The Road to El Dorado
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Daerah Hakka (biru). Lokasi Min Yue Gan Daerah Hakka di Provinsi Guangdong Peta komunitas Hakka di Taiwan (merah). Daerah Hakka (客家地區) adalah sebutan untuk daerah-daerah di Tiongkok yang mempunyai komunitas Hakka yang besar. Hakka merupakan minxi (sub-grup Suku Han) yang luas menyebar di berbagai tempat. Ada yang masih mempertahankan bahasa asli, ada pula yang telah bercampur dengan bahasa masyarakat setempat. Daerah dengan mayoritas Hakka di Tiongkok berada di daerah Min Yue Gan (閩...
Bendera bekas negara Serbia dan Montenegro yang dikenal dengan nama Republik Federal Yugoslavia dari tahun 1992 hingga 2006. Unionisme Serbia-Montenegro adalah ideologi politik yang menganjurkan agar Montenegro bersatu dengan Serbia. Maka dari itu, ideologi ini menentang pemisahan Montenegro dari Serbia pada tahun 2006.[1] Sebelumnya, Montenegro pernah bersatu dengan Serbia dalam institusi Kerajaan Yugoslavia dari tahun 1918 hingga 1941, Republik Federal Sosialis Yugoslavia dari tahun...
Pantalassa Superlautan yang mengelilingi Superbenua Pangea. Superlautan atau Supersamudera (Inggris: Superocean) disebut juga Lautan Super adalah lautan dunia yang mengelilingi sebuah Superbenua. Namun, istilah Superlautan kurang umum didefisinikan sebagai lautan yang Lebih besar dibanding Samudera Pasifik saat ini.[1] Superlautan diantaranya adalah Panthalassa (Lautan Super yang mengelilingi superbenua Pangea) dan Mirovia (Lautan super yang mengelilingi Superbenua Rodinia) dan ju...
1815 battle during the War of the Seventh Coalition Battle of LignyPart of the War of the Seventh CoalitionBattle of Ligny, by Théodore JungDate16 June 1815LocationLigny, United Kingdom of the Netherlands50°31′13″N 4°34′53″E / 50.52027°N 4.58140°E / 50.52027; 4.58140Result French victoryBelligerents French Empire PrussiaCommanders and leaders Napoleon Bonaparte Jean-de-Dieu Soult Emmanuel de Grouchy Antoine Drouot Dominique Vandamme Étienne Maurice Gérar...
Danish finance minister Peder Oxe Peder Oxe (Peder Oxe til Nielstrup; 7 January 1520 – 24 October 1575) was a Danish finance minister and Steward of the Realm. Background At the age of twelve he was sent abroad to complete his education, and resided at the principal universities of Germany, the Netherlands, France, Italy, and Switzerland for seventeen years. On his return he found both his parents dead, and was appointed the guardian of his eleven young brothers and sisters, in which capaci...
الجرذان السوداء مستودعات طبيعية للطاعون الدملي، إذ أن قمل الفئران الشرقي الذي يتغذى على هذه الفئران ناقلات لهذا المرض. في علم الأحياء والطب، العائل (أو المضيف) هو كائن حي يأوي ضيفًا طفيليًا أو متعايشًا أو متقايضًا (متكافلًا)، وعادةً ما يُزود الضيف بالغذاء والمسكن. تشمل الأ�...
Hill in Norway RødkleivaLocationNordmarka, Oslo, NorwayNearest major cityOsloCoordinates59°59′08″N 10°39′14″E / 59.98556°N 10.65389°E / 59.98556; 10.65389Vertical169 m (554 ft)Top elevation479 m (1,572 ft) AMSLBase elevation310 m (1,017 ft)Trails1Longest run422.5 m (1,386 ft)Lift systemDouble pull-hook Rødkleiva is a hill located in Nordmarka in Oslo, Norway. It was taken into use as a slalom hill in 1947 and w...
Плакат Якова Гуминера «Арифметика встречного промфинплана» (1931 год) Математический софизм (от греч. σόφισμα — уловка, хитрая выдумка, головоломка[1]) — ошибочное математическое утверждение, полученное с помощью рассуждений, которые кажутся правильными, но в действи�...
此條目可能包含不适用或被曲解的引用资料,部分内容的准确性无法被证實。 (2023年1月5日)请协助校核其中的错误以改善这篇条目。详情请参见条目的讨论页。 各国相关 主題列表 索引 国内生产总值 石油储量 国防预算 武装部队(军事) 官方语言 人口統計 人口密度 生育率 出生率 死亡率 自杀率 谋杀率 失业率 储蓄率 识字率 出口额 进口额 煤产量 发电量 监禁率 死刑 国债 ...
COVID-19 pandemic in Delaware Map of the outbreak in Delaware by confirmed new infections per 100,000 people 1000+ confirmed new cases 500 - 1000 confirmed new cases 200 - 500 confirmed new cases 100 - 200 confirmed new cases 50 - 100 confirmed new cases 20 - 50 confirmed new cases 10 - 20 confirmed new cases per 0 - 10 confirmed new cases per No confirmed new cases or no/bad da...
