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Ismail SalehMenteri Kehakiman Indonesia ke-19Masa jabatan30 Mei 1984 – 17 Maret 1993PresidenSoehartoPendahuluAli SaidPenggantiOetojo OesmanJaksa Agung Republik Indonesia ke-10Masa jabatan18 Februari 1981 – 30 Mei 1984PresidenSoehartoPendahuluAli SaidPenggantiHari Suharto Informasi pribadiLahir(1926-09-07)7 September 1926Sukolilo, Pati, Jawa Tengah, Hindia BelandaMeninggal21 Oktober 2008(2008-10-21) (umur 82)Jakarta, IndonesiaKebangsaanIndonesiaKarier militer...
Jiel-Laval et Cie Rechtsform Gründung 1899 Auflösung 1900 Sitz Bordeaux, Frankreich Leitung Joseph Jiel-Laval Branche Automobilhersteller Mignonette-Luap von 1900 Mignonette-Luap war eine französische Automarke.[1][2][3] Inhaltsverzeichnis 1 Unternehmensgeschichte 2 Fahrzeuge 3 Literatur 4 Weblinks 5 Einzelnachweise Unternehmensgeschichte Das Unternehmen Jiel-Laval et Cie aus Bordeaux begann 1899 unter Leitung von Joseph Jiel-Laval mit der Produktion von Automobilen...
Tòa nhà trụ sở PrudentialTòa nhà trụ sở Prudential, LiverpoolThông tin chungPhong cáchVictorian, Gothic Phục HưngQuốc gia AnhTọa độ53°24′28″B 2°59′19″T / 53,4078°B 2,9887°T / 53.4078; -2.9887Chủ đầu tưBảo hiểm PrudentialXây dựngKhởi công1855Hoàn thành1856Thiết kếKiến trúc sưAlfred Waterhouse Tòa nhà trụ sở Prudential ở thành phố Liverpool là một công trình xây dựng được liệt kê...
UFC mixed martial arts event in 2019 UFC on ESPN: Ngannou vs. dos SantosThe poster for UFC on ESPN: Ngannou vs. dos SantosInformationPromotionUltimate Fighting ChampionshipDateJune 29, 2019 (2019-06-29)VenueTarget CenterCityMinneapolis, MinnesotaAttendance10,123[1]Total gate$952,204.77[1]Event chronology UFC Fight Night: Moicano vs. The Korean Zombie UFC on ESPN: Ngannou vs. dos Santos UFC 239: Jones vs. Santos UFC on ESPN: Ngannou vs. dos Santos (also known as ...
1965 album by the Righteous Brothers Just Once in My LifeStudio album by the Righteous BrothersReleased1965Length33:38LabelPhillesProducer Phil Spector Bill Medley Just Once in My Life is the 1965 album by the American music duo the Righteous Brothers.[1] According to Bill Medley, he was allowed to produce most of the tracks in the album, including Unchained Melody which was originally intended only as an album track because co-producer Phil Spector was interested only in producin...
لمعانٍ أخرى، طالع روبرت ويلسون (توضيح). روبرت ويلسون معلومات شخصية الميلاد 10 يناير 1936 (87 سنة)[1][2] هيوستن الإقامة نيوجيرسي مواطنة الولايات المتحدة عضو في الأكاديمية الوطنية للعلوم، والأكاديمية الأمريكية للفنون والعلوم، وفاي بيتا كابا،...
Women's 200 metre individual medley SM8at the XVI Paralympic GamesVenueTokyo Aquatics CentreDates28 August 2021Competitors10 from 8 nationsMedalists Jessica Long United States Xenia Palazzo Italy Mariia Pavlova RPC Swimming at the2020 Summer ParalympicsWomen's events50 m freestyleS4S6S8S10S11S13100 m freestyleS3S5S7S9S10S11S12200 m freestyleS5S14400 m freestyleS6S7S8S9S10S11S1350 m backstrokeS2S3S4S5100 m backstrokeS2S6S7S8S9S10S11S12S13S1450 m breaststrokeSB3100 m...
British toy collector and YouTuber (born 1942) Tim RowettRowett in 2015Personal informationBornTimothy Quiller Rowett (1942-07-12) 12 July 1942 (age 81)Surrey, EnglandNationalityBritishOccupation(s)Video presenter, toy collector, writerWebsitewww.grand-illusions.comYouTube informationChannel Grand Illusions Years active2008–presentSubscribers2.07M+[1]Total views580M+[1]Last updated: 1 November 2023 Timothy Quiller Rowett (born 12 July 1942)[2][3 ...
ACAP2 المعرفات الأسماء المستعارة ACAP2, CENTB2, CNT-B2, ArfGAP with coiled-coil, ankyrin repeat and PH domains 2 معرفات خارجية الوراثة المندلية البشرية عبر الإنترنت 607766 MGI: MGI:1925868 HomoloGene: 8182 GeneCards: 23527 علم الوجود الجيني الوظيفة الجزيئية • ربط أيون فلزي• GO:0005097، GO:0005099، GO:0005100 GTPase activator activity• phosphatidylinositol-3,5-bisphosp...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (مارس 2023) أحمد سوقان معلومات شخصية الاسم الكامل أحمد محمد الزهراني تاريخ الميلاد 22 يناير 1999 (العمر 24 سنة) مركز اللعب ظهير أيمن الجنسية السعودية اللقب أحمد سوقان معلو...
