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Shanty HarmaynLahirShanty Harmayn29 Juli 1967 (umur 56)Jakarta, IndonesiaAlmamaterUniversitas IndonesiaUniversitas StanfordPekerjaanProduser filmTahun aktif1998 - sekarangSuami/istriBert Hofman Shanty Harmayn Hofman (lahir 29 Juli 1967) adalah produser film Indonesia.[1] Ia merupakan produser yang melahirkan film-film seperti Perempuan Tanah Jahanam (2019) yang meraih Piala Citra untuk kategori Film Cerita Panjang Terbaik Festival Film Indonesia 2020, Sang Penari (2011) yang...

Стрільба трасувальними боєприпасами. Зимова війна. 1940 Винищувач-бомбардувальник P-47 «Тандерболт» веде вогонь трасувальними снарядами по наземних цілях Стрільба морських піхотинців США трасувальними боєприпасами в ході навчань з бойовою стрільбою. 19 квітня 1988 Трасу́вал

غروتيريا     الإحداثيات 38°21′14″N 16°16′21″E / 38.353888888889°N 16.2725°E / 38.353888888889; 16.2725  [1] تقسيم إداري  البلد إيطاليا[2]  التقسيم الأعلى مدينة ريجيو كالابريا الحضرية (31 يناير 2016–)  خصائص جغرافية  المساحة 37.98 كيلومتر مربع (9 أكتوبر 2011)[3]  ارتفاع ...

Gunung Yakushi薬師岳Gunung Yakushi dilihat dari Gunung SuishōTitik tertinggiKetinggian2.926 m (9.600 ft)[1]Masuk dalam daftarDaftar gunung di Jepang100 Gunung Terkenal JepangKoordinat36°28′08″N 137°32′41″E / 36.46889°N 137.54472°E / 36.46889; 137.54472Koordinat: 36°28′08″N 137°32′41″E / 36.46889°N 137.54472°E / 36.46889; 137.54472 [2]PenamaanPengucapan[jakɯ̥ɕidake]GeografiGunung Yaku...

Puente de Tancarville Pont de Tancarville Vista del puenteLocalización geográficaContinente EuropaCruza Río SenaCoordenadas 49°28′20″N 0°27′53″E / 49.472222, 0.464722Localización administrativaPaís  FranciaDivisión  NormandíaSubdivisión Departamentos de Sena Marítimo y EureLocalidad Tancarville - Marais-VernierCaracterísticasTipo Puente colganteMaterial Hormigón y aceroUso CarreteroLargo 1.420 mAncho 12,50 mAlto 123 mVano mayor 960 mHistoria...

Fan website and blog about Harry Potter This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: The Leaky Cauldron website – news · newspapers · books · scholar · JSTOR (July 2011) (Learn how and when to remove this template message) The Leaky CauldronScreenshot Main pageType of businessPrivate companyLimited l...

تحوي هذه المقالة أو هذا القسم ترجمة آلية. فضلًا، ساهم في تدقيقها وتحسينها أو إزالتها لأنها تخالف سياسات ويكيبيديا. (نقاش) (أغسطس 2022) عصماء بنت مروان معلومات شخصية تاريخ الوفاة 21 مارس 624  الحياة العملية المهنة كاتِبة[1]،  وشاعرة[2]  تعديل مصدري - تعديل   عصماء ب...

History Russian Empire NameBoyarin BuilderBurmeister & Wain, Copenhagen, Denmark Laid down24 September 1900 Launched26 May 1901 Completed1902 Commissioned1 September 1902 FateSunk by mine 12 February 1904 General characteristics TypeProtected cruiser Displacement3,200 long tons (3,251 t) Length105.2 m (345 ft) Beam12.5 m (41 ft) Draught4.88 m (16 ft) Propulsion 2 shaft reciprocating vertical triple-expansion steam engines 16 Belleville coal-fired boilers...

American college basketball season 1985–86 Pepperdine Waves men's basketballWCAC championsNCAA tournamentConferenceWest Coast Athletic ConferenceRecord25–5 (13–1 WCAC)Head coachJim Harrick (7th season)Home arenaFirestone FieldhouseSeasons← 1984–851986–87 → 1985–86 West Coast Athletic Conference men's basketball standings vte Conf Overall Team W   L   PCT W   L   PCT Pepperdine 13 – 1   .929 25 – 5   .833 Loy...

Wait Your TurnSingel oleh Rihannadari album Rated RDirilis13 November 2009 (2009-11-13)FormatDigital downloadDirekam2009GenreHip hop, electro-hop, dubstep, R&BDurasi3:48LabelDef Jam/SRPPenciptaTor Erik Hermansen, Mikkel S. Eriksen, Saul Milton, Will Kennard, James Fauntleroy II, Takura Tendayi, Robyn FentyProduserStarGate, Chase & Status Wait Your Turn adalah singel promosi yang dinyanyikan oleh Rihanna. Singel ini ditulis oleh Rihanna, James Fauntleroy II, Takura Tendayi, StarGa...

Pour les articles homonymes, voir Tribunal des conflits. Cet article est une ébauche concernant le droit. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Tribunal des conflitsCadrePays  Suissemodifier - modifier le code - modifier Wikidata Le Tribunal des conflits est un tribunal genevois qui a été supprimé lors de la réorganisation du pouvoir judiciaire genevois intervenue à l'occasion de l'entrée en...

