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Gaspar de Borja y Velascocardinale di Santa Romana ChiesaRitratto del cardinale de Borja, opera di Diego Velázquez del 1643 presso il Museo d'Arte di Ponce  Incarichi ricoperti Cardinale presbitero di Santa Susanna (1612-1616) Cardinale presbitero di Santa Croce in Gerusalemme (1616-1630) Viceré di Napoli (1620) Camerlengo del Collegio Cardinalizio (1627-1628) Cardinale vescovo di Albano (1630-1645) Arcivescovo metropolita di Siviglia (1632-1645) Arcivescovo metropolita di Toledo (1645...

Jetsprint or sprint boat racing[1] is a form of motorboat racing in which jetboats, with a crew of two, race individually against the clock through a twisting series of channels in less than a metre of water.[2] Tracks are typically designed for spectators, and racing is fast and loud, with boat motors usually powered by V8s developing well over 500 hp.[3] History Jetsprinting as an organised sport originated in New Zealand in 1981, and events were originally held...

Visa requirement policy for Indian citizen A (regular or ordinary) Indian passport since 2023 Visa requirements for Indian citizens are administrative entry restrictions by the authorities of other states placed on citizens of India. As of 21 July 2023, Indian citizens had visa-free and visa on arrival access to 58 countries and territories, ranking the Indian passport on 83rd rank, in terms of travel freedom according to the Henley Passport Index.[1] With visa-free entry to 57 countr...

Afgegraven plas in de Honderd Morgen Honderd Morgen is een polder die zich bevindt tussen 's-Hertogenbosch en Vught en deel uitmaakt van de gemeente Vught. De polder is gelegen tussen de natuurgebieden Moerputten en Het Bossche Broek en is vanouds in gebruik voor landbouwdoeleinden. Het gebied werd ontwikkeld tot natuurgebied, waartoe de teelaarde werd afgegraven, en in november 2008 werd de eerste 11 ha (De Gement) opengesteld en overgedragen aan de Vereniging Natuurmonumenten. Het aanbrenge...

اضغط هنا للاطلاع على كيفية قراءة التصنيف مرلين سيفي قصير المنقار حالة الحفظ   نوع ناقص البيانات[1] المرتبة التصنيفية نوع  التصنيف العلمي النطاق: حقيقيات النوى المملكة: حيوانات الفرقة العليا: بعديات حقيقية القسم: ثانويات الفم الشعبة: حبليات الشعيبة: فقاريات العمارة:

Jean RenoJean Reno at Cannes 2002LahirJuan Moreno y Herrera JiménezTahun aktif1980 - sekarangSuami/istriZofia Borucka Jean Reno (lahir 30 Juni 1948) merupakan seorang aktor berkebangsaan Prancis. Dia lebih banyak berkarya film di Prancis dan Inggris. Dia dilahirkan di Casablanca, Maroko. Dia berkarier di dunia film sejak tahun 1980. Dilahirkan dengan nama Juan Moreno y Herrera Jiménez. Filmografi Tahun Judul Sebagai Catatan 1980 The Moroccan Stallion 1982 La Passante du Sans-Souci 1983...

1949 Philippine presidential election ← 1946 November 8, 1949 1953 →   Nominee Elpidio Quirino José P. Laurel José Avelino Party Liberal Nacionalista Liberal Running mate Fernando Lopez Manuel Briones Vicente Francisco Popular vote 1,803,808 1,318,330 419,890 Percentage 50.93% 37.22% 11.85% President before election Elpidio Quirino Liberal Elected President Elpidio Quirino Liberal Politics of the Philippines Government Constitution of the Philippines Cha...

7icons & FriendsKompilasi karya 7icons, Indah Dewi Pertiwi, 3ComposerDirilis2013Direkam2011-2013GenreRock, popLabelKeci MusicProduserRino HardisaKronologi 7icons, Indah Dewi Pertiwi, 3Composer The Journey of Love(2011)The Journey of Love2011 7icons & Friends(2013) Mana Tahan(2014)Mana Tahan2014 7icons & Friends merupakan album kompilasi karya 7icons. Album ini dirilis pada tahun 2013 melalui Keci Music. Album ini distribusinya dibantu oleh minimarket Indomaret. Daftar lagu Cin...

Sweden-related events during the year of 1665 Years in Sweden: 1662 1663 1664 1665 1666 1667 1668 Centuries: 16th century · 17th century · 18th century Decades: 1630s 1640s 1650s 1660s 1670s 1680s 1690s Years: 1662 1663 1664 1665 1666 1667 1668 Philip Christoph von Königsmarck Events from the year 1665 in Sweden Incumbents Monarch – Charles XI Events This section needs ex...

German chemist (1818–1892) August Wilhelm von HofmannBorn(1818-04-08)8 April 1818Giessen, GermanyDied5 May 1892(1892-05-05) (aged 74)Berlin, GermanyAlma materUniversity of GiessenKnown forHofmann rearrangementHofmann eliminationHofmann voltameterHofmann–Löffler reactionHofmann–Martius rearrangementBall-and-stick modelSpousesHelene Moldenhauer (1846)Rosamond Wilson (1856)Elise Moldenhauer (1866)Bertha Tiemann (1873)[1]AwardsRoyal Medal (1854)Copley Medal (1875)Far...

