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Gunung AwuTitik tertinggiKetinggian1.320 meter (4.331 ft)[1]Masuk dalam daftarRibuKoordinat3°40′N 125°30′E / 3.67°N 125.50°E / 3.67; 125.50 GeografiLetakPulau Sangihe, Kepulauan Sangihe, IndonesiaGeologiUsia batuan100,000Jenis gunungGunung berapi kerucutLetusan terakhirJuni 2004 Gunung Awu adalah sebuah gunung berapi kerucut yang terletak di Kepulauan Sangihe. Letusan besar terjadi pada tahun-tahun 1711, 1812, 1856, 1892 and 1966 yang menyeba...
2017 2029 Élections sénatoriales de 2023 dans la Mayenne 24 septembre 2023 Type d’élection Élections sénatoriales Postes à élire 2 sièges de sénateur Élisabeth Doineau – UDI Voix 525 59,59 % Guillaume Chevrollier – LR Voix 426 48,35 % Voix au 2e tour 467 53,19 % Antoine Caplan – PS Voix 345 39,16 % Voix au 2e tour 391 44,53 % Adélaïde Dejardin – UDI Voix 138 15,66 % Sop...
Name for a working child in Haiti A restavek (or restavec) is a child in Haiti who is given away by their parents to work for a host household as a domestic servant because the parents lack the resources required to support the child.[1] The term comes from the French language rester avec, to stay with. Parents unable to care for children may send them to live with wealthier (or less poor) families, often their own relatives or friends. Often the children are from rural areas, and rel...
Josip Pivarić Pivarić (rechts) in 2013 als speler van Dinamo Zagreb Persoonlijke informatie Volledige naam Josip Pivarić Geboortedatum 30 januari 1989 Geboorteplaats Zagreb, Kroatië Lengte 174 cm Been Linksbenig Positie Linksback Clubinformatie Voetbalcarrière geëindigd in juli 2023 Jeugd 2004–2008 Dinamo Zagreb Senioren Seizoen Club W 0(G) 2008–20172008–20122017–20202020–2023 Dinamo Zagreb→ Lokomotiva Zagreb Dynamo Kiev Lokomotiva Zagreb 11500(8)5400(0)2900(0)790(11) ...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (juin 2022). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références » En pratique : Quelles sources sont attendues ? Comme...
اضغط هنا للاطلاع على كيفية قراءة التصنيف نقشارة صفراء الحاجب طائر ناضج يقضي الشتاء في هونغ كونغ حالة الحفظ أنواع غير مهددة أو خطر انقراض ضعيف جدا[1] المرتبة التصنيفية نوع[2][3] التصنيف العلمي النطاق: حقيقيات النوى المملكة: الحيوانات الشعبة: الحبليات الطائفة: ا...
2010 US crime drama film by Michael Winterbottom The Killer Inside MeTheatrical release posterDirected byMichael WinterbottomScreenplay byJohn CurranBased onThe Killer Inside Meby Jim ThompsonProduced byBradford L. SchleiStarringCasey AffleckKate HudsonJessica AlbaNed BeattyElias KoteasTom BowerSimon BakerBill PullmanCinematographyMarcel ZyskindEdited byMags ArnoldMusic byMelissa Parmenter Joel CadburyProductioncompaniesRevolution FilmsHero EntertainmentIndion Entertainment GroupDistributed b...
Krzyż Zasługi Wojsk Litwy Środkowej Awers Baretka Ustanowiono 25 lutego 1922(zatwierdzono 27 marca 1922) Wielkość 43 x 43 mm Kruszec brąz Wydano 1346 Powyżej Medal Ochotniczy za Wojnę Poniżej Krzyż na Śląskiej Wstędze Waleczności i Zasługi Multimedia w Wikimedia Commons Krzyż Zasługi Wojsk Litwy Środkowej – polskie odznaczenie wojskowe, ustanowione uchwałą Sejmu Wileńskiego z dnia 25 lutego 1922 roku, zatwierdzoną przez Tymczasową Komisję Rządzącą Litwy Środkowej...
1985 single by Paul McCartneySpies Like UsSingle by Paul McCartneyB-sideMy Carnival(Paul McCartney and Wings)Released18 November 1985RecordedSeptember 1985GenreNew waveLength4:48Label Parlophone (UK)Capitol Records (US) Songwriter(s)Paul McCartneyProducer(s) Paul McCartney Hugh Padgham Phil Ramone Paul McCartney singles chronology We All Stand Together (1984) Spies Like Us (1985) Press (1986) Spies Like Us is the title song to the 1985 Warner Bros. motion picture of the same name, starring Ch...
