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Julie BressetJulie Bresset sur le podium de la 3e manche de la coupe de France de VTT 2012 à Super-BesseInformationsNaissance 9 juin 1989 (34 ans)Saint-BrieucNationalité françaiseÉquipe actuelle MASSISpécialité VTT cross-countryDistinction Chevalier de la Légion d'honneurPrincipales victoires VTT cross-countryChampionnats Championne olympique 2012 Championne du monde 2012, 2013 Championne du monde par équipes 2011 Championne du monde espoirs 2011 Championne d'Europe espoi...
Main entrance of Fort Pilar with the historical marker in Zamboanga City This list of historical markers installed by the National Historical Commission of the Philippines (NHCP) in Zamboanga Peninsula (Region IX) is an annotated list of people, places, or events in the region that have been commemorated by cast-iron plaques issued by the said commission. The plaques themselves are permanent signs installed in publicly visible locations on buildings, monuments, or in special locations. While...
Grand Prix Bahrain 2018 Lomba ke-2 dari 21 dalam Formula Satu musim 2018← Lomba sebelumnyaLomba berikutnya → Detail perlombaan[1]Tanggal 8 April 2018Nama resmi Formula 1 2018 Gulf Air Bahrain Grand PrixLokasi Sirkuit Internasional BahrainSakhir, BahrainSirkuit Fasilitas balapan permanenPanjang sirkuit 5.412 km (3.362 mi)Jarak tempuh 57 putaran, 308.238 km (191.530 mi)Cuaca BersihPenonton 95,000[2]Posisi polePembalap Sebastian Vettel FerrariWaktu 1:27.95...
Burung Merah Burung Merah dilukis di atas ubin Tiongkok Hanzi: 朱雀 Makna harfiah: Merak Merah Terang Alih aksara Mandarin - Hanyu Pinyin: Zhūquè - Wade-Giles: Chu1 ch'üeh4 Min Nan - Romanisasi POJ: Chu-chhiok Yue (Kantonis) - Romanisasi Yale: Jyu1 jeuk3 - Jyutping: zyu1 zoek3 Burung Merah (Hanzi: 朱雀; Pinyin: Zhūquè) atau Zhuque adalah salah satu Empat Simbol dari rasi bintang Tiongkok. Menurut Wu Xing, dalam sistem lima elemen Tao, dapat mewakili elemen api, arah selatan ...
العلاقات الزامبية اللبنانية زامبيا لبنان زامبيا لبنان تعديل مصدري - تعديل العلاقات الزامبية اللبنانية هي العلاقات الثنائية التي تجمع بين زامبيا ولبنان.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة زامب�...
British government department, 1973–2014 This article is about the former agency of the United Kingdom. For the Maltese agency, see Office for Fair Trading (Malta). For the Isle of Man agency, see Isle of Man Office of Fair Trading. Office of Fair TradingWelsh: Swyddfa Fasnachu TegNon-ministerial government department overviewFormed21 September 1973; 50 years ago (1973-09-21)Dissolved1 April 2014Superseding agencyCompetition and Markets AuthorityJurisdictionUnited KingdomH...
Wakil Bupati MajenePetahanaArismunandar Kalmasejak 27 Juni 2021Masa jabatan5 tahunDibentuk2001Pejabat pertamaKalma KattaSitus webmajenekab.go.id/v3/ Berikut ini adalah daftar Wakil Bupati Majene dari masa ke masa. No. Potret Wakil Bupati Mulai menjabat Akhir menjabat Partai Bupati Periode Ref. 1 Kalma Katta 2001 2006 Muhammad Darwis 12 2 Itol A. Syaiful Tonra 2006 2011 Kalma Katta 13 3 Fahmi Massiara 25 Juni 2011 25 Juni 2016 PPP 14 Jabatan kosong 25 Juni 2016 27 Juni 2016 Syamsiar Mucht...
سفورونوس تقسيم إداري البلد اليونان [1] خصائص جغرافية إحداثيات 40°16′00″N 22°28′00″E / 40.2667°N 22.4667°E / 40.2667; 22.4667 الارتفاع 45 متر السكان التعداد السكاني 1942 (resident population of Greece) (2001)1615 (resident population of Greece) (1991)1842 (resident population of Greece) (2021)1948 (resident population of Greece) (2011) م...
المرأة في تونغا شابتان من تونغا في العصر الحديث، كلاهما يرتدين ملابس مع الاكسسوار المعروفة باسم kiekie أو حزام الزينة.شابتان من تونغا في العصر الحديث، كلاهما يرتدين ملابس مع الاكسسوار المعروفة باسم kiekie أو حزام الزينة. البلد مؤشر عدم المساواة بين الجنسين[1] القيمة 0.458 (2013) �...
Mother of Adolf Hitler (1860–1907) Klara HitlerKlara Pölzl in the 1870sBornKlara Pölzl(1860-08-12)12 August 1860Spital, Weitra, Austrian EmpireDied21 December 1907(1907-12-21) (aged 47)Linz, Austria-HungaryResting placeTown Cemetery, LeondingNationalityAustro-HungarianKnown forMother of Adolf HitlerSpouse Alois Hitler (m. 1885; died 1903)ChildrenGustavIdaOttoAdolfEdmundPaulaParentsJohann Baptist PölzlJohanna HiedlerRelativesJ...
