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French footballer and manager (born 1980) Cédric Hengbart Hengbart in 2010Personal informationDate of birth (1980-07-13) 13 July 1980 (age 43)Place of birth Falaise, FranceHeight 1.83 m (6 ft 0 in)Position(s) Right-back, centre-backTeam informationCurrent team Caen (assistant manager)Youth career MondevilleSenior career*Years Team Apps (Gls)2001–2008 Caen 249 (13)2008–2013 Auxerre 162 (11)2013–2014 Ajaccio 27 (0)2014 Kerala Blasters 13 (0)2015 Mondeville 3 (0)2015 N...
Artikel ini bukan mengenai Cut Ashifa. Cut SyifaLahirCut Syifa Hanasalsabila18 September 1998 (umur 25)Bekasi, Jawa Barat, IndonesiaPekerjaanPemeranmodelTahun aktif2007—sekarangPenghargaanlihat daftar Cut Syifa Hanasalsabila (lahir 18 September 1998) adalah pemeran dan model Indonesia. Ia mulai dikenal luas berkat perannya sebagai Maesaroh dalam serial Tukang Bubur Naik Haji the Series. Kehidupan awal Syifa lahir dengan nama Cut Syifa Hanasalsabila pada 18 September 1998 di Bekasi...
Gunung JambanganTitik tertinggiKetinggian417 mdplKoordinat-3.575322, 116.054336 GeografiLetakKalimantan Selatan, IndonesiaPegununganPegunungan Kotabaru Gunung Jambangan adalah gunung yang berada di desa Sungai Pasir, kecamatan Pulau Laut Tengah, Kotabaru, Kalimantan Selatan. Gunung Jambangan adalah gunung Bamega dalam syair lagu Paris Barantai [1] dan merupakan area wanatani dan termasuk dalam kawasan hutan lindung. Vegetasi yang ada di gunung ini seperti rotan, karet, ceng...
Arrow McLarenKantor pusatIndianapolis, IndianaPrinsipal timMcLaren Racing LimitedSam SchmidtRic PetersonNo. mobil5, 6, 7PembalapIndyCar SeriesPatricio O'WardAlexander RossiFelix RosenqvistSponsorIndyCar SeriesArrow ElectronicsCypress SemiconductorVuseNTT DataLucas OilPabrikanIndyCar SeriesChevroletSejarahSeri saat iniIndyCar SeriesGelar pembalapIndy Lights:2004: Thiago Medeiros2006: Jay Howard2007: Alex Lloyd2010: Jean-Karl Vernay2011: Josef Newgarden2012: Tristan Vautier2013: Sage Karam Arro...
District of Manipur in IndiaChandel district Chandel districtDistrict of ManipurLocation in ManipurCoordinates: 24°19′N 93°59′E / 24.317°N 93.983°E / 24.317; 93.983Country IndiaStateManipurHeadquartersChandelArea • Total2,100 km2 (800 sq mi)Population (2011) • Total85,072 • Density40.51/km2 (104.9/sq mi)Language(s) • OfficialMeitei (Manipuri)[1][a] • Regio...
UffieBiographieNaissance 9 décembre 1987 (36 ans)MiamiNom dans la langue maternelle Anna-Catherine Wright HartleyPseudonyme UffieNationalités américainefrançaiseFormation Nova High School (en)International School of Paris (en)Activités Auteure-compositrice-interprète, disc jockey, artiste d'enregistrement, chanteuse, compositrice, vocalistePériode d'activité depuis 2005Autres informationsInstruments Vocodeur, instrument à clavierLabels Elektra Records, Ed Banger RecordsGenres ar...
Kōraku-en, taman bergaya kaiyū di Okayama. Taman batu Jepang di Ryōan-ji, Kyoto. Taman Jepang (日本庭園code: ja is deprecated , Nihon teien) adalah taman yang dibangun dengan gaya tradisional Jepang. Prinsip dasar taman Jepang adalah miniaturisasi dari lanskap atau pemandangan alam empat musim di Jepang. Elemen dasar seperti batu-batu dan kolam dipakai untuk melambangkan lanskap alam berukuran besar. Selain taman Jepang yang dibuka untuk umum, taman Jepang dibangun di hotel, kuil Buddh...
2012 Indian filmSattam Oru IruttaraiPosterTamilசட்டம் ஒரு இருட்டறை Directed bySneha BrittoWritten byS. A. ChandrasekharBased onSattam Oru IruttaraiProduced byVimala RaniStarringThaman KumarBindu MadhaviErode MaheshPiaa Bajpai (Special Role) Reemma SenCinematographyC. J. RajkumarEdited byM R RejeeshMusic byVijay AntonyProductioncompanyEsthell EntertainersRelease date 21 December 2012 (2012-12-21) CountryIndiaLanguageTamilBudget5 million Sattam ...
Greek sculpture c 490–480 BCE Euthydikos Kore. Photographed by Frédéric Boissonnas, 1919. The Euthydikos Kore is a late archaic, Parian marble statue of the kore type, c 490–480 BCE,[1] that once stood amongst the Akropolis votive sculptures. It was destroyed during the Persian invasion of 480 BCE and found in the Perserschutt.[2] It is named after the dedication on the base of the sculpture, “Euthydikos son of Thaliarchos dedicated [me]”.[3] It now stands in...
