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Pertempuran CivitatePeta Pertempuran Civitate.Merah: Norman. Biru: koalisi Paus.Tanggal18 Juni 1053LokasiCivitella del Fortore (dekat Foggia), ItaliaHasil Kemenangan NormanPihak terlibat Norman Koalisi PausOrang Schwaben, Italia, LangobardiTokoh dan pemimpin Humphrey dari HautevilleRobert GuiscardRichard Drengot Rudolf dari BeneventoGerard, Adipati LorraineKekuatan 3.000 pasukan berkudaSekitar 500 infantri Sekitar 6.000 infantri dan pasukan berkuda Pertempuran Civitate (juga dikenal dengan na...
Gubeikou 古北口镇Kota prajaTembok Besar Gubeikou mengarah ke JinshanlingKoordinat: 40°41′32″N 117°09′50″E / 40.692169°N 117.16382°E / 40.692169; 117.16382Koordinat: 40°41′32″N 117°09′50″E / 40.692169°N 117.16382°E / 40.692169; 117.16382NegaraRepublik Rakyat TiongkokMunisipalitasBeijingDistrikMiyunDivisi tingkat desa4 komunitas perumahan9 desaLuas • Total84,71 km2 (3,271 sq mi)Ketinggian216...
Vicente Iborra Informasi pribadiNama lengkap Vicente Iborra de la FuenteTanggal lahir 16 Januari 1988 (umur 36)Tempat lahir Moncada, SpanyolTinggi 1,90 m (6 ft 3 in)Posisi bermain GelandangInformasi klubKlub saat ini Leicester CityNomor 21Karier junior LevanteKarier senior*Tahun Tim Tampil (Gol)2007–2008 Levante B 17 (4)2008–2013 Levante 165 (8)2013– 2017 Sevilla 113 (24)2017 - Leicester City 0 (0) * Penampilan dan gol di klub senior hanya dihitung dari liga domesti...
Konflik Spanyol–MoroKristen Filipina yang bertugas di bawah naungan angkatan darat Spanyol di Mindanao sedang mencari pasukan Moro dalam pertemuran mereka melawan Muslim Moro pada 1887.Tanggal1500an–1898LokasiZamboanga, Sulu, Mindanao, Visayas, PalawanHasil Spanyol gagal menaklukan wilayah Moro secara keseluruhan.Pihak terlibat Kerajaan Spanyol Filipina Spanyol Kesultanan Sulu Kesultanan Maguindanao Konfederasi kesultanan di LanaoTokoh dan pemimpin Berbagai Raja Spanyol Gubernur Jenderal ...
Chemical compound 6,6-Difluoronorethisterone acetateClinical dataOther names6,6-Difluoro-17α-ethynyl-19-nortestosterone 17β-acetate; 6,6-Difluoro-17α-ethynylestr-4-en-17β-ol-3-one 17β-acetateDrug classProgestogen; Progestogen esterIdentifiers IUPAC name (1S,2R,10R,11S,14S,15S)-14-Ethynyl-8,8-difluoro-15-methyl-5-oxotetracyclo[8.7.0.02,7.011,15]heptadec-6-en-14-yl acetate CAS Number27189-18-0Chemical and physical dataFormulaC22H26F2O3Molar mass376.444 g·mol−13D model (JSmol)Intera...
Disambiguazione – Se stai cercando altri significati, vedi Manga (disambigua). I kanji per manga, tratti da Shiji no yukikai (1798) di Santō Kyōden e Kitao Shigemasa Manga (漫画? ascoltaⓘ) è un termine giapponese che indica i fumetti originari del Giappone. In Giappone invece il termine indica generalmente tutti i fumetti, indipendentemente dal target, dalle tematiche e dalla nazionalità di origine. A partire dagli anni cinquanta il manga è diventato uno dei settori principali...
2016–17 Asian Le Mans Series Previous 2015–16 Next 2017–18 2016-17 Asian Le Mans Series Zhuhai Round starting grid. 2016-17 Asian Le Mans Series drivers group photo. The 2016–17 Asian Le Mans Series was the fifth season of the Automobile Club de l'Ouest's Asian Le Mans Series. It is the fourth 24 Hours of Le Mans-based series created by the ACO, following the American Le Mans Series (since merged with the Rolex Sports Car Series to form the United SportsCar Championship), the Europea...
Flynn RiderTokoh TangledPenampilanperdanaTangled (2010)PenciptaNathan GrenoByron HowardPemeranNick Pankuchm(Tangled: The Musical)Pengisi suaraZachary Levi (Tangled)Terinspirasi olehPangeran dari kisah dongeng karya Grimm BersaudaraInformasiAliasEugene FitzherbertGelarPangeran Kerajaan Gelap Prince of CoronaPekerjaanPencuriPasanganRapunzelKerabat King Edmund (ayah) King Frederic (ayah mertua) Queen Arianna (ibu mertua) Willow (bibi mertua) KewarganegaraanKerajaan KoronaHewan peliharaanPascal d...
Voce principale: Imolese Calcio 1919. Imolese Calcio 1919Stagione 2022-2023Sport calcio Squadra Imolese Allenatore Mauro Antonioli(Fino al 27 novembre 2022) Giuseppe Anastasi(Dal 28 novembre 2022 all'8 febbraio 2023) Francesco Sintini(Dall'8 al 13 febbraio 2023) Mauro Antonioli(Dal 13 febbraio 2023) Presidente Antonio De Sarlo(Fino al 29 ottobre 2022) Francesco Coppa(Dal 21 novembre 2022) Serie C19º posto. Retrocesso in Serie D. Coppa Italia Serie CSecondo turno Maggiori presenzeCampio...