Wolfgang Pauli Il principio di esclusione di Pauli, o principio di esclusione o principio di Pauli, è un principio della meccanica quantistica secondo cui due fermioni identici non possono occupare simultaneamente lo stesso stato quantico. Fu formulato da Wolfgang Pauli nel 1925. Si applica solo ai fermioni, che formano stati quantici antisimmetrici e hanno spin semi-intero, e che includono protoni, neutroni ed elettroni, le tre particelle che compongono la materia ordinaria. Il principio è...
British politician, writer, and social activist (1871–1946) Arthur Ponsonby redirects here. Not to be confused with Arthur Ponsonby, 11th Earl of Bessborough. The Right HonourableThe Lord Ponsonby of ShulbredePonsonby in 1934Chancellor of the Duchy of LancasterIn office13 March – 25 August 1931Prime MinisterRamsay MacDonaldPreceded byClement AttleeSucceeded byThe Marquess of LothianParliamentary Secretary to the Ministry of TransportIn office1929–1931Preceded byThe Earl Russell...
Baseball game in which at least one team has no baserunners For other uses, see Perfect game. The everlasting image of New York Yankees catcher Yogi Berra leaping into the arms of pitcher Don Larsen after the completion of Larsen's perfect game in Game 5 of the 1956 World Series[1] In baseball, a perfect game is a game in which one or more pitchers complete a minimum of nine innings with no batter from the opposing team reaching base.[2] To achieve a perfect game, a team must ...
Part of a series onForced labour and slavery Contemporary Child labour Child soldiers Conscription Debt Forced marriage Bride buying Child marriage Wife selling Forced prostitution Human trafficking Peonage Penal labour Contemporary Africa 21st-century jihadism Sexual slavery Wage slavery Historical Antiquity Egypt Babylonia Greece Rome Medieval Europe Ancillae Black Sea slave trade Byzantine Empire Kholop Prague slave trade Serfs History In Russia Emancipation Thrall Venetian slave trade Ba...
Museum in New York City The New Museum redirects here. For the museum in Sweden, see The New Museum (Sweden). For the museum in Berlin, see Neues Museum. New MuseumEstablished1977[1]Location235 BoweryManhattan, New York City, New York 10002United StatesCoordinates40°43′20″N 73°59′36″W / 40.722239°N 73.993219°W / 40.722239; -73.993219TypeContemporary artDirectorLisa PhillipsCuratorGary Carrion-MurayariMassimiliano GioniMargot NortonVivian CrockettPub...
The RolliesAlbum studio karya The RolliesDirilis1972 (1972)[1]Genre funk pop Durasi30:31LabelRemacoKronologi The Rollies Let's Start Again(1971) The Rollies(1972) Sing of Love(1973) Untuk album The Rollies tahun 1968 yang bernama sama, lihat The Rollies (album 1968). The Rollies adalah album kelima dari grup musik The Rollies yang dirilis pada tahun 1972 di bawah label Remaco. Album The Rollies ditempatkan pada peringkat ke-73 dalam daftar 150 Album Indonesia Terbaik versi ma...
This article is about the Pakistan Army rank. For other countries that use corresponding rank, see General. Highest rank in Pakistan Army GeneralInsignia with crossed swords and laurel device of a four-star generalIllustration of a general with corresponding starsCountry PakistanService branch Pakistan ArmyAbbreviationGENRankFour-starNext higher rankField marshalNext lower rankLieutenant generalEquivalent ranksAdmiral (Pakistan Navy)Air chief marshal (Pakistan Air Force) General /p�...
Coppa Acerbo / Circuito di PescaraPescara Circuit[1]Informasi lombaTerbanyak menang (pembalap) Giuseppe Campari (3)Terbanyak menang (konstruktor) Alfa Romeo (10)Panjang sirkuit25.579 km (15.894 mi)Jarak tempuh460.422 km (286.093 mi)Lap18Balapan terakhir (1957)Pole position Juan Manuel FangioMaserati9:44.6Podium 1. Stirling MossVanwall2:59:22.7 2. Juan Manuel FangioMaserati+ 3:13.9 3. Harry SchellMaserati+ 6:46.8 Lap tercepat Stirling MossVanwall9:44.6 Coppa Acerbo...
1927 Eeuwen: 19e eeuw · 20e eeuw · 21e eeuw Decennia: 1910-1919 · 1920-1929 · 1930-1939 Jaren: << · < · 1926 · 1927 · 1928 · > · >> Maanden: jan · feb · mrt · apr · mei · jun jul · aug · sep · okt · nov · dec Jaartelling in verschillende culturen Ab urbe condita: 2680 MMDCLXXX Armeense jaartelling: 1376 – 1377ԹՎ ՌՅՀԶ – ՌՅՀԷ Chinese jaartellin...
Mathematical modeling of psychological theories and phenomena This article is about the mathematical modeling of psychological theories and phenomena. For research design and methodology in psychology, see Psychological statistics. For the theory and technique of measurement of psychological attributes, see Psychometrics. Part of a series onPsychology Outline History Subfields Basic psychology Abnormal Affective neuroscience Affective science Behavioral genetics Behavioral neuroscience Behavi...