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Ben Mang Reng Say Informasi pribadiLahir(1928-06-15)15 Juni 1928Umauta, Bola, Sikka, Nusa Tenggara TimurMeninggal16 Agustus 2003(2003-08-16) (umur 75)JakartaPartai politikPartai KatolikPartai Demokrasi IndonesiaSuami/istriDona Maria Yosefa Nana da SilvaAlma materUniversitas Gadjah MadaSunting kotak info • L • B Benedictus Mang Reng Say (15 Juni 1928 – 16 Agustus 2003) adalah seorang politisi Indonesia yang ditunjuk sebagai Wakil Ketua Dewan Perwakilan Rakyat...

 

WahonoWahono, 1992 Ketua Majelis Permusyawaratan Rakyat Republik Indonesia ke-8Masa jabatan1 Oktober 1992 – 30 September 1997 PendahuluKharis SuhudPenggantiHarmokoKetua Dewan Perwakilan Rakyat ke-11Masa jabatan1 Oktober 1992 – 30 September 1997 PendahuluKharis SuhudPenggantiHarmokoKetua Umum Golongan Karya ke-5Masa jabatan1988 – 26 Oktober 1993 PendahuluSudharmonoPenggantiHarmokoGubernur Jawa Timur ke-9Masa jabatan26 Agustus 1983 – 2...

 

Village in Markazi province, Iran For the administrative division, see Mazraeh Now Rural District. For other places with the same name, see Mazraeh Now. Village in Markazi, IranMazraeh Now Persian: مزرعه نوVillageMazraeh NowCoordinates: 34°24′15″N 50°08′49″E / 34.40417°N 50.14694°E / 34.40417; 50.14694[1]CountryIranProvinceMarkaziCountyAshtianDistrictCentralRural DistrictMazraeh NowPopulation (2016)[2] • Total524Time ...

Pesta Olahraga Eropa (bahasa Inggris: The European Games) adalah ajang olahraga multi cabang yang diikuti oleh negara anggota Komite Olimpiade Eropa yang diselenggarakan setiap 4 tahun sekali. Edisi pertama ajang ini berlangsung di Baku, Azerbaijan pada tahun 2015. Sejarah Pesta Olahraga Eropa 2015 yang diselenggarakan di Baku, Azerbaijan, merupakan penyelenggaraan pertama Pesta Olahraga Eropa sejak pertama kali diluncurkan oleh Komite Olimpiade Eropa pada 8 Desember 2012.[1] Pesta Ol...

 

Best Day EverEpisode SpongeBob SquarePantsKartu judul episodeNomor episodeMusim 4Episode 80aSutradaraNate Cash (papan cerita)Tuck Tucker (papan cerita)Vincent Waller (kreatif)Larry Leichliter (animasi)PenulisNate CashTuck TuckerSteven BanksTanggal siar10 November 2006Kronologi episode ← SebelumnyaSquid Wood Selanjutnya →The Gift of Gum Daftar episode SpongeBob SquarePants Best Day Ever (Indonesia: Hari Terbaik yang Pernah Adacode: id is deprecated ) adalah episode musim ke-...

 

American murder victim (1924–1947) This article is about the murder victim. For other uses, see Black Dahlia (disambiguation). Black DahliaShort in 1946BornElizabeth Short(1924-07-29)July 29, 1924Boston, Massachusetts, U.S.DisappearedJanuary 9, 1947Diedc. January 14–15, 1947 (aged 22)Los Angeles, CaliforniaCause of deathHomicide (cerebral hemorrhage)[1]Resting placeMountain View Cemetery (Oakland, California)37°50′07″N 122°14′13″W / 37.835...

NarjisMeninggalSamarraMakamSāmarrā, IraqSuami/istriAbu MuhammadAnakMuhammad al-Mahdi Bagian dari seri artikel mengenaiSyiah Peribadatan Penerus Nabi Muhammad Imamah Duka Muharram Tawassul Paham Kebohongan Ayatullah Arbain Hari perayaan Syiah Asyura Tabuik Arbain Maulud Idulfitri Iduladha Idulghadir Sejarah Ayat pemurnian Hadits dua hal berat Mubāhalah Khumm Rumah Fatimah Fitnah Pertama Fitnah Kedua Pembunuhan Ali Pertempuran Karbala Cabang-cabang Syiah Zaidiyah Syiah Dua Belas Imam Ja'far...

 

Kubah Sampul (edisi pertama)PengarangAhmad TohariNegaraIndonesiaBahasaIndonesiaGenreNovelPenerbit Pustaka Jaya (1980–1993) Gramedia (1995–sekarang) Tanggal terbit1980Jenis mediaCetakHalaman184OCLC7561241 Kubah adalah sebuah novel Indonesia yang ditulis oleh Ahmad Tohari. Novel ini berkisah tentang seorang pria miskin bernama Karman yang menjadi anggota Partai Komunis Indonesia sekaligus korban pergolakan politik Indonesia pada tahun 1950-an. Setelah Partai bubar, ia menghabiskan...

 

United Kingdom aristocrats This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (February 2024) (Learn how and when to remove this template message) Part of a series onPeerages in theUnited Kingdom RanksDuke / DuchessMarquess / MarchionessEarl / CountessViscount / ViscountessBaron / Baroness (in Scotland, replaced by Lord / Lady of Parliament) TypesHereditaryLifeRe...

