浙江省文物保护单位
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Serbian taekwondo practitioner Milica MandićMandić in 2016 during press conferencePersonal informationNationalitySerbianBorn (1991-12-06) 6 December 1991 (age 31)Belgrade, SR Serbia, SFR YugoslaviaHeight6 ft 1 in (1.85 m)Weight175 lb (79 kg)SportCountrySerbiaSportTaekwondoEvent(s)MiddleweightClubTK GalebCoached byDragan Jović Medal record Women's taekwondo Representing Serbia Olympic Games 2012 London +67 kg 2020 Tokyo +67 kg World Championships 2017 Muj...
Dale Fuller Información personalNombre de nacimiento Marie Dale Phillipps Nacimiento 17 de junio de 1885Santa Ana, California, EE. UU.Fallecimiento 14 de octubre de 1948Los Ángeles, California, EE. UU.Sepultura Forest Lawn Memorial Park Nacionalidad EstadounidenseLengua materna Inglés Información profesionalOcupación ActrizAños activa 1915-1935Seudónimo Dale Fuller [editar datos en Wikidata] Dale Fuller (17 de junio de 1885 – 14 de octubre de 1948) fue una actriz estadounid...
Quân đoàn Cadets, Warsaw, bởi Zygmunt Vogel Szkoła Rycerska (tiếng Anh: School of Chivalry) Hoặc Akademia Szlachecka Korpusu Kadetów Jego Królewskiej Mości i Rzeczypospolitej (tiếng Anh: Học viện Quân đoàn của Cadets Royal His Majesty và Cộng đồng) của Nobles là trường học nhà nước đầu tiên trong Liên bang Ba Lan và Lietuva. Thế kỷ 18 Adam Kazimierz Czartoryski, chỉ huy thế kỷ 18 của Quân đoàn Cadets Quân đoàn nhà nước đư...
Human race as it appears in J. R. R. Tolkien's Middle-earth fiction In J. R. R. Tolkien's Middle-earth fiction, Man and Men denote humans, whether male or female, in contrast to Elves, Dwarves, Orcs, and other humanoid races.[1] Men are described as the second or younger people, created after the Elves, and differing from them in being mortal. Along with Ents and Dwarves, these are the free peoples of Middle-earth, differing from the enslaved peoples such as Orcs. Tolkien uses the Men...
Roberto Baggio Informasi pribadiNama lengkap Roberto BaggioTanggal lahir 18 Februari 1967 (umur 56)Tempat lahir Caldogno, ItaliaTinggi 174 cm (5 ft 8+1⁄2 in)Posisi bermain Gelandang SerangKarier senior*Tahun Tim Tampil (Gol)1982–1985 Vicenza 36 (13)1985–1990 Fiorentina 94 (39)1990–1995 Juventus 141 (78)1995–1997 AC Milan 51 (12)1997–1998 Bologna 30 (22)1998–2000 Inter Milan 41 (9)2000–2004 Brescia 95 (45)Total 488 (218)Tim nasional1988–2004 Italia 56 ...
العلاقات الدنماركية المنغولية الدنمارك منغوليا الدنمارك منغوليا تعديل مصدري - تعديل العلاقات الدنماركية المنغولية هي العلاقات الثنائية التي تجمع بين الدنمارك ومنغوليا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: و...
American politician Dale McCormickMcCormick in 202147th Maine State TreasurerIn officeJanuary 1997 – January 2005Governor Angus King John Baldacci Preceded bySamuel ShapiroSucceeded byDavid LemoineMember of the Maine Senatefrom the 18th districtIn officeDecember 1990 – December 1996Preceded byNorman WeymouthSucceeded bySharon Treat Personal detailsBorn (1947-01-17) January 17, 1947 (age 76)New York City, New York, USPolitical partyDemocratic Dale McCormick (born Jan...
Ressha Sentai ToQgerGenreTokusatsuPembuatToei CompanyBandai VisualDitulis olehYasuko KobayashiAkatsuki YamatoyaSho AikawaSutradaraShojiro NakazawaKatsuya WatanabeNoboru TakemotoHiroyuki KatoPemeranJun ShisonJin HiramakiRiriaRyusei YokohamaAi MoritakaShin NagahamaKengo OhkuchiPengisi suaraYui HorieKappei YamaguchiJun FukuyamaAya HisakawaHaruhiko JōNoriko HidakaNaratorKappei YamaguchiLagu pembukaRessha Sentai ToQger oleh Daiki IseLagu penutupByun Byun! ToQger oleh Project.R (YOFFY, Takayoshi T...
