2003 UEFA Women's Under-19 Championship
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Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: RRI Programa 2 – berita · surat kabar · buku · cendekiawan · JSTOR Programa 2 Radio Republik IndonesiaNama sebelumnyaRRI Nusantara IIJenisJaringan radioMerekPro 2 RRI (alternatif)SloganTeman Terbaik Kam...
Buzen 豊前市Kota BenderaLambangLocation of Buzen in Fukuoka PrefectureNegara JepangWilayahKyūshūPrefektur FukuokaPemerintahan • WalikotaMotohide GotōLuas • Total111 km2 (43 sq mi)Populasi (Oktober 1, 2015) • Total25.940 • Kepadatan233,7/km2 (6,050/sq mi)Zona waktuUTC+9 (Waktu Standar Jepang)Simbol • PohonMyrica rubra• BungaRhododendron japonoheptamerumAlamat955 Yoshiki, Buzen, Fukuoka Prefecture,...
PausYohanes VII dari AleksandriaPaus Aleksandria ke-77 & Patriarkh Tahta St. MarkusAwal masa jabatan1262 & 15 Januari 1271Masa jabatan berakhir1268 & 21 April 1293PendahuluAtanasius IIIPenerusGabriel IIIInformasi pribadiLahirMesirWafat21 April 1293MesirMakamPaus Santo Merkurius di Kairo KoptikKewarganegaraanMesirDenominasiGereja Ortodoks Koptik Paus Yohanes VII dari Aleksandria adalah Paus Aleksandria ke-77 & Patriarkh Tahta St. Markus. Dengan dukungan dari beberapa uskup, Pau...
Spar Box at Ulster Museum Spar boxes are a type of folk art, crafted by miners to display minerals and crystals they have found. External links The Story of Spar Boxes NATIONAL SPAR BOX COLLECTION TO SHOW OFF MINING HERITAGE AT KILLHOPE The Spar Box Wikimedia Commons has media related to Spar boxes. This sculpture article is a stub. You can help Wikipedia by expanding it.vte
Street in Sydney, Australia Bathurst StreetNew South WalesBathurst StreetWest endEast endCoordinates 33°52′26″S 151°12′10″E / 33.873983°S 151.202814°E / -33.873983; 151.202814 (West end) 33°52′29″S 151°12′35″E / 33.874656°S 151.209734°E / -33.874656; 151.209734 (East end) General informationTypeStreetLength650 m (0.4 mi)[1]Major junctionsWest endHarbour StreetSydney CBD Sussex Street Kent S...
MacroéconomiePartie de ÉconomieObjets Produit intérieur brutinflationcroissance économiquecycle économiquemodifier - modifier le code - modifier Wikidata Modélisation des relations macroéconomiques entre agrégats dans une économie. La macroéconomie est une discipline de l'économie qui étudie le système économique au niveau agrégé à travers les relations entre les grands agrégats économiques que sont le revenu, l'investissement, la consommation. La macroéconomie constitue l...
Archaeological site in Egypt Tell el-Dab’aLocationSharqia, EgyptRegionNile deltaCoordinates30°47′N 31°50′E / 30.783°N 31.833°E / 30.783; 31.833 Tell el-Dab'a is an archaeological site in the Nile Delta region of Egypt where Avaris, the capital city of the Hyksos, once stood. Avaris was occupied by Asiatics from the end of the 12th through the 13th Dynasty (early second millennium BC). The site is known primarily for its Minoan frescoes. Identification of the ...
Kulitepidermis (A), dermis (B), dan subcutis (C), showing a hair follicle (1), sweat gland (11) & sebaceous gland (7)RincianPengidentifikasiBahasa LatincutisTA98A16.0.00.002TA27041THH3.12.00.1.00001FMA7163Daftar istilah anatomi[sunting di Wikidata] Kulit manusia adalah lapisan luar dari tubuh pada manusia. Itu adalah organ terbesar dari sistem tubuh menutupi. Kulit memiliki beberapa lapisan jaringan ektodermal dan penjaga otot, tulang, ligamen dan organ internal yang ada dibawahnya....
Pour les articles homonymes, voir Rosenthal. Horst RosenthalTémoignage dessiné de son internement dans le camp de GursBiographieNaissance 10 août 1915BreslauDécès Septembre 1942 (à 27 ans)AuschwitzNationalités allemandefrançaiseActivités Peintre, auteur de bande dessinée, illustrateurmodifier - modifier le code - modifier Wikidata Horst Rosenthal, né le 10 août 1915 à Breslau (aujourd'hui en Pologne) et mort le 14 septembre 1942 à Auschwitz, est un illustrateur juif allema...
Cet article est une ébauche concernant une chanson, le Concours Eurovision de la chanson et la Suisse. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Ne vois-tu pas ? Chanson de Madeleine Pascal auConcours Eurovision de la chanson 1966 Sortie 1966 Langue Français Genre Pop, chanson française Auteur Roland Schweizer Compositeur Pierre Brenner Classement 6e (12 points) Chansons représentant la Suiss...