Warner Bros. theatrical cartoon character Tweety Pie redirects here. For the cartoon, see Tweetie Pie. This article is about the Warner Bros. fictional character. For other uses, see Tweety (disambiguation). Fictional character TweetyLooney Tunes/Merrie Melodies characterTweety in the Friz Freleng design. This is also his current appearance.First appearanceA Tale of Two Kitties (November 21, 1942; 81 years ago (1942-11-21))Created byBob ClampettDesigned byRod Scribner (1942)...

 

Radio station in Ballston Spa, New YorkWKKFBallston Spa, New YorkBroadcast areaAlbany, New YorkFrequency102.3 MHz (HD Radio)BrandingKiss 102-3ProgrammingFormatTop 40 (CHR)SubchannelsHD2: 2010s hits iHeart2010s RadioAffiliationsPremiere NetworksOwnershipOwneriHeartMedia(iHM Licenses, LLC)Sister stationsWGY, WGY-FM, WRVE, WPYX, WTRY-FM, WOFXHistoryFirst air date1968 (as WKAJ-FM Saratoga Springs)Former call signsWKAJ-FM (1968–79)WASM (1979–87)WQQY (1987–91)WZRQ (1991–96)WXCR (1997–2000...

 

Dutch biologist (1812–1885) Pieter Harting (1812-1885) Pieter Harting (27 February 1812 – 3 December 1885) was a Dutch biologist and naturalist, born in Rotterdam. He made contributions in a number of scientific disciplines, and is remembered for his work in the fields of microscopy, hydrology, botany, and biostratigraphy. Career Medicine and teaching In 1835 he obtained his medical degree from the University of Utrecht and spent the following years as a doctor in Oudewater. From 1841...

ايمي ويلرتون ايمي ويلرتون خلال حفل توزيع جوائز ذا صن ميلتري 2013 معلومات شخصية الاسم عند الميلاد ايمي ويلرتون الميلاد 18 أغسطس 1992 (العمر 31 سنة)بريستول، إنجلترا الجنسية المملكة المتحدة  اللغات المحكية الإنجليزية  الطول 1.75 م (5 قدم 9 بوصة) لون الشعر شقراء لون العيون ...

 

1996 Republican Party presidential primaries ← 1992 January 29 to June 4, 1996 2000 →   Candidate Bob Dole Pat Buchanan Steve Forbes Home state Kansas Virginia New Jersey Delegate count 1,437 101 51 Contests won 46 4 2 Popular vote 9,024,742 3,184,943 1,751,187 Percentage 58.8% 20.8% 11.4% Gold denotes a state won by Pat Buchanan. Green denotes a state won by Steve Forbes. Purple denotes a state won by Bob Dole. Gray denotes a territory that did...

 

العلاقات السويدية الهندية السويد الهند   السويد   الهند تعديل مصدري - تعديل   العلاقات السويدية الهندية هي العلاقات الثنائية التي تجمع بين السويد والهند.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة السويد ال...

English government ministry responsible for the Royal Navy until 1707 Admiralty and Marine Affairs OfficeGovernment agency overviewFormed1414Preceding Government agencyOffices of the Kings MarineDissolved1707JurisdictionParliament of EnglandHeadquartersAdmiralty Building, Whitehall, LondonGovernment agency executiveLord High AdmiralParent Government agencyPrivy Council of England The Admiralty and Marine Affairs Office (1546–1707), previously known as the Admiralty Office (1414–1546), ...

 

  لمعانٍ أخرى، طالع صناعة (توضيح). تحتاج النصوص المترجمة في هذه المقالة إلى مراجعة لضمان معلوماتها وإسنادها وأسلوبها ومصطلحاتها ووضوحها للقارئ، لأنها تشمل ترجمة اقتراضية أو غير سليمة. فضلاً ساهم في تطوير هذه المقالة بمراجعة النصوص وإعادة صياغتها بما يتناسب مع دليل ال...

 

Integer divisible by count of its divisors Tau number redirects here. For the ratio of a circle's circumference to its radius, see Turn (angle) § Proposals for a single letter to represent 2π. Demonstration, with Cuisenaire rods, that 1, 2, 8, 9, and 12 are refactorable A refactorable number or tau number is an integer n that is divisible by the count of its divisors, or to put it algebraically, n is such that τ ( n ) ∣ n {\displaystyle \tau (n)\mid n} . The first few ref...

Impugnatura di daga in elettro appartenente ad un soldato del faraone Hyksos Ipepi: un soldato caccia armato di una spada e di un arco corto[1] (museo di Luxor) Il termine Hyksos (in greco antico Ὑκσώς, Hyksṑs), forma grecizzata[2] dell'egizio heka khasut, viene generalmente usato per definire le popolazioni che penetrarono in Egitto sul finire del periodo della storia egizia indicato come Medio Regno e governarono il nord dell'Egitto e parte del sud nel Secondo period...

 

دازونالشعارمعلومات عامةمواقع الويب dazn.com lnk.bio… نوع الموقع بث حي — منظمة — دار نشر — خدمة بث الفيديو التأسيس 8 يوليو 2015 الجوانب التقنيةترتيب أليكسا 7٬027[1](30 نوفمبر 2017) المنظومة الاقتصاديةالمقر الرئيسي لندن أهم الشخصياتالمالك British company تعديل - تعديل مصدري - تعديل ويكي بيا�...