Zones of India Western India Zonal Council in pink This article is part of a series on the Politics of India Constitution and law Constitution of India Fundamental Rights, Directive Principles and Fundamental Duties of India Human rights Judicial review Taxation Uniform Civil Code Basic structure doctrine Amendment Law of India Indian criminal law Bharatiya Nyaya Sanhita Bharatiya Nagarik Suraksha Sanhita Bharatiya Sakshya Adhiniyam Code of Civil Procedure (India) Government President of Indi...
Economy of FloridaStatisticsGDP$1.4 trillion (2022)[1]GDP per capita$63,081 (2022)[1][2]Unemployment2.7% (Aug. 2022)[3] Florida counties by GDP (2021) The economy of the state of Florida is the fourth-largest in the United States, with a $1.4 trillion gross state product (GSP) as of 2022.[1] If Florida were a sovereign nation (2022), it would rank as the world's 16th-largest economy by nominal GDP according to the International Monetary Fund,...
Prostitution forcée, Aksel Waldemar Johannessen (1915) La prostitution forcée est la prostitution imposée par un tiers et une variante d'esclavage sexuel. Le terme « prostitution forcée » figure dans les traités internationaux et humanitaires, comme le Statut de Rome, mais l'application de ces conventions est inégale. Le Statut de Rome inclut la prostitution forcée parmi les crimes contre l'humanité et les crimes de guerre. Législations relatives à la prostitution forcé...
Bagian dari seri tentang:Dialog Plato Dialog awal: Apologi Charmides Krito Euthyphro Alcibiades Pertama Hippias Mayor Hippias Minor Ion Laches Lysis Transisional dan pertengahan: Cratylus Euthydemus Gorgias Menexenus Meno Phaedo Protagoras Symposium Dialog pertengahan akhir: Republik Parmenides Theaetetus Phaedrus Dialog akhir: Clitophon Timaeus Kritias Sophist Statesman Philebus Hukum Kepengarangan masih diragukan: Axiochus Definitions Demodocus Epinomis Epistles Eryxias Halcyon Hipparchus M...
此條目没有列出任何参考或来源。 (2023年2月22日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 三描礼士省菲律宾省份 圖章三描礼士省地图坐标:15°20′N 120°10′E / 15.33°N 120.17°E / 15.33; 120.17国家 菲律賓地区中央吕宋 (Region III)成立时间1578省会伊巴政府 • 类型菲律宾�...
BramantinoBramantino, Vir dolorum, collection Musée Thyssen-Bornemisza.Naissance Vers 1465MilanDécès 1536MilanPseudonyme BramantinoActivités Peintre, architecteLieux de travail Milan (1503-1536), Rome (1503-1513), LombardieMouvement RenaissanceInfluencé par BramanteŒuvres principales L'Adoration des magesmodifier - modifier le code - modifier Wikidata Bartolomeo Suardi dit le Bramantin (en italien, Il Bramantino), né à Milan, au milieu du XVe siècle, mort vers 1530, est un peint...
Human settlement in EnglandChingford HatchFields in Chingford HatchChingford HatchLocation within Greater LondonLondon boroughWaltham ForestCeremonial countyGreater LondonRegionLondonCountryEnglandSovereign stateUnited KingdomPost townLONDONPostcode districtE4Dialling code020PoliceMetropolitanFireLondonAmbulanceLondon London AssemblyNorth East List of places UK England London 51°37′05″N 0°00′14″E / 51.617977°N 0.003830°E / 51....
Finding the number of elements of a finite set For its application to music, see Counting (music). Number blocks, which can be used for counting Counting is the process of determining the number of elements of a finite set of objects; that is, determining the size of a set. The traditional way of counting consists of continually increasing a (mental or spoken) counter by a unit for every element of the set, in some order, while marking (or displacing) those elements to avoid visiting the same...
Chemical elements in group 13 of the periodic table Icosagen redirects here. For the company based in Estonia, see Icosagen (company). Boron group (group 13) Hydrogen Helium Lithium Beryllium Boron Carbon Nitrogen Oxygen Fluorine Neon Sodium Magnesium Aluminium Silicon Phosphorus Sulfur Chlorine Argon Potassium Calcium Scandium Titanium Vanadium Chromium Manganese Iron Cobalt Nickel Copper Zinc Gallium Germanium Arsenic Selenium Bromine Krypton Rubidium Strontium Yttrium Zirconium N...
Chamber of the unicameral Parliament of Queensland This article is about the sole chamber within Queensland's legislative structure. For the broader legislative structure, see Parliament of Queensland. Legislative Assembly57th ParliamentCoat of Arms of QueenslandTypeType Lower house (1860–1922) since 1922 Unicameral of the Parliament of Queensland HistoryFounded22 May 1860; 164 years ago (22 May 1860)LeadershipSpeakerCurtis Pitt, Labor since 13 February 2018 ...