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 Februari 2023. SMK Global Teknologi Kabupaten BekasiInformasiDidirikan2008JenisSekolah SwastaAkreditasiANomor Pokok Sekolah Nasional20267917Jumlah kelas12 Kelas RegulerJurusan atau peminatanTeknik Kendaraan Ringan TKR dan AkuntansiRentang kelasX - XI - XIIKurik...

Timothy Dwight CollegeResidential college at Yale UniversityYale UniversityCoat of arms of Timothy Dwight CollegeLocation345 Temple StreetCoordinates41°18′38″N 72°55′24″W / 41.31054°N 72.92332°W / 41.31054; -72.92332NicknameTDersMottoForsan et haec olim meminisse juvabit. (Latin)Motto in EnglishSomeday, perhaps, it will be pleasant to remember even these things.Established1935Named forTimothy Dwight IV and Timothy Dwight VColorsRed, silverSister collegeLeve...

Halaman ini berisi artikel tentang rute. Untuk struktur, lihat Jembatan melintasi Atlantik. Peta rute Jembatan Atlantik adalah sebuah rute penerbangan dari Gander, Newfoundland, Kanada ke Skotlandia, dengan perhentian pengisian bahan bakar di Islandia. Selama Perang Dunia Kedua, pesawat-pesawat pengebom baru menerbangkan rute ini. Rute ini tak digunakan lagi, karena penemuan pesawat jet modern yang dapat menerbangkan rute langsung dari Kanada atau Amerika Serikat ke Eropa tanpa perlu berhenti...

  关于名为陈琳的其他人物，請見「陈琳」。 陳琳（1260年—1320年[1]），字仲美，浙江杭州人[2]，元朝風景畫家，曾得趙孟頫相與傳授。擅長風景畫、肖像畫、花鳥畫，畫作色彩淡雅，線條大膽有力。 作品 《溪鳧圖》，藏於台灣台北國立故宮博物院 《寒林鍾馗》軸，藏於台灣台北國立故宮博物院 《花卉》卷，藏於台灣台北國立故宮博物院 《疏枝雙雀》�...

Season of television series Season of television series One PieceSeason 21EggheadCountry of originJapanNo. of episodes1ReleaseOriginal networkFuji TelevisionOriginal releaseDecember 3, 2023 (2023-12-03) –present (present)Season chronology← PreviousSeason 20List of episodes The twenty-first season of the One Piece anime television series is produced by Toei Animation, directed by Tatsuya Nagamine and Satoshi Ito. It began broadcasting in Japan on Fuji Television in Dece...

Political party in Poland You can help expand this article with text translated from the corresponding article in Polish. (August 2017) Click [show] for important translation instructions. View a machine-translated version of the Polish article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated tex...

Fictional Character Fictional character Hosuke SharakuOsamu Tezuka's Star System characterHosuke Sharaku in the 1990 anime The Three-Eyed OneFirst appearanceWeekly Shōnen Magazine #28 (July 7, 1974)Created byOsamu TezukaVoiced byKaneta Kimotsuki (One Million-Year Trip: Bander Book and Undersea Super Train: Marine Express)Toshiko Fujita (The Prince of Devil Island: The Three-Eyed One)Kazue Ikura (The Three-Eyed One)Motoko Kumai (The Last Mystery of the 20th Century)Miki Itō (Astro Boy (2003)...

Archeological site of Cyrene Architecture in Libya spans thousands of years and includes ancient Roman sites, Islamic architecture, and modern architecture. Roman Tripoli was founded as a Phoenician colony in the 7th century BC[1] and Tripolitania became a Roman province after the destruction of Carthage in 146 BC.[2] Today, the ancient sites of Cyrene, Leptis Magna, and Sabratha are UNESCO World Heritage Sites.[3][4][5] Other Roman remains include the ...

Integration method to calculate volume Part of a series of articles aboutCalculus Fundamental theorem Limits Continuity Rolle's theorem Mean value theorem Inverse function theorem Differential Definitions Derivative (generalizations) Differential infinitesimal of a function total Concepts Differentiation notation Second derivative Implicit differentiation Logarithmic differentiation Related rates Taylor's theorem Rules and identities Sum Product Chain Power Quotient L'Hôpital's rule Inv...

Seit der Fusion von Saalburg und Ebersdorf führt die neu entstandene Stadt noch kein Wappen für Saalburg-Ebersdorf. Stattdessen führt Saalburg-Ebersdorf die beiden Wappen der ehemaligen Kommunen fort. Im Folgenden sind alle Hoheitszeichen der Stadt und ihrer Ortsteile im thüringischen Saale-Orla-Kreis aufgeführt. Inhaltsverzeichnis 1 Stadt Saalburg-Ebersdorf 2 Ehemalige Stadt Saalburg 3 Ehemalige Gemeinde Ebersdorf 4 Ortsteil Friesau 5 Ortsteil Röppisch 6 Ortsteil Schönbrunn 7 Ortsteil...