Battle of MolodiPart of the Russo-Crimean WarsMolodi village. A foundation stone to commemorate the victory in the Battle of Molodi in 1572.Date29 July–2 August 1572LocationMolodi, 50 km south of Moscow. 55°30′N 37°32′E / 55.500°N 37.533°E / 55.500; 37.533Result Russian victory[2]Belligerents Tsardom of Russia Crimean KhanateOttoman Empire[1]Commanders and leaders Ivan the TerribleMikhail Vorotynsky Devlet I GirayStrength 23,000–25,000 men&#...

Yesus dan Pilatus karya William Hole Dalam injil-injil kanonikal, pengadilan Pilatus merujuk kepada pengadilan Yesus di praetorium yang diadakan oleh Pontius Pilatus, didahului oleh Pengadilan Sanhedrin Yesus. Dalam Injil Lukas, Pilatus menemukan bahwa Yesus berasal dati Galilea, yang masuk yuridikasi Herodes Antipas, sehingga ia memutuskan untuk mengirimkan Yesus kepada Herodes. Setelah menanyai Yesus dan mendapatkan beberapa jawaban, Herodes memandang Yesus tidak mengancam dan mengembalikan...

2002 greatest hits album by AquaCartoon Heroes: The Best of AquaGreatest hits album by AquaReleased22 May 2002Recorded1996–2000GenreBubblegum popeurodanceLength60:24LabelMCAProducerSøren Nystrøm RastedClaus NorreenAqua chronology Aquarius(2000) Cartoon Heroes: The Best of Aqua(2002) Greatest Hits(2009) Cartoon Heroes: The Best of Aqua is a greatest hits album by the Danish-Norwegian dance-pop group Aqua. It was released solely in Japan on 22 May 2002. Album information The set inc...

Website cataloging sampling in music WhoSampledType of siteMusic website, music samples databaseAvailable inEnglishFoundedLondon, EnglandOwnerNadav Poraz[1]URLwhosampled.comCommercialYes[2]RegistrationOptionalLaunchedOctober 1, 2008; 15 years ago (2008-10-01)[3][4]Current statusActive WhoSampled is a website and app database of information about sampled music or sample-based music, interpolations, cover songs and remixes. History Nad...

Pakistani film and television actress, and model Amna Ilyasآمنہ الیاسAmna Ilyas in 2019Born (1990-10-11) 11 October 1990 (age 33)Karachi, Sindh, PakistanNationalityPakistaniOccupation(s)Actress, modelYears active2007–presentHeight5 ft 9.75 in (177 cm)RelativesUzma Ilyas (sister)Salma Ilyas (sister) Amna Ilyas (Urdu: آمنہ الیاس) is a Pakistani film and television actress, and model. She is the younger sister of models Salma Ilyas and Uzma Ilyas. Amn...

NBC affiliate in Fort Myers, Florida WBBH-TVFort Myers–Cape Coral–Naples, FloridaUnited StatesCityFort Myers, FloridaChannelsDigital: 15 (UHF)Virtual: 20BrandingNBC 2 (cable channel)ProgrammingAffiliations20.1: NBC20.2: Heroes & Icons43.10: Telemundo (WWDT-CD)OwnershipOwnerHearst Television[1](Fort Myers-Naples HTV LLC)Sister stationsWZVN-TVHistoryFirst air dateDecember 18, 1968 (54 years ago) (1968-12-18)Former channel number(s)Analog: 20 (UHF, 1968–2009)Forme...

Shopping mall in Hamilton, Ontario, Canada Lime Ridge MallCoordinates43°13′05″N 79°51′43″W / 43.218°N 79.862°W / 43.218; -79.862Address999 Upper Wentworth StreetHamilton, OntarioL9A 4X5Opening dateSeptember 13, 1981 (1981-09-13)ManagementCadillac FairviewOwnerCadillac FairviewNo. of stores and services213No. of anchor tenants2Total retail floor area815,000 square feet (75,700 m2)No. of floors2 Lime Ridge Mall (corporately styled as CF Li...

EP by from South Korean survival show Queendom Final ComebackEP by Queendom contestantsReleasedOctober 25, 2019GenreK-PopLength22:00LanguageKoreanLabelStone Music EntertainmentAOA chronology Bingle Bangle(2018) Queendom Final Comeback(2019) New Moon(2019) Lovelyz chronology Once Upon a Time(2019) Queendom Final Comeback(2019) Unforgettable(2020) Park Bom chronology Spring(2019) Queendom Final Comeback(2019) Oh My Girl chronology Fall in Love(2019) Queendom Final Comeback(2019) Eternally(2...

Trigonometric identity relating the sides and angles of a triangle A triangle, showing the incircle and the partitioning of the sides. The angle bisectors meet at the incenter, which is the center of the incircle. By the above reasoning, all six parts are as shown. Trigonometry Outline History Usage Functions (inverse) Generalized trigonometry Reference Identities Exact constants Tables Unit circle Laws and theorems Sines Cosines Tangents Cotangents Pythagorean theorem Calculus Trigonome...