Read other articles:

Compagnia britannica delle Indie orientaliBritish East India Company AbbreviazioneBEIC TipoCommerciale Fondazione31 dicembre 1600 FondatoreElisabetta I d'Inghilterra Scioglimento1º gennaio 1874 ScopoCommercio con le Indie orientali, commercio internazionale Sede centrale Londra MottoAuspicio Regis et Senatus Angliae (Per ordine del re e del parlamento d'Inghilterra) Modifica dati su Wikidata · Manuale La Compagnia Britannica delle Indie Orientali (British East India Company), fino all'...

Liga Negara UEFA 2022–2023Informasi turnamenJadwalpenyelenggaraanFase liga:1 Juni – 27 September 2022Babak final:14–18 Juni 2023Perebutan tempat degradasi:21–26 Maret 2024Jumlahtim peserta55Hasil turnamenJuara Spanyol (gelar ke-1)Tempat kedua KroasiaTempat ketiga ItaliaTempat keempat BelandaStatistik turnamenJumlahpertandingan160Jumlah gol423 (2,64 per pertandingan)Jumlahpenonton3.219.559 (20.122 per pertandingan)Pencetak golterbanyak Erling Haaland Aleks...

شاتو دو فرانكينبوركمعلومات عامةنوع المبنى قلعة المنطقة الإدارية نيوبويس[1] البلد  فرنسا[1] التفاصيل التقنيةيضم Mur païen du Frankenbourg (en) معلومات أخرىالإحداثيات 48°17′43″N 7°19′30″E / 48.2953°N 7.325°E / 48.2953; 7.325 تعديل - تعديل مصدري - تعديل ويكي بيانات شاتو دو فرانكينبور...

About UsAlbum studio karya TruthDirilis5 September 2012GenrePopDurasi42:35LabelMusic Factory IndonesiaKronologi Truth About Us (2012) Singel dalam album About Us Hati-Hati Dengan Hati String Module Error: Match not foundString Module Error: Match not found About Us merupakan album musik karya Truth. Dirilis pada tahun 2012. Lagu utamanya di album ini ialah Hati-Hati Dengan Hati yang diciptakan oleh Titi DJ. Album ini mengantar Truth sebagai nominasi dari Anugerah Musik Indonesia dan Anuge...

S.8 Calcutta View shows the pilot in the open cockpit. Role Biplane airliner flying boatType of aircraft Manufacturer Short Brothers First flight 14 February 1928 Introduction 1928 Primary user Imperial Airways Number built 7 Developed from Short Singapore Variants Short RangoonShort KentBreguet 521 The Short Calcutta or S.8 was a civilian biplane airliner flying boat made by Short Brothers. Design and development The Calcutta biplane flying boat originated from an Imperial Airways requ...

Ne doit pas être confondu avec Encoprésie. Énurésie nocturne Données clés Traitement Médicament Mesocarb (en) Spécialité Psychiatrie et psychologie Classification et ressources externes CISP-2 P12 CIM-10 F98.0, R32 CIM-9 307.6, 788.36 DiseasesDB 4326 MedlinePlus 003144 eMedicine 1014762 MeSH D053206 Mise en garde médicale modifier - modifier le code - voir Wikidata (aide) L’énurésie (ou énurèse) nocturne est une affection caractérisée par la survenue pendant le sommeil de m...

Frederick SchaeferBornGrand Duchy of BadenDied1862Murfreesboro, TennesseeAllegiance United States of AmericaUnionService/branch United States ArmyUnion ArmyYears of service1861 – 1862Rank Colonel, U.S.V.Commands held 2nd Missouri InfantryBattles/warsAmerican Civil War Battle of Pea Ridge Siege of Corinth Battle of Stones River† Frederick Schaefer was a German revolutionary and Union Army colonel during the American Civil War. He was a brigade commander at the battles of Pea ...

Panzerjäger Tiger (P) ElefantSd.Kfz. 184Un Elefant esposto all'US Army Ordnance Museum di AberdeenDescrizioneTiposemovente cacciacarri Equipaggio6 ProgettistaFerdinand Porsche CostruttoreNibelungenwerk Data impostazione22 settembre 1942 Data primo collaudo19 marzo 1943 Data entrata in servizioluglio 1943 Data ritiro dal servizio1945 Utilizzatore principale Heer Esemplari90[1] Altre variantiPanzer VI Tiger (P) Dimensioni e pesoLunghezza8,14 m[2] Larghezza3,38 m Altezza2,9...

Figure skating event Ladies' singlesat the XXIII Olympic Winter GamesMedvedeva, Zagitova, OsmondVenueGangneung Ice ArenaGangneung, South KoreaDates21–23 FebruaryCompetitors30 from 20 nationsWinning score239.57Medalists Alina Zagitova  Olympic Athletes from Russia Evgenia Medvedeva  Olympic Athletes from Russia Kaetlyn Osmond  Canada← 20142022 → Figure skating at the2018 Winter OlympicsQualification SinglesmenladiesPairsmixedIce dancemixedTeam e...