Physical parameter of a drainage basin Drainage density is a quantity used to describe physical parameters of a drainage basin. First described by Robert E. Horton, drainage density is defined as the total length of channel in a drainage basin divided by the total area, represented by the following equation: D d = ∑ L A b a s i n {\displaystyle D_{d}={\frac {\sum {L}}{A_{basin}}}} [1] The quantity represents the average length of channel per unit area of catchment and has units...
بوسو أليغري بوسو أليغري بوسو أليغري خريطة الموقع تقسيم إداري البلد البرازيل [1] التقسيم الأعلى ميناس جرايس خصائص جغرافية إحداثيات 22°13′41″S 45°56′01″W / 22.228055555556°S 45.933611111111°W / -22.228055555556; -45.933611111111 [2] المساحة 543٫068 كيلومتر مربع الارتفاع 83...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) 28° خط طول 28 شرق خريطة لجميع الإحداثيات من جوجل خريطة لجميع الإحداثيات من بينغ تصدير جميع الإحداثيات من كي...
Ariza MakukulaNazionalità Portogallo Altezza192 cm Peso85 kg Calcio RuoloAttaccante Termine carriera2014 CarrieraSquadre di club1 1999-2000 Vitória Guimarães0 (0)2000-2001 Salamanca2 (0)2001-2002 Leganés13 (4)2002-2003 Salamanca39 (21)2003-2004 Nantes-Atlantique18 (1)2004-2005→ Real Valladolid19 (8)2005-2006 Siviglia13 (1)2006-2007→ Gimnàstic13 (1)2007-2008→ Marítimo13 (7)2008-2009 Benfica18 (3)2009→ Bolton6 (0)2009...
Падение напряжения на участке цепи с двумя резисторами. Падение напряжения — постепенное уменьшение напряжения вдоль проводника, по которому течёт электрический ток, обусловленное тем, что проводник обладает активным сопротивлением. Под падением напряжения также п...
2016 murder trial in South Carolina, United States United States v. RoofCourtUnited States District Court for the District of South CarolinaFull case nameUnited States of America v. Dylann Storm Roof DecidedDecember 15, 2016VerdictFound guilty on all 33 federal chargesDefendantDylann Storm RoofCitationF. Supp. 3d 419Case historySubsequent actionsState of South Carolina v. Dylann Roof (April 2017) United States v. Roof, 10 F.4th 314 (4th Cir. 2021)Dylann Roof was sentenced to death by the fede...
Kypello Ellados 1988-1989 Competizione Coppa di Grecia Sport Calcio Edizione 46ª Date ? 1987 - 11 maggio 1988 Luogo Grecia Risultati Vincitore Panathīnaïkos(10º titolo) Secondo Olympiacos Cronologia della competizione 1986-1987 1988-1989 Manuale La Coppa di Grecia 1987-1988 è stata la 46ª edizione del torneo. La competizione è terminata l'8 maggio 1988. Il Panathīnaïkos ha vinto il trofeo per la decima volta, battendo in finale l'Olympiacos. Indice 1 Primo turno 2 ...
ラグナクリムゾンRagna Crimson ジャンル アクション、ファンタジー[1] 漫画 作者 小林大樹 出版社 スクウェア・エニックス 掲載誌 月刊ガンガンJOKER レーベル ガンガンコミックスJOKER 発表号 2017年4月号 - 発表期間 2017年3月22日[2] - 巻数 既刊14巻(2024年6月現在) アニメ 原作 小林大樹 監督 高橋賢 シリーズ構成 赤尾でこ 脚本 赤尾でこ キャラクターデザイン 青�...
1963 novel by Nadine Gordimer First US edition (publ. Viking Press) Occasion for Loving is a 1963 novel by Nobel prize-winning South African author Nadine Gordimer. It was her third published novel and sixth published book.[1] The novel focuses on a forbidden romantic relationship during apartheid between a woman in the wealthy white elite in South Africa and an African artist.[1] Irving Malon, in The Kenyon Review, described this conflict as one of the central themes: Love an...
Law establishing the Republic of Ireland and severing political ties to the UK The Republic of Ireland Act 1948Oireachtas Long title An Act to repeal the Executive Authority (External Relations) Act, 1936, to declare that the description of the State shall be the Republic of Ireland, and to enable the President to exercise the executive power or any executive function of the state in or in connection with its external relations. CitationAct No. 22 of 1948Territorial extentIrelandPassed b...
Mathematical algorithm Fitting of a noisy curve by an asymmetrical peak model f β ( x ) {\displaystyle f_{\beta }(x)} with parameters β {\displaystyle \beta } by mimimizing the sum of squared residuals r i ( β ) = y i − f β ( x i ) {\displaystyle r_{i}(\beta )=y_{i}-f_{\beta }(x_{i})} at grid points x i {\displaystyle x_{i}} , using the Gauss–Newton algorithm. Top: Raw data and model. Bottom: Evolution of the normalised sum of the squares of the errors. Th...