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Bulan di Atas MentariGenre Drama Roman PembuatMD EntertainmentDitulis oleh Aviv Elham Keke Mayang Skenario Aviv Elham Keke Mayang SutradaraAkbar BhaktiPemeran Marcel Chandrawinata Tatjana Saphira Fendy Chow Michella Putri Primus Yustisio Febby Febiola Penggubah lagu temaSM*SHLagu pembukaAku Cinta Kau dan Dia — SM*SHLagu penutupAku Cinta Kau dan Dia — SM*SHNegara asalIndonesiaBahasa asliBahasa IndonesiaJmlh. musim1Jmlh. episode25 (daftar episode)ProduksiProduser Dhamoo Punjabi Manoj Punja...

Filosofi KopiPoster filmSutradaraAngga Dwimas SasongkoProduser Anggia Kharisma Handoko Hendroyono Glenn Fredly (ko-produser) SkenarioJenny JusufCeritaAngga Dwimas SasongkoM. Irfan RamliJenny JusufBerdasarkanFilosofi Kopioleh Dewi LestariPemeran Chicco Jerikho Rio Dewanto Julie Estelle Jajang C. Noer Slamet Rahardjo Otig Pakis Penata musikGlenn FredlySinematograferRobie TaswinPenyuntingAhsan AndrianPerusahaanproduksiVisinema PicturesDistributor Visinema Pictures Netflix Tanggal rilis9 Ap...

Disambiguazione – Se stai cercando l'omonima competizione di calcio a 5, vedi Coppa UEFA 2006-2007 (calcio a 5). Coppa UEFA 2006-2007 Competizione Coppa UEFA Sport Calcio Edizione 36ª Organizzatore UEFA Date dal 14 settembre 2006al 16 maggio 2007 Partecipanti 88 (155 alle qualificazioni) Nazioni 52 Sede finale Hampden Park(Glasgow) Risultati Vincitore Siviglia(2º titolo) Secondo Espanyol Semi-finalisti Werder BremaOsasuna Statistiche Miglior marcatore Walter Pandiani (11) In...

تتميز عملات اليورو النمساوية بتصميم فريد لكل فئة ، مع موضوع مشترك لكل سلسلة من العملات المعدنية الثلاث. تتميز العملات المعدنية الصغيرة بالزهور النمساوية, والعملات المعدنية المتوسطة أمثلة للهندسة المعمارية من عاصمة النمسا, فيينا, والعملات المعدنية الشهيرة في النمسا. جميع...

2014 compilation album by Various artistsOne Love, One RhythmCompilation album by Various artistsReleasedMay 8, 2014 (2014-05-08)Genre Latin pop dance-pop EDM Latin house Length51:26LanguageSpanishEnglishPortugueseLabel RCA Sony Music Brasil Producer Arlindo Cruz Ash Pournouri[1] Berman Brothers Carl Falk Carlinhos Brown Charles Chaves Cirkut Dr. Luke J2 DJ Memê John James Powell RedOne[2] Mario Caldato Jr. Quiz & Larossi Salaam Remi[3] Sér...

Untuk jaringan berita internet, lihat CBSN. CBS NewsDivisiCBS BroadcastingTokoh pentingLeslie Moonves (Ketua & CEO CBS)David Rhodes (Presiden CBS News)Didirikan18 September 1927Markas BesarPusat Penyiaran CBS Manhattan, New York City, New York, Amerika SerikatBroadcast programsCBS Evening NewsCBS This Morning48 Hours60 MinutesCBS News Sunday MorningFace the NationOrangtuaCBS Broadcasting Inc.Situs webwww.cbsnews.comStreaming News NetworkCBSNlbs CBS News adalah sebuah divisi berita dari ja...

Pietra di Snoldelevpietra runica ID RundataDR 248 PaeseDanimarca RegioneRamsø CittàAttualmente Copenaghen, originariamente Snoldelev PeriodoEtà vichinga Maestro runicosconosciuto Testo originale Gunwalds sten, sonaR Roalds, þulaR a Salhøgum. Testo in italianoPietra di Gunnvaldr, figlio di Hróaldr, recitatore di Salhaugar Modifica dati su Wikidata · Manuale La pietra runica a Snoldelev, nella municipalità di Ramsø in Danimarca, è decorata con un tre corni potori incrociati (il T...

For her brother, see Nanda (Buddhist). Most venerable bhikkhuni Sundarī NandāBuddha stops Nanda, who tried to escape from the Sangha.TitleForemost bhikkhuni in the practise of jhanaPersonalBorn6th century BCEKapilavastuReligionBuddhismPartnerPrince NandaParent(s)Shakya King Suddhodhana (father), Queen Maha Pajapati Gotami (mother)DynastyShakya RepublicOther namesRupa Nanda, Janapada KalyaniOccupationbhikkhuniRelativesSiddhartha (brother) Nanda (brother)Senior postingTeacherGautama Budd...

Walaupun ukuran fisiknya yang kecil, bukanlah alasan bagi Singapura untuk tidak bisa membagi wilayah negaranya menjadi subdivisi nasional dalam bentuk provinsi dan wilayah politik nasional lainnya yang biasa ditemukan di beberapa negara besar lainnya, meskipun dalam sepanjang sejarah sebuah negara kota dibagi dengan tujuan untuk mengatur pemerintahan di tingkat daerah dan perencanaan tata kota. Berdasarkan sejarahnya, pembagian subdivisi ini berdasarkan pada wilayah per kabupaten, terutama pa...