Голубянки Самец голубянки икар Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ПервичноротыеБез ранга:ЛиняющиеБез ранга:PanarthropodaТип:ЧленистоногиеПодтип:ТрахейнодышащиеНадкласс:ШестиногиеКласс...
Song performed by Kelly Clarkson Save YouSong by Kelly Clarksonfrom the album All I Ever Wanted Recorded2008Studio Henson Recording, Los Angeles Mansfield, Los Angeles Ocean Way, Nashville Blackbird, Nashville GenreRock[1]Length4:03LabelRCASongwriter(s)Ryan Tedder, Aimée ProalProducer(s)Ryan Tedder Save You is a song by American recording artist Kelly Clarkson, from her fourth studio album, All I Ever Wanted (2009). Written by Ryan Tedder and Aimée Proal, and produced by Tedder, Sav...
提示:此条目页的主题不是中華人民共和國最高領導人。 中华人民共和国 中华人民共和国政府与政治系列条目 执政党 中国共产党 党章、党旗党徽 主要负责人、领导核心 领导集体、民主集中制 意识形态、组织 以习近平同志为核心的党中央 两个维护、两个确立 全国代表大会 (二十大) 中央委员会 (二十届) 总书记:习近平 中央政治局 常务委员会 中央书记处 �...
Gill SansKategoriTanpa kaitKlasifikasiModern Lineal HumanisPerancangEric GillDicanangkan olehStanley MorisonPenerbitMonotypeDiluncurkan1928Dirancang berdasarkanJohnston Gill Sans adalah sebuah rupa huruf tanpa kait (sans serif) yang didesain oleh perancang rupa huruf Britania Raya, Eric Gill. Rupa huruf ini pertama kali dirilis pada tahun 1928. Gill Sans dipandang sebagai salah satu karya Eric Gill yang paling berpengaruh serta salah satu rupa huruf yang paling populer di Britania Raya.[1...
Fluorine azide Names Other names triazadienyl fluoride Identifiers CAS Number 14986-60-8 Y 3D model (JSmol) Interactive image PubChem CID 23235952 CompTox Dashboard (EPA) DTXSID40631418 InChI InChI=1S/FN3/c1-3-4-2Key: AJXWEJAGUZJGRI-UHFFFAOYSA-N SMILES [N-]=[N+]=NF Properties Chemical formula FN3 Molar mass 61.019 g/mol Appearance Yellow-green gas Melting point −139 °C (−218 °F; 134 K) Boiling point −30 °C (−22 °F; 243 K)...
Part of a series onEthnicity in Boston African American Albanian Brazilian Cape Verdean Chinese Hispanics and Latinos Dominican French Germans Irish Italian Jewish Korean Native Americans Portuguese Puerto Rican Vietnamese vte The paifang gate to Boston's Chinatown Kam Man Food in Quincy, Massachusetts The Boston metropolitan area has an active Chinese American community. As of 2013, the Boston Chinatown was the third largest Chinatown in the United States, and there are also Chinese populat...
У этого термина существуют и другие значения, см. Зенит (значения). Зенит Основан 2000 Стадион Центр волейбола «Санкт-Петербург» Вместимость 5000 Президент Рафкат Кантюков Тренер Алексей Вербов Капитан Артём Вольвич Соревнование Суперлига • 2023/24 1-е место Сайт zenit-kazan.com...
Russian politician (born 1978) Andrey AlekseyenkoАндрей АлексеенкоMayor of KrasnodarIn office21 October 2021 – 18 August 2022Succeeded byYevgeny Naumov[1]Chair of the Kharkov Military-Civilian AdministrationIn office19 August 2022 – 9 September 2022Preceded byPost establishedSucceeded byPost abolishedChair of the Kherson Military-Civilian AdministrationIncumbentAssumed office 25 November 2022 Personal detailsBorn (1978-04-23) April 23, 1978 (a...
British television show from 1994-2004 This article is about the television show. For the concept in general, see Veterinary medicine. Animal HospitalPresented byRolf HarrisCountry of originUnited KingdomOriginal languageEnglishNo. of series19ProductionProducerBBCRunning time30 minutesOriginal releaseNetworkBBC OneRelease29 August 1994 (1994-08-29) –13 September 2004 (2004-09-13)RelatedRolf's Animal Clinic (2012) Animal Hospital is a British television show starring Australia...
لمعانٍ أخرى، طالع أذربيجان (توضيح). هذه المقالة عن دولة أذربيجان. لالمنطقة الواقعة في إيران، طالع أذربيجان (إيران). للصحيفة الحكومية، طالع أذربيجان (صحيفة). جمهورية أذربيجان Azərbaycan Respublikası (أذرية) أذربيجانعلم أذربيجان أذربيجانشعار أذربيجان موقع أذربي...
Bounds the order of the group of automorphisms of a compact Riemann surface of genus g > 1 In mathematics, Hurwitz's automorphisms theorem bounds the order of the group of automorphisms, via orientation-preserving conformal mappings, of a compact Riemann surface of genus g > 1, stating that the number of such automorphisms cannot exceed 84(g − 1). A group for which the maximum is achieved is called a Hurwitz group, and the corresponding Riemann surface a Hurwitz su...