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Halaman ini berisi artikel tentang pasal 2 Kitab Bilangan dalam Alkitab Kristen dan Ibrani. Untuk bilangan dalam arti angka 2, lihat 2 (angka). Bilangan 2Kitab Bilangan lengkap pada Kodeks Leningrad, dibuat tahun 1008.KitabKitab BilanganKategoriTauratBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen4← pasal 1 pasal 3 → Bilangan 2 (disingkat Bil 2) adalah pasal kedua Kitab Bilangan dalam Alkitab Ibrani dan Perjanjian Lama di Alkitab Kristen. Termasuk dalam kumpulan kit...

Ini adalah nama Melayu; nama Shirlin merupakan patronimik, bukan nama keluarga, dan tokoh ini dipanggil menggunakan nama depannya, Rosnah. Yang Berhormat DatukRosnah Abdul Rashid Shirlin Deputi Menteri Pekerjaan MalaysiaPetahanaMulai menjabat 16 Mei 2013MenteriFadillah Yusof PendahuluYong Khoon SengPenggantiPetahanaAnggota Parlemen Malaysiadapil Papar, SabahPetahanaMulai menjabat 2004 PendahuluOsu SukamPenggantiPetahanaDeputi Menteri Kesehatan MalaysiaMasa jabatan10 April 2009 �...

Raidió Teilifís Éireann (RTÉ)JenisKorporasi hukumIndustriSiaranDidirikan1 Juni 1960KantorpusatDonnybrook, Dublin, IrlandiaWilayah operasiRepublik Irlandia,Irlandia Utara (melalui analog dicurahkan dari RoI, layanan satelit dan kabel),Seluruh dunia (melalui layanan internet, satelit, digital dan analog)TokohkunciTom Savage, Ketua Noel Curran, Direktur-Umum[1]JasaLayanan televisi dan radio Penerbitan transmisi dan penerbitan elektronik (teleteks dan web) layanan telekomunikasi komer...

ملخص معلومات الملف الوصف هذه صورة لشخصية: حسب الله الكفراوي المصدر (https://www.shorouknews.com/uploadedimages/Sections/Egypt/Eg-Politics/original/hasaballah195555.jpg) التاريخ 5 أغسطس 2021 المنتج هذا الملف لا يمتلك معلومات معلومات المنتج، وربما تنقصه بعض المعلومات الأخرى. يجب أن تحتوي الملفات على معلومات موجزة حول المل...

البرلمان الأوروبي الدورة التاسعة للبرلمان الأوروبي التأسيس 10 سبتمبر 1952؛ منذ 71 سنة (1952-09-10) القيادة رئيس البرلمان الأوروبي روبرتا ميتسولا، الشعب الأوروبيمنذ 18 يناير 2022 (2022-01-18) النائب الأول للرئيس أوتمار كاراس، الشعب الأوروبيمنذ 18 يناير 2022 (2022-01-18) ...

BinckBank Tour 2017 GénéralitésCourse13e Renewi TourCompétitionUCI World Tour 2017 2.UWTÉtapes7Dates7 – 13 août 2017Distance1 080,3 kmPays Pays-Bas BelgiqueLieu de départBrédaLieu d'arrivéeGrammontÉquipes22Partants176Arrivants125Vitesse moyenne43,957 km/hSite officielSite officielRésultatsVainqueur Tom Dumoulin (Team Sunweb)Deuxième Tim Wellens (Lotto-Soudal)Troisième Jasper Stuyven (Trek-Segafredo)Classement par points Peter Sagan (Bora-Hansgrohe)Super-combatif Piet Alleg...

Pour les articles homonymes, voir Ratcliffe et Radcliffe. Daniel Radcliffe Daniel Radcliffe en 2022. Données clés Nom de naissance Daniel Jacob Radcliffe Naissance 23 juillet 1989 (34 ans)Londres (Royaume-Uni) Nationalité Britannique Profession ActeurProducteur Films notables Harry Potter (saga)La Dame en noirHornsSwiss Army ManEscape from Pretoria Séries notables A Young Doctor's NotebookMiracle WorkersUnbreakable Kimmy Schmidt : Kimmy contre le révérend Site internet Site o...

Questa voce o sezione sugli argomenti attori statunitensi e registi statunitensi non cita le fonti necessarie o quelle presenti sono insufficienti. Commento: totale mancanza di qualsiasi fonte e bibliografia con correlata al testo Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti dei progetti di riferimento 1, 2. Raoul Walsh (dicembre 1917) Raoul Walsh (New York, 11 marzo 1887 – Simi Valley, 31 dice...

Celso Caesar Moreno Celso Caesar Moreno (1830 – 12 Maret 1901) adalah seorang prajurit kaya, figur politik kontroversial di panggung dunia, dan Menteri Urusan Luar Negeri Hawaii di bawah Kalākaua. Lahir di Italia, ia bertarung dalam Perang Krimea dan tinggal di seluruh Asia, Hawaii dan Amerika Serikat. Ia pindah dari satu karier ke karier lainnya, dari satu skema besar ke skema besar lainnya, biasanya berusaha untuk menarik hati pemerintah untuk memberikan sejumlah besar uang untuk propors...

