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Personel militer Indonesia memberikan penghormatan kepada kapal High Speed Vessel Two (HSV-2) Swift yang bersiap untuk berlabuh di dermaga di Belawan, Indonesia Kekuatan Pokok Minimum atau lebih dikenal dengan sebutan Minimum Essential Force (MEF) merupakan proses untuk modernisasi alat utama sistem pertahanan (alusista) Indonesia.[1] sejak dicanangkan oleh Pemerintah Indonesia pada tahun 2007 lalu pada masa kepemimpinan Prof. Dr. Juwono Sudarsono, S.H. MEF dibagi menjadi tiga rencana...

Yolanda Adams discographyYolanda Adams performing at the White House, February 2007Studio albums11Live albums2Compilation albums6 American gospel singer Yolanda Adams has released 11 studio albums, 2 live albums and 6 compilation albums. Adams has been named as the First Lady of Modern Gospel by the media.[1] With sales of nearly 10 million records worldwide,[2] she was Billboard's Top Gospel Artist of the 2000s and has sold 4.5 million albums in the US since 1991.[3]...

Medan JohorKecamatanPeta lokasi Kecamatan Medan JohorMedan JohorPeta lokasi Kecamatan Medan JohorKoordinat: 3°32′06″N 98°40′38″E / 3.534892°N 98.677357°E / 3.534892; 98.677357Koordinat: 3°32′06″N 98°40′38″E / 3.534892°N 98.677357°E / 3.534892; 98.677357Negara IndonesiaProvinsiSumatera UtaraKotaMedanPemerintahan • CamatChandra Dalimunthe S.STP, MSP [1]Populasi (2021)[2] • T...

SampungKecamatanPeta lokasi Kecamatan SampungNegara IndonesiaProvinsiJawa TimurKabupatenPonorogoPemerintahan • Camat-Populasi • Total35.200 jiwaKode Kemendagri35.02.14 Kode BPS3502150 Luas80,61 km²[1]Desa/kelurahan12 Sampung adalah sebuah kecamatan di Kabupaten Ponorogo, Provinsi Jawa Timur, Indonesia. Kecamatan ini berjarak sekitar 23 kilometer[2] dari ibu kota Kabupaten Ponorogo ke arah barat laut. Pusat pemerintahannya berada di desa Sampung. K...

  هذه المقالة عن ماري وارد. لمعانٍ أخرى، طالع وارد (توضيح). ماري وارد (بالإنجليزية: Mary Ward)‏  معلومات شخصية الميلاد 27 أبريل 1827(1827-04-27)مقاطعة أوفالي  الوفاة 31 أغسطس 1869 (42 سنة) سبب الوفاة حادث سيارة[1]  الحياة العملية المهنة عالمة فلك[2]،  ومؤلفة[2]،  وعا...

Sculpture in the Great Ballcourt at Chichen Itza depicting sacrifice by decapitation. The figure at left holds the severed head of the figure at right, who spouts blood in the form of serpents from his neck During the pre-Columbian era, human sacrifice in Maya culture was the ritual offering of nourishment to the gods and goddesses. Blood was viewed as a potent source of nourishment for the Maya deities, and the sacrifice of a living creature was a powerful blood offering. By extension, the ...

  كندا (بالإنجليزية: Canada)‏[1][2]  كنداعلم كندا  كنداشعار كندا    الشعار الوطني(باللاتينية: A mari usque ad mare)‏  النشيد:  يا كندا[3]  الأرض والسكان إحداثيات 56°N 109°W / 56°N 109°W / 56; -109   [4] أعلى قمة جبل لوغان (5959 متر)  أخفض نقطة المحيط الم�...

HDTV/DVR add-on unit for the PlayStation 3 This article is about the Sony PlayStation 3 accessory PlayTV. For other uses, see Play TV. This article contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (July 2022) (Learn how and when to remove this message) PlayTVPlayTV tuner deviceManufacturerSony Computer EntertainmentTypeDVB-T t...

ملك جوسون غيونغجونغ (بالكورية: 이윤)‏  ملك جوسون فترة الحكممن 1720 إلى 1724 مرافق الملكة دانيالملكة سوني معلومات شخصية الميلاد 20 نوفمبر 1688(1688-11-20)قصر تشانغيونغ  الوفاة 11 أكتوبر 1724 (35 سنة)قصر تشانغيونغ  سبب الوفاة التسميم العمدي  [لغات أخرى]‏  مكان الدفن ويرنغ مو�...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (October 2020) (Learn how and when to remove this message) Some of this article's listed sources may not be reliable. Please help improve this articl...

