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Joseph S. DjafarInformasi latar belakangNama lahirJoseph DjafarAsalSemarang, IndonesiaPekerjaanPenata musikInstrumenPianoTahun aktif1987–sekarang Joseph Setiawan Djafar atau yang sering disingkat Joseph S. Djafar[1] adalah penata musik film dan musikus rohani Kristen Indonesia. Ia juga merupakan komposer dari beragam production house di Indonesia dan Amerika Serikat, CA. Prestasi Penerima Beasiswa Yamaha Music Foundation, Nemu No Sato, Japan - Yamaha Junior Original Concert (JOC) (1...

Iblul-IlRaja MariPeriodeskt. 2380 SM. Kronologi TengahPendahuluIšhtup-IšarPenerusNiziRaja MariWifePaba.[1] Iblul-Il (bertakhta skt. 2380 SM),[2] merupakan raja atau (Lugal) dari kerajaan Mari kedua yang paling giat, ia dicatat dari beberapa kampanyenya yang ekstensif di tengah lembah sungai Efrat melawan Ebla, dan di wilayah hulu sungai Tigris melawan berbagai musuh, yang menegaskan supremasi Mari di utara Suriah. Pemerintahan Sumber Iblul-Il dibuktikan di Mari, di mana patu...

Часть серии статей о Холокосте Идеология и политика Расовая гигиена · Расовый антисемитизм · Нацистская расовая политика · Нюрнбергские расовые законы Шоа Лагеря смерти Белжец · Дахау · Майданек · Малый Тростенец · Маутхаузен ·&...

See also: List of Native Hawaiians and List of Hawaii politicians State flag of Hawaii Location of Hawaii in the United States Hawaii has been home to many notable people who have become well-known beyond the shores of the islands. Listed below are notable people who have called Hawaii home during some significant part of their lives. This is a dynamic list and may never be able to satisfy particular standards for completeness. You can help by adding missing items with reliable sources. Cont...

Lucas Neill Informasi pribadiNama lengkap Lucas Edward NeillTanggal lahir 9 Maret 1978 (umur 46)Tempat lahir Sydney, AustraliaTinggi 185 m (607 ft)Posisi bermain BekKarier junior1991–1993 Manly United1994–1995 AISKarier senior*Tahun Tim Tampil (Gol)1995–2001 Millwall 152 (13)2001–2007 Blackburn Rovers 188 (5)2007–2009 West Ham United 79 (1)2009–2010 Everton 12 (0)2010–2011 Galatasaray 37 (1)2011–2012 Al Jazira 19 (3)2012–2013 Al Wasl 11 (0)Tim nasional‡1996...

Untuk album Swift tahun 2006, lihat Taylor Swift (album). Taylor Alison SwiftSwift pada tahun 2023LahirTaylor Alison Swift13 Desember 1989 (umur 34)West Reading, Pennsylvania, Amerika SerikatNama lainNils Sjöberg[1][2]PekerjaanPenyanyi-penulis laguproduser rekamanaktrissutradarapengusahaTahun aktif2004–sekarangKekayaan bersih$1,1 Miliar (perkiraan 2023)[3]PenghargaanDaftar lengkapKarier musikAsalNashville, Tennessee, Amerika SerikatGenrePopcountr...

Designation for a radio broadcasting frequency This article appears to be a dictionary definition. Please rewrite it to present the subject from an encyclopedic point of view. (May 2023) In broadcasting, a channel or frequency channel is a designated radio frequency (or, equivalently, wavelength), assigned by a competent frequency assignment authority for the operation of a particular radio station, television station or television channel. See also Frequency allocation, ITU RR, article 1.17 ...

Concours des vins d'Orange Concours des vins d'Orange. Nom original 'Concours des vins de la vallée du Rhône' Prix remis Médailles d'or, d'argent et de bronze Description Concours annuel professionnel des vins de la vallée du Rhône Pays France Date de création 1952 modifier  Le concours des vins d'Orange, créé en 1952 par Vincent Allessandrini, courtier en vins, sous le nom de foire aux vins d'Orange est le plus ancien et le plus prestigieux concours des vins de la vallée du Rh...

Prigionieri cinesi sepolti vivi.[1] I crimini di guerra giapponesi (descritti come olocausto asiatico[2] o atrocità di guerra giapponesi)[3][4] avvennero in molti paesi dell'Asia e del Pacifico durante il periodo dell'espansionismo giapponese, soprattutto durante la seconda guerra sino-giapponese e la seconda guerra mondiale. Alcuni crimini di guerra vennero commessi dal personale militare dell'Impero giapponese nel tardo XIX secolo, anche se la maggior parte ...

Loco shed in Andhra Pradesh, India 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: Electric Loco Shed, Vijayawada – news · newspapers · books · scholar · JSTOR (July 2021) (Learn how and when to remove this message) Electric Loco Shed, VijayawadaVijayawada based WAP-7 at Turavoor.Location within Andhra Prade...