Masjid Rumi Mehmed PashaRumi Mehmet Paşa CamiiAgamaAfiliasi agamaIslam – SunniProvinsiIstanbulLokasiLokasiÜsküdarNegara TurkiKoordinat41°1′28.74″N 29°0′39.09″E / 41.0246500°N 29.0108583°E / 41.0246500; 29.0108583Koordinat: 41°1′28.74″N 29°0′39.09″E / 41.0246500°N 29.0108583°E / 41.0246500; 29.0108583ArsitekturJenisMasjidGaya arsitekturTurki dengan sedikit sentuhan arsitektur Utsmaniyah dan BizantiumDidirikan1469...
Weidlinger Associates, Inc.TypeCorporationIndustryCivil and structural engineering, applied scienceFoundedWashington, DC (1949)(as Paul Weidlinger, Consulting Engineer)HeadquartersNew York, New YorkKey peopleDr. Raymond Daddazio, president and chief executive officerNumber of employees300 (2010)Websitewww.wai.com Weidlinger Associates, Inc., was a U.S.-based structural engineering firm that designs and rehabilitates buildings, bridges, and infrastructure and provides special services in appli...
Canadian cooking reality television series MasterChef CanadaGenreCookery / Reality competition / FoodCreated byFranc RoddamDirected byDave RussellJudgesClaudio AprileMichael BonaciniAlvin LeungNarrated byCharlie RyanCountry of originCanadaOriginal languageEnglishNo. of seasons7No. of episodes93 (list of episodes)ProductionExecutive producersGuy O'Sullivan, Cathie James, Elisabeth MurdochRunning time60 minutes with commercials.Production companiesBanijay RightsProper TelevisionBell MediaOrigin...
1894 1912 Élections sénatoriales de 1903 dans le Finistère le 4 janvier 1903 Type d’élection Élections sénatoriales Sénateurs Sortant Élu Adolphe Porquier Jules de Cuverville Henri Ponthier de Chamaillard Louis Delobeau Louis Pichon Adolphe Porquier Jules de Cuverville Henri Ponthier de Chamaillard Louis Delobeau Louis Pichon modifier - modifier le code - voir Wikidata Les élections sénatoriales dans le Finistère ont lieu le dimanche 4 janvier 1903. Elles ont pour but ...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحس...
Play by Voltaire Jean-Michel Moreau's engraving of Socrates saying Il est beau d'être la victime de la Divinité ('Tis noble to be the victim of the deity[1]) in Act III, Scene iii Socrates (French: Socrate) is a 1759 French play in three acts written by Voltaire. It is set in Ancient Greece during the events just before the trial and death of Greek philosopher Socrates. It is heavy with satire specifically at government authority and organized religion. The main characters besides t...
Painting by Jean-François de Troy The GarterArtistJean-François de TroyYear1724Mediumoil on canvasDimensions64.8 cm × 53.7 cm (25.5 in × 21.1 in)LocationMetropolitan Museum of Art, New York The Garter is an oil on canvas painting by French painter Jean-François de Troy, from 1724. It is held at the Metropolitan Museum of Art, in New York. A pendant painting to this one is The Declaration of Love, of the same year.[1] Description The paint...
Guamanian-American politician (born 1962) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: James Moylan – news · newspapers · books · scholar · JSTOR (June 2023) (Learn how and when to remove thi...
Спартак Повна назва Професійний футбольний клуб«Спартак» Пловдив Прізвисько Гладіатори Засновано 1947 Розформовано 2016 Населений пункт Пловдив, Болгарія Стадіон Тодор Дієв Вміщує 3 500 Ліга не виступає Домашня Виїзна Запасна У Вікіпедії є статті про інші значення цього...
2001 video game This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (June 2022) (Learn how and when to remove this template message) 2001 video gameSea-Doo HydrocrossCover artDeveloper(s)Vicarious Visio...
Resonansi orbit atau talunan edar terjadi ketika gravitasi dua objek yang sedang mengorbit memengaruhi satu sama lain. Salah satu contohnya adalah resonansi Laplace. Resonansi Laplace Ilustrasi resonansi Io-Europa-Ganimede. Resonansi Laplace adalah resonansi antara Io-Europa-Ganimede dengan relasi sebagai berikut: Φ L = λ I o − 3 ⋅ λ E u + 2 ⋅ λ G a = 180 ∘ {\displaystyle \Phi _{L}=\lambda _{\rm {Io}}-3\cdot \lambda _{\rm {Eu}}+2\cdot \l...
Nominal province of the Republic of China (Taiwan) For the province administered by the People's Republic of China under the same name, see Fujian. You can help expand this article with text translated from the corresponding article in Chinese. (May 2022) Click [show] for important translation instructions. 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 a...