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Puluhan film tuturan dari seri Detektif Conan telah dirilis sejak 1997 di Jepang dan beberapa negara. Film-film tersebut dirilis setiap bulan April sejak tahun 1997, tidak termasuk tahun 2020. Setiap film memiliki alur cerita tesendiri dan bukan merupakan adaptasi dari cerita manga. Di antara film-film ini, hanya 23 film pertama yang pernah ditayangkan di Indonesia melalui Indosiar dan Net.. Sejak 2016, film tuturan Detektif Conan mulai ditayangkan di bioskop Indonesia, melalui jaringan biosk...

八尾市立曙川南中学校 北緯34度36分37秒 東経135度37分9.7秒 / 北緯34.61028度 東経135.619361度 / 34.61028; 135.619361座標: 北緯34度36分37秒 東経135度37分9.7秒 / 北緯34.61028度 東経135.619361度 / 34.61028; 135.619361国公私立の別 公立学校設置者 八尾市校訓 自主･自律･友愛設立年月日 1977年4月1日創立記念日 6月20日共学・別学 男女共学学期 3学期制学校コー...

Primera División de Antigua y Barbuda Datos generalesDeporte FútbolSede Antigua y Barbuda Antigua y BarbudaConfederación ConcacafContinente CaribeNombre oficial Antigua and Barbuda Premier DivisionNombre comercial Digicel/Red Stripe Premier DivisionOrganizador ABFAEquipos participantes 16Datos históricosFundación 1968Primer campeón Arsenal (1962)Datos estadísticosCampeón actual Liberta (2018-19)Más campeonatos Empire (13)Datos de competenciaCategoría 1 Descenso a Primera Liga d...

أنور مصباح معلومات شخصية الميلاد 8 أبريل 1913(1913-04-08)الإسكندرية  الوفاة 25 نوفمبر 1998 (85 سنة)   الإسكندرية  مواطنة مصر  الحياة العملية المهنة رباع  اللغة الأم اللهجة المصرية  اللغات العربية،  واللهجة المصرية  الرياضة رفع الأثقال  تعديل مصدري - تعديل   أنور

Sacred motet by Schein Wie lieblich sind deine WohnungenSacred motet by Johann Hermann ScheinThe composerEnglishHow lovely is your dwelling placeTextPsalms 84:2–4LanguageGermanComposed1628 (1628)VocalSSATB Wie lieblich sind deine Wohnungen (How lovely is your dwelling place) is a sacred motet for four voices that Johann Hermann Schein, Thomaskantor in Leipzig, composed in 1628, setting verses 2–4 of Psalm 84 in German. History Johann Hermann Schein was Thomaskantor in Leipzig...

Siege battle, part of Caesar's civil war Battle of DyrrhachiumPart of Caesar's invasion of Macedonia during Caesar's civil war  Caesar's forces  Pompey's forcesDate10 July 48 BCLocationDyrrhachium (modern Durrës)41°19′00″N 19°27′00″E / 41.3167°N 19.4500°E / 41.3167; 19.4500Result Pompeian victoryBelligerents Pompeians CaesariansCommanders and leaders Pompey Labienus Julius Caesar Mark AntonyStrength 50,000 28,000Casualties and loss...

Presidential election in Libya Next Libyan presidential election TBD President before election Mohamed al-Menfi Independent Elected President TBD Politics of Libya Member State of the Arab League Constitution 2017 draft constitution 2011 Constitutional Declaration (Basic Law) 1977 People's Authority 1969 Constitution 1951 Constitution Executive Presidential Council (in Tripoli) Chairman: Mohamed al-Menfi Government of National Unity (in Tripoli) Prime Minister: Abdul Hamid Dbeibeh Government ...

Pakistani sarod player (born 1963) Asad QizilbashBackground informationBorn (1963-09-22) 22 September 1963 (age 60)GenresHindustani classical musicInstrument(s)sarodWebsiteasadsarod.webs.comMusical artist Asad Qizilbash (born 22 September 1963) is a Pakistani sarod player.[1] Biography Asad was born in 1963 to the famous violinist K.H. Qizilbash, who introduced many talented Pakistani musicians to the world, Nusrat Fateh Ali Khan among others. After attending a concert performed ...

40°43′29″N 73°59′49″W / 40.724641°N 73.996936°W / 40.724641; -73.996936 The exterior of Niblo's Garden c. 1887 View from the stage, 1853 Niblo's Garden was a theater on Broadway and Crosby Street, near Prince Street, in SoHo, Manhattan, New York City.[1] It was established in 1823 as Columbia Garden[2] which in 1828 gained the name of the Sans Souci and was later the property of the coffeehouse proprietor and caterer William Niblo. The large...

Medical conditionGiant condyloma acuminatumOther namesGiant condyloma of Buschke–Löwenstein tumorMan, aged 63, with a massive cauliflower-like penile mass with several urinary fistulae making the penile shaft indistinguishable.SpecialtyInfectious diseases  Giant condyloma acuminatum (also known as a Buschke–Löwenstein tumor[1]) is a rare cutaneous condition characterized by an aggressive, wart-like growth that is a verrucous carcinoma.[2]: 409  It is...