Il lemma di Gauss, nella teoria dei polinomi, si riferisce a due affermazioni distinte: il prodotto di due polinomi primitivi è primitivo; se un polinomio è irriducibile in Z [ x ] {\displaystyle \mathbb {Z} [x]} , allora è irriducibile anche in Q [ x ] {\displaystyle \mathbb {Q} [x]} ; cioè un polinomio a coefficienti interi che è irriducibile negli interi è anche irriducibile nei razionali. La seconda affermazione è una diretta conseguenza della prima, ed entrambe le affermazioni pos...
1929 film by Frank Lloyd DragSheet music cover poster for My Song of the Nile the film's theme song, sung by star Richard BarthelmessDirected byFrank LloydScreenplay byBradley King (and dialogue)Based onDrag: A Comedy (1925 novel) by William Dudley PelleyProduced byRichard A. RowlandStarringRichard BarthelmessLucien LittlefieldKathrin Clare WardCinematographyErnest HallerEdited byEdward SchroederMusic byGeorge W. MeyerPeter Brunelli (uncredited)Cecil Copping (uncredited)Al BryanProductioncomp...
Questa voce o sezione sull'argomento calciatori è priva o carente di note e riferimenti bibliografici puntuali. Sebbene vi siano una bibliografia e/o dei collegamenti esterni, manca la contestualizzazione delle fonti con note a piè di pagina o altri riferimenti precisi che indichino puntualmente la provenienza delle informazioni. Puoi migliorare questa voce citando le fonti più precisamente. Segui i suggerimenti del progetto di riferimento. Dario DolciDario Dolci al Milan nel 1972-73...
U.S. Pro Tennis Championships 1997Sport Tennis Data18 agosto – 24 agosto Edizione69a SuperficieCemento CampioniSingolare Sjeng Schalken Doppio Jacco Eltingh / Paul Haarhuis 1998 Lo U.S. Pro Tennis Championships 1997 è stato un torneo di tennis giocato sul cemento. È stata la 69ª edizione del torneo, che fa parte della categoria World Series nell'ambito dell'ATP Tour 1997. Il torneo si è giocato al Longwood Cricket Club di Boston negli USA, dal 18 al 24 agosto 1997. Indice 1 Campioni 1.1...
Бакили МулузиBakili Muluzi 2-й Президент Малави 24 мая 1994 года — 24 мая 2004 года Предшественник Хастингс Банда Преемник Бингу ва Мутарика Рождение 17 марта 1943(1943-03-17) (81 год)Мачинга, Южный регион, Малави Супруга Patricia Shanil Muluzi[вд] Дети Austin Muluzi[вд] Партия Объединённый демократический ф...
Infografik perkawinan anak di Indonesia tahun 2020 Perkawinan anak adalah perkawinan formal atau informal di mana salah satu atau kedua pihak berusia di bawah 19 tahun. Sebagian besar perkawinan anak terjadi pada anak perempuan dengan laki-laki dewasa.[1] Pada Pasal 7 ayat (2) dan ayat (3) Undang-Undang Nomor 16 Tahun 2019 tentang Perubahan atas Undang-Undang Nomor 1 Tahun 1974 tentang Perkawinan (UU Perkawinan) dan Pasal 1 ayat (1) Undang-Undang Nomor 35 Tahun 2014 tentang Perubahan ...
Voce principale: Fussball Club Erzgebirge Aue. Fussball Club Erzgebirge AueStagione 2005-2006Sport calcio Squadra Erzgebirge Aue Allenatore Gerd Schädlich All. in seconda Holger Erler 2. Bundesliga7º posto Coppa di GermaniaSecondo turno Maggiori presenzeCampionato: Bobel (33)Totale: Bobel, Emmerich (34) Miglior marcatoreCampionato: Juskowiak (8)Totale: Juskowiak (8) StadioErzgebirgsstadion Maggior numero di spettatori17 000 vs. Dinamo Dresda Minor numero di spettatori8 700 v...
Formula for refraction angles Refraction of light at the interface between two media of different refractive indices, with n2 > n1. Since the velocity is lower in the second medium (v2 < v1), the angle of refraction θ2 is less than the angle of incidence θ1; that is, the ray in the higher-index medium is closer to the normal. Snell's law (also known as the Snell–Descartes law, the ibn-Sahl law,[1] and the law of refraction) is a formula used to describe the relationship betw...
King Louis XIV's eldest son (1661–1711) LouisDauphin of FrancePortrait by Hyacinthe Rigaud, 1697Born(1661-11-01)1 November 1661Château de Fontainebleau, FranceDied14 April 1711(1711-04-14) (aged 49)Château de Meudon, FranceBurial28 April 1711Royal Basilica of Saint Denis, FranceSpouses Maria Anna Victoria of Bavaria (m. 1680; died 1690) Marie Émilie de Joly de Choin (morganatic) (m. 1695) Issu...
エイケン ジャンル ラブコメディ、ハーレムもの 漫画 作者 松山せいじ 出版社 秋田書店 その他の出版社 長鴻出版社 メディアブラスターズ 鶴山文化社、韓国データハウス Burapat Comics 掲載誌 週刊少年チャンピオン レーベル 少年チャンピオンコミックス 巻数 全18巻 OVA:エイケン エイケンヴより愛をこめて 原作 松山せいじ(秋田書店「週刊少年チャンピオン」連載) �...