Algebraic structure → Group theoryGroup theory Basic notions Subgroup Normal subgroup Quotient group (Semi-)direct product Group homomorphisms kernel image direct sum wreath product simple finite infinite continuous multiplicative additive cyclic abelian dihedral nilpotent solvable action Glossary of group theory List of group theory topics Finite groups Cyclic group Zn Symmetric group Sn Alternating group An Dihedral group Dn Quaternion group Q Cauchy's theorem Lagrange's theorem Sylow the...
Mexican actress (1925–2021) Rosita QuintanaQuintana performing in 1957BornTrinidad Rosa Quintana Muñoz(1925-07-16)16 July 1925[1]Buenos Aires, ArgentinaDied23 August 2021(2021-08-23) (aged 96)Mexico City, MexicoYears active1948–2021SpouseSergio KoganChildren2 (one adoptive daughter) Rosita Quintana (16 July 1925 – 23 August 2021) was an Argentine-Mexican actress, singer and songwriter.[2][3] She was one of the top leading ladies of the Golden Age of Me...
For related races, see 2014 United States House of Representatives elections. 2014 United States House of Representatives elections in Tennessee ← 2012 November 4, 2014 (2014-11-04) 2016 → All 9 Tennessee seats to the United States House of RepresentativesTurnout36.97% [1] 24.89 pp Majority party Minority party Party Republican Democratic Last election 7 2 Seats won 7 2 Seat change Popular vote 848,796 448,421 Perc...
العلاقات البرتغالية الباهاماسية البرتغال باهاماس البرتغال باهاماس تعديل مصدري - تعديل العلاقات البرتغالية الباهاماسية هي العلاقات الثنائية التي تجمع بين البرتغال وباهاماس.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولت...
Not to be confused with Lee-Ann Liebenberg. This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Lee-Anne Liebenberg – news · newspapers · books · scholar · JSTOR (March 2019) (Learn how and when to ...
Jan Terlouw. Jan Cornelis Terlouw (Kamperveen, 15 de noviembre de 1931) es un escritor, político y físico holandés. Terlouw es el mayor de cinco hermanos. Su infancia transcurrió entre las ciudades de Garderen y Wezep debido al oficio de padre, que era predicador. En 1948 comenzó la carrera de Matemáticas y Física en la Rijksuniversiteit de Utrecht, tras la cual ejerció la investigación durante trece años. En 1964 pasó a dedicarse a la investigación de la energía termonuclear. En...
Anti-tax activist, businessman (born 1965) Tim EymanEyman in 2020BornTimothy Donald Eyman (1965-12-22) December 22, 1965 (age 57)Yakima, Washington, U.S.Alma materWashington State University (BA, cum laude; minor: Economics)Years active22Known forAnti-tax activism, crimesPolitical partyRepublican / Independent RepublicanWebsitepermanentoffense.com Timothy Donald Eyman (born December 22, 1965)[1] is an American anti-tax activist and businessman. Since 1997, Eyman ha...
American rower Frank ShakespearePersonal informationFull nameFranklin Bradford ShakespeareBornMay 31, 1930 (1930-05-31) (age 93)Philadelphia, Pennsylvania, U.S. Medal record Men's rowing Representing the United States Olympic Games 1952 Helsinki Eight Franklin Bradford Shakespeare (born May 31, 1930) is a former American competition rower, Olympic champion and naval officer.[1][2] Biography Born in Philadelphia, Pennsylvania on May 31, 1930, Shakespeare wo...
Depiction of landscapes in art For related subjects, see land art, landscape architecture, and landscape photography. Joachim Patinir (1480–1524), Landscape with Charon Crossing the Styx, 1515–1524. Patinir pioneered the world landscape style. Themistokles von Eckenbrecher (German, 1842–1921), View of Lærdalsøyri, on the Sognefjord, 1901 Dong Yuan (934 – 962) Dongtian Mountain Hall (Chinese: 洞天山堂圖). 10th century, the Five Dynasties (Chinese). National Palace Museum, Ta...
On top is a depiction of a perfect lens without spherical aberration: all incoming rays are focused in the focal point.The bottom example depicts a real lens with spherical surfaces, which produces spherical aberration: The different rays do not meet after the lens in one focal point. The further the rays are from the optical axis, the closer to the lens they intersect the optical axis (positive spherical aberration).(Drawing is exaggerated.) Spherical aberration of collimated light incident ...
Submarine of the United States Bream (SS-243) is seen here on 1 January 1962 off the coast of Hawaii, in hunter-killer submarine (SSK) configuration. The fairwater has been streamlined and all guns removed. Also, she has been fitted with an enlarged sonar dome on her new bow, blunt for improved performance while dived. History United States BuilderElectric Boat Company, Groton, Connecticut[1] Laid down5 February 1943[1] Launched17 October 1943[1] Sponsored byMrs. Wrefo...