豪栄道 豪太郎 場所入りする豪栄道基礎情報四股名 澤井 豪太郎→豪栄道 豪太郎本名 澤井 豪太郎愛称 ゴウタロウ、豪ちゃん、GAD[1][2]生年月日 (1986-04-06) 1986年4月6日（38歳）出身 大阪府寝屋川市身長 183cm体重 160kgBMI 47.26所属部屋 境川部屋得意技 右四つ・出し投げ・切り返し・外掛け・首投げ・右下手投げ成績現在の番付 引退最高位 東大関生涯戦歴 696勝493敗...

Fencing at the Olympics Men's team épéeat the Games of the XXI OlympiadVenueUniversity of MontréalDates28 – 29 July 1976Competitors85 from 19 nationsMedalists Carl von Essen Hans Jacobson Rolf Edling Leif Högström Göran Flodström  Sweden Hans-Jürgen Hehn Volker Fischer Alexander Pusch Reinhold Behr Hanns Jana  West Germany Daniel Giger Christian Kauter Michel Poffet François Suchanecki Jean-Blaise Evéquoz  Switzerland← 19721980 → ...

British politician (1823–1898) The Right HonourableThe Lord CarlingfordKP PCLord President of the CouncilIn office19 March 1883 – 24 June 1885MonarchVictoriaPrime MinisterWilliam Ewart GladstonePreceded byThe Earl SpencerSucceeded byThe Viscount CranbrookPresident of the Board of TradeIn office14 January 1871 – 17 February 1874MonarchVictoriaPrime MinisterWilliam Ewart GladstonePreceded byJohn BrightSucceeded bySir Charles Adderley Personal detailsBorn(1823-01-18)18 Ja...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2022. Lukisan Venus Verticordia, oleh Dante Gabriel Rossetti (1868) Venus Verticordia (sang pengubah hati) adalah sebuah lakab yang disematkan kepada dewi Romawi Venus. Julukan ini mengacu pada kemampuan sang dewi untuk mengubah hati manusia yang penuh nafs...

Abbot of Iona Abbey, hagiographer, statesman, clerical lawyer SaintAdomnán of IonaSt. Eunan, Raphoe CathedralBornc. 624County Donegal, Ulster, IrelandDied704 (aged c. 80)Iona, ScotlandVenerated inCatholic ChurchEastern Orthodox ChurchScottish Episcopal Church[1]CanonizedPre-CongregationFeast23 SeptemberPatronageRoman Catholic Diocese of Raphoe Adomnán or Adamnán of Iona (Old Irish: [ˈaðəṽˌnaːn]; Latin: Adamnanus, Adomnanus; c. 624 – 704), also known...

Bagian dari seriIlmu Pengetahuan Formal Logika Matematika Logika matematika Statistika matematika Ilmu komputer teoretis Teori permainan Teori keputusan Ilmu aktuaria Teori informasi Teori sistem FisikalFisika Fisika klasik Fisika modern Fisika terapan Fisika komputasi Fisika atom Fisika nuklir Fisika partikel Fisika eksperimental Fisika teori Fisika benda terkondensasi Mekanika Mekanika klasik Mekanika kuantum Mekanika kontinuum Rheologi Mekanika benda padat Mekanika fluida Fisika plasma Ter...

Blood vessels connecting the thigh veins to the pelvis External iliac veinVeins of the abdomen and lower limb - inferior vena cava, common iliac vein, external iliac vein, internal iliac vein, femoral vein and their tributaries. The aorta and its bifurcation (unlabeled) appear in red.The relations of the femoral and abdominal inguinal rings, seen from within the abdomen. Right side. (External iliac vein is large vein at center.)DetailsDrains fromLower limbsSourceFemoral veinsDrains toCommon i...

Ця стаття про Китайську цивілізацію. Про інші значення див. Китай (значення). Про сучасні держави, що використовують назву «Китай», див. Китайська Народна Республіка та Республіка Китай (Тайвань). Великий Китай: континентальний Китай, Гонконг, Макао та Тайвань Кита́й, аб�...

Space with one dimension The number line GeometryProjecting a sphere to a plane OutlineHistory (Timeline) Branches Euclidean Non-Euclidean Elliptic Spherical Hyperbolic Non-Archimedean geometry Projective Affine Synthetic Analytic Algebraic Arithmetic Diophantine Differential Riemannian Symplectic Discrete differential Complex Finite Discrete/Combinatorial Digital Convex Computational Fractal Incidence Noncommutative geometry Noncommutative algebraic geometry ConceptsFeaturesDimension Straigh...

Material in which viscosity increases with the rate of shear strain Not to be confused with Dilatancy (granular material). A dilatant (/daɪˈleɪtənt/, /dɪ-/) (also termed shear thickening[1]) material is one in which viscosity increases with the rate of shear strain. Such a shear thickening fluid, also known by the initialism STF, is an example of a non-Newtonian fluid. This behaviour is usually not observed in pure materials, but can occur in suspensions. A dilatant is a non-Newt...