1886 canata by Arthur Sullivan and Joseph Bennet Early vocal score, c. 1889 The Golden Legend is an 1886 cantata by Arthur Sullivan with libretto by Joseph Bennett, based on the 1851 poem of the same name by Henry Wadsworth Longfellow. The piece premiered at the triennial Leeds Music Festival. At least 17 performances of the cantata were given in Britain during the first year after its premiere in October 1886, and during Sullivan's lifetime it was widely considered his greatest and most succ...

Scottish Presbyterian missionary (1848–1915) Mary SlessorBorn2 December 1848 (1848-12-02)Aberdeen, ScotlandDied13 January 1915(1915-01-13) (aged 66)Use Ikot Oku, Calabar, Colony and Protectorate of NigeriaKnown forChristian missionary work in Africa, women's rights, and rescuing children from infanticide Monument to Mary Slessor, Steeple Church, Dundee Mary Mitchell Slessor (2 December 1848 – 13 January 1915) was a Scottish Presbyterian missionary to Nigeria. Once in Niger...

Mulyadi Irsan Mulyadi Irsan (lahir 17 Mei 1967) adalah seorang birokrat Indonesia. Ia menempuh pendidikan di SDN 22 Tanjungkarang, SMPN 1 Tanjungkarang dan SMAN 2 Tanjungkarang. Ia kemudian melanjutkan pendidikannya ke Universitas Diponegoro, jurusan Teknik Sipil. Ia meraih gelar Magister Teknik Industri di Institut Teknologi Bandung (ITB). Ia mengawali karirnya sebagai Aparatur Sipil Negara (ASN) pada 1 Maret 1993. Ia pernah menduduki berbagai jabatan di Lampung Barat, mulai dari Pj Kasi Ged...

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: Ardrahan railway station – news · newspapers · books · scholar · JSTOR (December 2015) (Learn how and when to remove this message) ArdrahanArd RaithinGeneral informationLocationCaherdaly, Ardrahan, County Galway, H91 WY9VIrelandCoordinates53°10′N 8°49′W&...

Stasiun Tōkōji東光寺駅Tōkōji Station, September 2004LokasiKaneko Shinden, Sanjō-shi, NiigataJapanKoordinat37°35′34″N 138°56′34″E / 37.5929°N 138.9428°E / 37.5929; 138.9428Operator JR EastJalur■ Jalur Utama Shin'etsuLetak91.1 from NaoetsuJumlah peron2 side platformsJumlah jalur2Informasi lainStatusUnstaffedSitus webSitus web resmiSejarahDibuka1 Juli 1953Lokasi pada petaStasiun TōkōjiLokasi di JR Shinetsu Main LineTampilkan peta JR Shinetsu Main ...

Voce principale: Atletica leggera maschile ai Giochi della XXXII Olimpiade.   3000 metri siepi maschiliTokyo 2020 Informazioni generaliLuogoStadio nazionale del Giappone Periodo30 luglio e 2 agosto 2021 Podio Soufiane El Bakkali  Marocco Lamecha Girma  Etiopia Benjamin Kigen  Kenya Edizione precedente e successiva Rio de Janeiro 2016 Parigi 2024 Video della Finale Atletica leggera aiGiochi olimpici diTokyo 2020 Corse piane 100 m piani   uomini   donne 200 m pian...

Park in British Columbia, Canada God's Pocket Provincial ParkIUCN category II (national park)Show map of Vancouver IslandShow map of British ColumbiaLocationRupert Land District, British Columbia, CanadaNearest cityPort Hardy, BCCoordinates50°50′14″N 127°33′39″W / 50.83722°N 127.56083°W / 50.83722; -127.56083Area2,036 ha. (20.36 km²)EstablishedJuly 13, 1995Governing bodyBC Parks Map of God's Pocket God's Pocket Marine Provincial Park is a provinc...

Semi-desert coastal region in Iran and Pakistan This article is about the coastal strip in Pakistan and Iran. For the village in Iran, see Makran, Iran. For the former princely state, see Makran (princely state). For the Iranian port-ship, see Makran (port ship). For the Iranian Infantry Fighting Vehicle, see Makran IFV. The central Makran range in Pakistan and Iran. Makran (Persian: مكران), also mentioned in some sources as Mecran and Mokrān, is the southern coastal region of Balochist...

この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。 出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: う〜み – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL (2023年5月) う〜み出生名 山形夕佳生誕 (1977-07-07) 1977年7月7日（4...

Invariance of operations under geometric translation For translational invariant functions f : R 2 → R {\displaystyle f:\mathbb {R} ^{2}\to \mathbb {R} } it is f ( A ) = f ( A + t ) {\displaystyle f(A)=f(A+t)} . The Lebesgue measure is an example for such a function. In physics and mathematics, continuous translational symmetry is the invariance of a system of equations under any translation (without rotation). Discrete translational symmetry is invariant under discrete translation. An...

Ne doit pas être confondu avec Monarchie ou Royauté. Cet article est une ébauche concernant la politique. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. « Une voix venue du passé » : pendant la révolution russe de 1905, le fantôme de Louis XVI adresse une mise en garde à Nicolas II représenté en costume d'autocrate byzantin. Caricature du magazine américain Puck, 8 février 1905. L'au...