6 Medical Battalion Group (6 Med Bn Gp)Active1903 – PresentCountry South AfricaAllegiance Republic of South AfricaBranchSouth African Military Health ServiceTypeReserve ForceSize400+Part ofSouth African Department of DefenceSAMHS Conventional ReserveNickname(s)6 MedMotto(s)Optima Cura – Excellence in CareEngagementsBoer WarWorld War IWorld War IIBorder WarWebsiteWebsite currently not availableCommandersCurrentcommanderColonel M.I. MogariInsigniaNATO Symbol 6 Military unit 6...

165-й навчальний центр з підготовки іноземних військовослужбовців рос. 165-й учебный центр по подготовке иностранных военнослужащих Емблема збройних сил СРСРНа службі 1965 — 1992Країна  СРСР ( УРСР) →  УкраїнаНалежність  Радянська арміяТип навчальний центрУ...

Booklet of selected paintings on show 120 Paintings from the Rijksmuseum is a selection of paintings that were included in a booklet of illustrations in the Rijksmuseum Amsterdam giftshop for visitors during the years 1950–1990. It was meant as an illustrated companion guide to the catalog of the paintings on show, which included information about the +/-1,200 paintings on show. The painting River Landscape with Ferry by Salomon van Ruysdael was part of the collection of Jacques Goudstikker...

Los controles del motor de la aeronave proporcionan un medio para que el piloto controle y supervise el funcionamiento del motor de la aeronave. Este artículo describe los controles utilizados con un motor de combustión interna básico que impulsa una hélice. Algunas configuraciones opcionales o más avanzadas se describen al final del artículo. Los motores de turbina a reacción utilizan diferentes principios operativos y tienen sus propios conjuntos de controles y sensores. Cabina de un...

Hospital in WalesBlaenavon HospitalAneurin Bevan University Health BoardBlaenavon HospitalShown in TorfaenGeographyLocationBlaenavon, Torfaen County Borough, Wales, United KingdomCoordinates51°46′29″N 3°05′27″W / 51.7747°N 3.0908°W / 51.7747; -3.0908OrganisationCare systemPublic NHSTypeCommunityServicesBeds9HistoryOpened1924Closed2014LinksWebsitewww.wales.nhs.uk/sitesplus/866/homeListsHospitals in Wales Blaenavon Hospital (Welsh: Ysbyty Blaenafon) was a sma...

Protein fiber made by spiders Arachnidium redirects here. For the genus of bryozoans, see Arachnidium (bryozoan). A female specimen of Argiope bruennichi wraps her prey in silk. Indian Summer by Józef Chełmoński (1875, National Museum in Warsaw) depicts a peasant woman with a thread of gossamer in her hand. Spider cocoon Spider silk is a protein fibre or silk spun by spiders. Spiders use silk to make webs or other structures that function as adhesive traps to catch prey, to entangle and re...

American football team in Memphis, Tennessee This article is about the team in the second edition of the USFL. For the team in the original USFL from the 1980s, see Memphis Showboats. Memphis Showboats Current seasonEstablished 2022Play in Simmons Bank Liberty Stadiumin Memphis, Tennesseehttps://twitter.com/USFLShowboats League/conference affiliationsUnited States Football League (2023–present) South Division (2023–present) Current uniformTeam colorsNavy blue, yellow, white    &...

日本 > 富山県 > 富山市 > 打出 (富山市) 打出 町丁 打出打出の位置 北緯36度44分40.84秒 東経137度11分21.19秒 / 北緯36.7446778度 東経137.1892194度 / 36.7446778; 137.1892194国 日本都道府県 富山県市町村 富山市地域 富山地域地区 倉垣地区人口（2018年（平成30年）3月31日現在）[1] • 合計 341人等時帯 UTC+9 (日本標準時)市外局番 076 (富山MA) ...

Headquarters of BMW BMW HeadquartersBMW-VierzylinderAlternative namesBMW Tower (BMW-Turm)General informationLocationPetuelring 130Munich, GermanyCoordinates48°10′37″N 11°33′36″E / 48.17694°N 11.56000°E / 48.17694; 11.56000Construction started1968Completed1972Opened1973HeightRoof101 m (331 ft)Technical detailsFloor count22Floor area72,000 m2 (780,000 sq ft)Design and constructionArchitect(s)Karl SchwanzerReferences[1][2&#...

No debe confundirse con Máximo común divisor. Recibe el nombre de mínimo común denominador de dos o más fracciones el número que resulta de calcular el mínimo común múltiplo de los denominadores de esas mismas fracciones,[1]​ generalmente con el objetivo de obtener otras dos (o más) fracciones de igual denominador y respectivamente equivalentes a las fracciones iniciales, dado que solo se pueden sumar o restar fracciones que tengan el mismo denominador.[2]​ Ejemplo Por e...