Miyagino 宮城野区Distrik kotaKantor Distrik MiyaginoLokasi Distrik Miyagino di wilayah SendaiNegaraJepangWilayahTōhokuPrefektur MiyagiKotaSendaiDidirikan1 April 1989Luas[1] • Total58,19 km2 (22,47 sq mi)Populasi (1 Desember 2023) • Total194,478 • Kepadatan3.342,12/km2 (8,656,1/sq mi)Zona waktuUTC+09:00 (JST)Kode pos983-8601Alamat kantor distrik2-12-35 Gorin, Miyagino-ku, Sendai-shi, Miyagi-kenNomor telefon022-291-2...

乔冠华 中华人民共和国外交部部长 中国人民对外友好协会顾问 任期1974年11月—1976年12月总理周恩来 → 华国锋前任姬鹏飞继任黄华 个人资料性别男出生(1913-03-28)1913年3月28日 中華民國江蘇省盐城县逝世1983年9月22日(1983歲—09—22)（70歲） 中华人民共和国北京市籍贯江蘇鹽城国籍 中华人民共和国政党 中国共产党配偶明仁（1940年病逝） 龚澎（1970年病逝） 章含�...

Search engine of shadow libraries Anna's ArchiveOfficial logo of the Anna's Archive websiteAnna's Archive homepage (September 26, 2023)Type of siteSearch engine, digital library, file sharingFounder(s)Anna Archivist, Pirate Library Mirror[1]URL www.annas-archive.org www.annas-archive.gs www.annas-archive.se LaunchedNovember 10, 2022; 19 months ago (2022-11-10)[2]Current statusActive Part of a series onFile sharing Technologies File hosting services Onlin...

Statistical factor used to compare competing hypotheses Part of a series onBayesian statistics Posterior = Likelihood × Prior ÷ Evidence Background Bayesian inference Bayesian probability Bayes' theorem Bernstein–von Mises theorem Coherence Cox's theorem Cromwell's rule Principle of indifference Principle of maximum entropy Model building Weak prior ... Strong prior Conjugate prior Linear regression Empirical Bayes Hierarchical model Posterior approximation Markov chain Monte Carlo Laplac...

2017 song by Lost Kings First LoveSingle by Lost Kings featuring Sabrina Carpenterfrom the album We Are Lost Kings (Japan EP) ReleasedOctober 13, 2017GenreDancesynth-popLength3:27LabelDisruptorRCASongwriter(s)Albin NedlerBrittany AmaradioKristoffer FogelmarkNorris ShanholtzRami YacoubRobert AbisiProducer(s)Lost KingsLost Kings singles chronology Look at Us Now (2017) First Love (2017) Don't Call (2017) Sabrina Carpenter singles chronology Why(2017) First Love(2017) Alien(2018) Music v...

Measurement unit for time 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: Unit of time – news · newspapers · books · scholar · JSTOR (March 2016) (Learn how and when to remove this message) Table showing quantitative relationships between common units of time A unit of time is any particular time interval, u...

The Odessa Committee, officially known as the Society for the Support of Jewish Farmers and Artisans in Syria and Palestine,[1] was a charitable, pre-Zionist organization in the Russian Empire, which supported immigration to the Biblical Land of Israel, then a part of the Ottoman Empire. History The first general assembly of the Odessa Committee, 1890 The pogroms of 1881-1884 and the May Laws of 1882 gave impetus to political activism among Russian Jews and mass emigration. More than ...

Open cluster in the constellation Centaurus NGC 3766NGC 3766 image taken with the MPG/ESO 1.2-metre telescope at the La Silla Observatory[1] Credit: ESOObservation data (J2000 epoch)Right ascension11h 36.1mDeclination−61° 37′Distance5.5 klyApparent magnitude (V)5.3Apparent dimensions (V)12.0′Physical characteristicsRadius9.6 lyEasy to view via binoculars or telescopeOther designationsNGC 3766, Caldwell 97, Collinder 248, Melotte 107, Dunlop 289, Lacaille...

RDXPDBに登録されている構造PDBオルソログ検索: RCSB PDBe PDBj PDBのIDコード一覧1GC6, 1GC7, 1J19, 2D10, 2D11, 2D2Q, 2EMS, 2EMT, 2YVC, 2ZPY識別子記号RDX, DFNB24, radixin外部IDOMIM: 179410 MGI: 97887 HomoloGene: 37707 GeneCards: RDX 遺伝子の位置 (ヒト)染色体11番染色体 (ヒト)[1]バンドデータ無し開始点109,864,295 bp[1]終点110,296,712 bp[1]遺伝子の位置 (マウス)染色体9番染色体 (マウス)[2]バ�...

Kingdom in Southern Europe from 1861 to 1946 This article is about the Kingdom of Italy (1861–1946). For other uses, see Kingdom of Italy (disambiguation). Kingdom of ItalyRegno d'Italia (Italian)1861–1946 Flag Greater coat of arms(1890–1929; 1943–1946) Motto: FERT(Motto for the House of Savoy)Anthem: (1861–1943; 1944–1946)Marcia Reale d'Ordinanza(Royal March of Ordinance) (1924–1943)Giovinezza(Youth) (1943–1944)La Leggenda del Piave(The Legend of Piave) The Kin...

I rappresentanti di distretti elettorali in genere hanno uffici nei loro rispettivi distretti. Questa foto mostra la carica di Michael Moore, un membro del Parlamento (MP) nel Regno Unito. La circoscrizione elettorale, o circondario elettorale o distretto elettorale indica ciascuna delle parti in cui è suddiviso il territorio di uno Stato o altro ente territoriale per l'elezione di un organo collegiale, tipicamente un'assemblea rappresentativa (quale una camera del parlamento), ma anche per ...