official World Championship event in canoeing ICF Canoe Freestyle World ChampionshipsGenreCanoeingFrequencyAnnualLocation(s)VariesInaugurated2007Previous event2022 ICF Canoe Freestyle World ChampionshipsNext event2023 ICF Canoe Freestyle World ChampionshipsParticipantsMen and womenOrganised byInternational Canoe Federation The ICF Canoe Freestyle World Championships are an international event in canoe freestyle organized by the International Canoe Federation. The ICF World Championships have ...

هنودمعلومات عامةنسبة التسمية الهند التعداد الكليالتعداد قرابة 1.21 مليار[1][2]تعداد الهند عام 2011ق. 1.32 مليار[3]تقديرات عام 2017ق. 30.8 مليون[4]مناطق الوجود المميزةبلد الأصل الهند البلد الهند  الهند نيبال 4,000,000[5] الولايات المتحدة 3,982,398[6] الإمار...

This article needs to be updated. Please help update this article to reflect recent events or newly available information. (January 2018) This article is part of a series on thePolitics of Switzerland Constitution Human rights Federal Council Members (by seniority) Beat Jans Guy Parmelin Ignazio Cassis Viola Amherd (President) Karin Keller-Sutter (Vice President) Albert Rösti Élisabeth Baume-Schneider Federal Chancellor Viktor Rossi Federal administration Federal Assembly Council of States...

This article is about the Deep Purple song. For other uses, see Child in Time (disambiguation). 1970 song by Deep PurpleChild in Time1972 Belgian singleSong by Deep Purplefrom the album Deep Purple in Rock ReleasedJune 1970Recorded4 December 1969 at IBC Studios, London[1]GenreArt rockhard rockheavy metalprogressive rockLength10:18LabelHarvest (UK)Warner Bros. (US)Songwriter(s)Ritchie BlackmoreIan GillanRoger GloverJon LordIan PaiceProducer(s)Deep PurpleMusic videoChild in Time on YouT...

Standard example in game theory For other uses, see Prisoner's dilemma (disambiguation). Not to be confused with Three Prisoners problem, Unexpected hanging paradox, 100 prisoners problem, or Innocent prisoner's dilemma. The prisoner's dilemma is a game theory thought experiment that involves two rational agents, each of whom can cooperate for mutual benefit or betray their partner (defect) for individual reward. This dilemma was originally framed by Merrill Flood and Melvin Dresher in 1950 w...

Components in a receiver that process the signal at the original incoming radio frequency Block diagram of a superheterodyne receiver. The RF front end consists of the components on the left colored red. In a radio receiver circuit, the RF front end, short for radio frequency front end, is a generic term for all the circuitry between a receiver's antenna input up to and including the mixer stage.[1] It consists of all the components in the receiver that process the signal at the origi...

Харитонов Сергій Миколайович  Сержант Загальна інформаціяНародження 26 березня 1969(1969-03-26)ЧернігівСмерть 30 січня 2015(2015-01-30) (45 років)ВуглегірськПоховання ЧернігівВійськова службаПриналежність  УкраїнаВид ЗС Сухопутні військаРід військ  Механізовані військаФорм�...

Kolkata Municipal Corporation in West Bengal, IndiaWard No. 50Kolkata Municipal CorporationInteractive Map Outlining Ward No. 50Ward No. 50Location in KolkataCoordinates (dms): 22°33′57″N 88°21′48″E / 22.5659°N 88.3633°E / 22.5659; 88.3633Country IndiaStateWest BengalCityKolkataNeighbourhoodsBowbazar (Lebutala), Taltala, Moulali, SealdahReservationOpenParliamentary constituencyKolkata UttarAssembly constituencyChowrangheeBorough5Population (2...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2021) أسست2003المنطقةعالمياالموقعمباراة كرة قدم ضد الفقر مباريات كرة القدم ضد الفقر هي مباريات تقام سنويا منذ 2003 لجمع الأموال ودعم مشاريع تطويرية مخصصة مختارة من ...

العلاقات المغربية النيجرية المغرب النيجر   المغرب   النيجر تعديل مصدري - تعديل   العلاقات المغربية النيجرية هي العلاقات الثنائية التي تجمع بين المغرب والنيجر.[1][2][3][4][5] في 12 فبراير 2024، بعثت النيجر، وفدا رفيع المستوى إلى المملكة المغربية يت...

Министерство сельского хозяйства США United States Department of Agriculture Печать Министерства сельского хозяйства США Логотип Министерства сельского хозяйства США Общая информация Страна  США[2] Юрисдикция США Дата создания 15 февраля 1889 Руководство Подчинено Правительство СШ...

Чехи в Узбекистане Современное самоназвание Češi v Uzbekistánu Численность 94 (1989) Расселение  Российская империя СССР Узбекистан Язык чешский, русский, узбекский Религия христианство Входит в чехи Родственные народы русские в Узбекистане, украинцы в Узбекистане Че�...