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)   لمعانٍ أخرى، طالع الحميدي (توضيح). الحميدي الاسم الرسمي الحميدي الإحداثيات 35°57′38″N 37°6′21″E / &...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

Minangkabau FCNama lengkapMinangkabau Football ClubJulukanLaskar Urang Awak Kerbau MinangBerdiri2010StadionStadion Haji Agus Salim, Kota Padang, Provinsi Sumatera Barat(Kapasitas: 28.000)PemilikPT. Padang Minang SportindoDirektur OperasionalJoni EffendiPelatih Divaldo AlvesLigaLiga Primer Indonesia201110 Kostum kandang Kostum tandang Minangkabau Football Club atau Minangkabau FC (sempat disebut Kabau Padang FC pada awal pendiriannya)[1] adalah sebuah tim sepak bola Indonesia yang berb...

Rudi Geodetic PointPunctul Geodezic Rudi48°19′08″N 27°52′36″E / 48.31889°N 27.87667°E / 48.31889; 27.87667TypeObeliskOpening dateJune 17, 2006Dedicated toStruve Geodetic Arc The Rudi Geodetic Point (Romanian: Punctul Geodezic Rudi) is a point of the Struve Geodetic Arc in Rudi, Moldova. There is also an obelisk. Overview Rudi Geodetic Point was set up in 1847 and is a World Heritage Site (2005). The obelisk was opened on June 17, 2006. Gallery Ext...

Welsh naturalist (1726–1798) Thomas PennantThomas Pennant by Thomas Gainsborough (1776)Born27 June [O.S. 14 June] 1726Downing Hall, Whitford, Flintshire, WalesDied16 December 1798(1798-12-16) (aged 72)Downing Hall, Whitford, Flintshire, WalesOccupationsNaturalistantiquarianKnown forWritings on natural history, geology, and geographical expeditions Thomas Pennant (27 June [O.S. 14 June] 1726 – 16 December 1798)[1] was a Wel...

آصف علي أصغر فيضي   معلومات شخصية الميلاد 10 أبريل 1899   الوفاة 23 أكتوبر 1981 (82 سنة)   مومباي،  ومَهَارَشتِرة،  والهند  مواطنة الهند (26 يناير 1950–) اتحاد الهند الراج البريطاني  عضو في مجمع اللغة العربية بدمشق  الحياة العملية المدرسة الأم كلية سانت جونزكلية ال�...

First Lady of the United States from 1989 to 1993 This article is about the first lady of the United States. For her granddaughter, see Barbara Bush (born 1981). For other people named Barbara Bush, see Barbara Bush (disambiguation). Barbara BushBush in 1989First Lady of the United StatesIn roleJanuary 20, 1989 – January 20, 1993PresidentGeorge H. W. BushPreceded byNancy ReaganSucceeded byHillary ClintonSecond Lady of the United StatesIn roleJanuary 20, 1981 – January 20...

Chemical compound AcebrocholClinical dataATC codenoneIdentifiers IUPAC name [(4S,6R,8S,9S,10R,13R,14S,17R)-4,6-dibromo-10,13-dimethyl-17-[(2R)-6-methylheptan-2-yl]-2,3,4,5,6,7,8,9,11,12,14,15,16,17-tetradecahydro-1H-cyclopenta[a]phenanthren-3-yl] acetate CAS Number514-50-1 YPubChem CID10952056ChemSpider9127276 NUNII7XZB016MY5ChEMBLChEMBL2104033 NChemical and physical dataFormulaC29H48Br2O2Molar mass588.509 g·mol−13D model (JSmol)Interactive image SMILES C[C@H](CCCC(C)C)...

This article is about the history of the Republic of India established after 1950. For the pre-establishment era of the state, see History of India. Jawaharlal Nehru, the first prime minister of India, often regarded as the architect of modern India, addressing a newly independent India on 15 August 1947 The history of independent India or history of Republic of India began when the country became an independent sovereign state within the British Commonwealth on 15 August 1947. Direct admini...

Artikel ini sedang dalam perbaikan.Untuk menghindari konflik penyuntingan, mohon jangan melakukan penyuntingan selama pesan ini ditampilkan.Halaman ini terakhir disunting oleh Kim Nansa (Kontrib • Log) 211 hari 983 menit lalu. kurva kupu-kupu dapat didefinisikan dengan persamaan parametrik x dan y. Dalam matematika, Persamaan Parametrik mendefinisikan sekelompok kuantitas sebagai fungsi dari satu atau lebih variabel independen yang disebut parameter.[1] Persamaan Parametrik biasanya...

Membership of the United Nations Security Council is held by the five permanent members and ten elected, non-permanent members. Being elected requires a two-thirds majority vote from the United Nations General Assembly. Elected members hold their place on the council for a two-year term, with five seats contested in even years and five seats contested in odd years. An outgoing member cannot be immediately re-elected. Elections usually begin in October for a term starting January 1. Because o...