County in Pennsylvania, United States County in PennsylvaniaUnion CountyCountyOld Union County Courthouse in New BerlinLocation within the U.S. state of PennsylvaniaPennsylvania's location within the U.S.Coordinates: 40°58′N 77°04′W / 40.96°N 77.06°W / 40.96; -77.06Country United StatesState PennsylvaniaFoundedMarch 22, 1813SeatLewisburgLargest boroughLewisburgArea • Total318 sq mi (820 km2) • Land316 sq...
Belgian-American cell biologist (1899–1983) Albert ClaudeBorn(1899-08-24)24 August 1899Longlier, Neufchâteau, BelgiumDied22 May 1983(1983-05-22) (aged 83)Brussels, BelgiumNationalityBelgianCitizenshipBelgium and United StatesAlma materUniversity of LiègeKnown forCell fractionationElectron microscopy in biologySpouseJulia GilderChildrenPhilippaParentsFlorentin Joseph Claude (father)Marie-Glaudice Watriquant Claude (mother)AwardsLouisa Gross Horwitz Prize in 1970Paul Ehrlich ...
English, Scottish, Irish and Great Britain legislationActs of Parliament by states preceding the United Kingdom Of the Kingdom of EnglandRoyal statutes, etc. issued beforethe development of Parliament 1225–1267 1275–1307 1308–1325 Temp. incert. 1327–1411 1413–1460 1461–1482 1483 1485–1503 1509–1535 1536 1539–1540 1541 1542 1543 1545 1546 1547 1548 1549 1551 1553 1554 1555 1557 1558–1601 1603–1623 1625 1627 1640 Interregnum (1642–1660) 1660 1661 1662 1663 1664...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: ピエトロ2世 シチリア王 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL（2012年2月） ピエトロ2世Pietro II シチリア...
2003 film score by Thomas NewmanFinding Nemo (Original Motion Picture Soundtrack)Film score by Thomas NewmanReleasedMay 20, 2003StudioSony Scoring Stage, Culver CitySignet Sound Studios, Los AngelesThe Village, West Los AngelesGenreFilm scoreLength59:40LabelWalt DisneyProducerThomas NewmanPixar soundtrack chronology Monsters, Inc.(2001) Finding Nemo(2003) The Incredibles(2004) Thomas Newman chronology White Oleander(2002) Finding Nemo(2003) Lemony Snicket's A Series of Unfortunate Eve...
Israeli football club For the phoenix club founded by fans in 2007, see Maccabi Kabilio Jaffa F.C. Football clubMaccabi JaffaFull nameMaccabi Jaffa Football ClubNickname(s)The BulgariansFounded1949Dissolved2000GroundGaon Stadium, Tel Aviv1999–2000Liga Alef South, 9th Home colours Away colours Maccabi Jaffa Football Club was one of the first football teams in Israel. It was founded in 1950 as Zionist association of Maccabi Jaffa, by Jewish immigrants from Bulgaria. The Team played for 32 sea...
Maryhill Museum of ArtEstablished1940Locationnear Maryhill, WashingtonWebsitewww.maryhillmuseum.org MaryhillU.S. National Register of Historic Places Nearest cityGoldendale, WashingtonCoordinates45°40′40″N 120°51′48″W / 45.67778°N 120.86333°W / 45.67778; -120.86333Area34 acres (13.8 ha)Built1914ArchitectHornblower & MarshallArchitectural styleBeaux-ArtsNRHP reference No.74001966[1] [2]Added to NRHPDecember 31, 1974 Ma...
Metropolitan area in South Korea Place in South Korea ----Seoul Capital Area 수도권Seoul, the largest city in the metropolitan areaCountrySouth Korea Major citiesSeoulIncheonSuwonAnsanAnyangGoyangSeongnamBucheonYonginArea • Capital area12,685 km2 (4,898 sq mi)Population (2020) • Metro26,037,000[1] • Metro density2,053/km2 (5,320/sq mi) • Percentage of South Korea's total population~50%(52 million)Gross Re...
This article is about Banach bundles in differential geometry. For Banach bundles in non-commutative geometry, see Banach bundle (non-commutative geometry). In mathematics, a Banach bundle is a vector bundle each of whose fibres is a Banach space, i.e. a complete normed vector space, possibly of infinite dimension. Definition of a Banach bundle Let M be a Banach manifold of class Cp with p ≥ 0, called the base space; let E be a topological space, called the total space; let π : E → ...
Traction device for ice-climbing This article is about the traction aid. For the heraldic device, see crampon (heraldry). For bread added to soup or salad, see crouton. Rigid step-in front-point crampons used for vertical ice climbing A crampon is a traction device attached to footwear to improve mobility on snow and ice during ice climbing.[1] Besides ice climbing, crampons are also used for secure travel on snow and ice, such as crossing glaciers, snowfields and icefields, ascending...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!