Main article: 2016 United States presidential election 2016 United States presidential election in Nevada ← 2012 November 8, 2016 2020 → Turnout76.83%   Nominee Hillary Clinton Donald Trump Party Democratic Republican Home state New York New York Running mate Tim Kaine Mike Pence Electoral vote 6 0 Popular vote 539,260 512,058 Percentage 47.92% 45.50% County Results Congressional District Results Precinct Results Clinton   40–50%
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American astronomer David RittenhouseA 1796 portrait of RittenhouseBorn(1732-04-08)April 8, 1732Roxborough Township, Pennsylvania, British AmericaDiedJune 26, 1796(1796-06-26) (aged 64)Philadelphia, Pennsylvania, U.S.Occupation(s)Astronomer Inventor MathematicianSignature David Rittenhouse (April 8, 1732 – June 26, 1796) was an American astronomer, inventor, clockmaker, mathematician, surveyor, scientific instrument craftsman, and public official. Rittenhouse was a member of the Americ...

1961 greatest hits album by Johnny MathisPortrait of JohnnyGreatest hits album by Johnny MathisReleasedJuly 17, 1961[1]Recorded1959–1961GenreVocal[2]Length33:11LabelColumbiaProducerAl Ham Mitch Miller Irving TownsendFrank DeVol[3]Johnny Mathis chronology I'll Buy You A Star(1961) Portrait of Johnny(1961) Live It Up!(1962) Professional ratingsReview scoresSourceRatingAllmusic [2]Billboardpositive[4]New Record Mirror5/5[5] Portrait of Jo...

Chemical reaction in which oxidation states of atoms are changed For other uses, see Redox (disambiguation). Sodium gives one outer electron to fluorine, bonding them to form sodium fluoride. The sodium atom is oxidized, and the fluorine is reduced. When a few drops of glycerol (mild reducing agent) are added to powdered potassium permanganate (strong oxidizing agent), a violent redox reaction accompanied by self-ignition starts. Example of a reduction–oxidation reaction between sodium and ...

Scottish footballer For other people named Arthur Graham, see Arthur Graham (disambiguation). Arthur Graham Graham in 1979Personal informationFull name Arthur Graham[1]Date of birth (1952-10-26) 26 October 1952 (age 71)Place of birth Glasgow, ScotlandHeight 1.70 m (5 ft 7 in)[2]Position(s) Left wingerSenior career*Years Team Apps (Gls)1968–1970 Cambuslang Rangers 1970–1977 Aberdeen 220 (34)1977–1983 Leeds United 223 (37)1983–1985 Manchester United 3...

Cavaliere RampinAutoresconosciuto Data550 a.C. circa Materialemarmo Altezzacorpo 110,5 cm e testa 27 cm UbicazioneMuseo dell'Acropoli, Atene e Louvre, Parigi Coordinate37°58′07.32″N 23°43′41.16″E37°58′07.32″N, 23°43′41.16″E La testa originale al Louvre Il Cavaliere Rampin è una statua equestre arcaica in marmo, alta circa 123 cm e divisa in due pezzi: corpo e resti del cavallo (h 110,5 cm) si trovano nel Museo dell'Acropoli ad Atene, la testa (che ad Atene è un calc...

Mountain of the Swiss Pennine Alps For other uses, see Strahlhorn (disambiguation). StrahlhornHighest pointElevation4,190 m (13,750 ft)Prominence404 m (1,325 ft)[1]Parent peakRimpfischhornCoordinates46°00′47.6″N 7°54′06.3″E / 46.013222°N 7.901750°E / 46.013222; 7.901750GeographyStrahlhornLocation in Switzerland LocationValaisCountrySwitzerlandParent rangePennine AlpsTopo mapSwiss Federal Office of Topography swisstopoClimbin...

Représentation schématique d'un accumulateur nickel-hydrogène. L'accumulateur nickel-hydrogène (NiH2 ou Ni-H2) est une source d'énergie électrochimique rechargeable basée sur le nickel et l'hydrogène[1]. La différence avec un accumulateur nickel-hydrure métallique est l'utilisation de l'hydrogène dans une cellule sous pression jusqu'à 1 200 psi (82,7 bar)[2]. L'utilisation des accumulateurs nickel-hydrogène concerne aussi l'aérospatiale. Sur l'ISS (Station spatial...

Theorem in geometric topology Poincaré conjectureA compact 2-dimensional surface without boundary is topologically homeomorphic to a 2-sphere if every loop can be continuously tightened to a point. The Poincaré conjecture asserts that the same is true for 3-dimensional spaces.FieldGeometric topologyConjectured byHenri PoincaréConjectured in1904First proof byGrigori PerelmanFirst proof in2002Implied byGeometrization conjectureZeeman conjecture[1]GeneralizationsGeneralized Poincaré ...

Franco et Ciccio en 1964 dans Cadavere per signora de Mario Mattoli. Franco et Ciccio en 1964 dans 00-2 agenti segretissimi de Lucio Fulci. Franco et Ciccio en 1967 dans Il lungo, il corto, il gatto de Lucio Fulci. Franco et Ciccio en 1972 dans Continuavano a chiamarli... er più e er meno (it) de Giuseppe Orlandini. Franco et Ciccio en 1972 dans Les Aventures de Pinocchio. Franco et Ciccio en mars 1973. Franco et Ciccio (en italien Franco e Ciccio) est un duo comique en Italie, formé p...