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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 Oktober 2022. Guangzhou Real Kungfu Catering Management Co., Ltd. Lokasi di Stasiun Jalan Yan'an Barat di Shanghai Hanzi tradisional: 廣州真功夫餐飲管理有限公司 Hanzi sederhana: 广州真功夫餐饮管理有限公司 Alih aksara Mandarin - Hanyu Pinyin...

Australian cabinet position For the former Irish office, see Vice-President of the Executive Council of the Irish Free State. Vice-President of the Executive CouncilCommonwealth Coat of ArmsFlag of AustraliaIncumbentKaty Gallaghersince 23 May 2022 (2022-05-23)Australian GovernmentFederal Executive CouncilStyleThe HonourableAppointerGovernor-General on the recommendation of the Prime Minister of AustraliaInaugural holderRichard O'ConnorFormation1 January 1901 ...

Pour les articles homonymes, voir Vivien. Alain Vivien Fonctions Secrétaire d’État chargé des Affaires étrangères 17 mai 1991 – 2 avril 1992 (10 mois et 16 jours) Président François Mitterrand Gouvernement Cresson Prédécesseur Edwige Avice (ministre déléguée) Successeur Georges Kiejman (ministre délégué) Député français 23 juin 1988 – 17 avril 1991 (2 ans, 10 mois et 24 jours) Élection 12 juin 1988 Circonscription 9e de Seine-et-Marne Législ...

Историческое государствоКахетинское царство Флаг Герб Кахетинское царство в 1490 году ← ←   → → 637 — 1762(637—1106, 1490—1762) Столица Греми, Телави Язык(и) грузинский Официальный язык грузинский Династия ХосроидыКюрикиды (Багратуни)БагратионыКахетинский Царский Д�...

American psychologist This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Hazel Rose Markus – news · newspapers · books · scholar · JSTOR (April 2023) (Learn how and when to remove this template message)Th...

BMW 1 SeriesInformasiProdusenBMWMasa produksiMei 2004–2011 (E87)[1]2007–2012 (E81)2007–sekarang (E82)2007–sekarang (E88)PerakitanLeipzig, JermanRegensburg, JermanPerancangChristopher Chapman (E87: 2001)[2][3]Bodi & rangkaBentuk kerangkacoupe 2 pintu (E82)konvertibel 2 pintu (E88)hatchback 3 pintu (E81)hatchback 5 pintu (E87)Tata letakFR layoutKronologiPendahuluBMW KompakPenerusF20, F21 Generasi pertama BMW Seri 1 adalah mobil keluarga kecil yang diprod...

Luo YunxiLuo Yunxi pada tahun 2015LahirLuo Yi (罗弋)28 Juli 1988 (umur 35)Chengdu, TiongkokAlmamaterAkademi Teater ShanghaiPekerjaanPemeran, penyanyiTahun aktif2010–kiniAgenLafeng Entertainment, Studio Luo YunxiTinggi177 m (580 ft 8+1⁄2 in) Luo Yunxi Hanzi tradisional: 羅雲熙 Hanzi sederhana: 罗云熙 Alih aksara Karier musikNama lainLeo LuoLabelWonderful Music[1]Situs webLuo Yunxi di Sina WeiboInstagram Luo Yunxi (Hanzi: 罗云熙, lahir 28...

此條目需要擴充。 (2016年11月19日)请協助改善这篇條目，更進一步的信息可能會在討論頁或扩充请求中找到。请在擴充條目後將此模板移除。 多利安入侵是古希臘歷史學家設計的一個概念，用於解釋希臘南部的古風時期方言和傳統被古典希臘時期盛行的方言和傳統所取代。 後者被古希臘作家命名為“多利安”，以使用他們的歷史人群多利安人命名。 希臘傳說斷言，多利安人...

Active US Army formation 7th Infantry Division7th Infantry Division Shoulder sleeve insigniaActive1917–19211940–19711974–19941999–20062012–presentCountry United StatesBranch United States ArmyTypeStryker infantrySizeDivisionPart of I CorpsGarrison/HQJoint Base Lewis-McChord, Washington, U.S.Nickname(s)Hourglass DivisionBayonet DivisionCalifornia Division[1]Motto(s)Light, Silent, and Deadly Trust in MeMarchArirangMascot(s)Black Widow spiderEngagements World War...

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: Suzuki H engine – news · newspapers · books · scholar · JSTOR (November 2018) (Learn how and when to remove this message)Reciprocating internal combustion engine Suzuki H engineOverviewManufacturerSuzukiProduction1994-2009LayoutConfigurationNaturally aspirated ...

Nut of any tree of the genus Juglans This article is about walnuts as food. For the genus, see Juglans. For walnut wood (timber), see Juglans § Wood. For other uses, see Walnut (disambiguation). Walnuts Inside of a walnut in growth Three-segment walnut Walnut shell inside its green husk Artistic depiction of two walnuts (Adriaen Coorte, 1702) A walnut is the edible seed of any tree of the genus Juglans (family Juglandaceae), particularly the Persian or English walnut, Juglans regia. The...

ÝBiệt danhAzzurriHiệp hộiFederazione Italiana Pallavolo (tiếng Ý)Liên đoànCEVHuấn luyện viênGianlorenzo BlenginiHạng FIVB4 164Đồng phục Nhà Khách Thế vận hội Mùa hèSồ lần tham dự11 (Lần đầu vào năm 1976)Kết quả tốt nhất (1996, 2004, 2016)Giải vô địch thế giớiSồ lần tham dự16 (Lần đầu vào năm 1949)Kết quả tốt nhất (1990, 1994, 1998)Cúp thế giớiSồ lần tham dự5 (Lần đầu vào năm 1989)Kết qu�...

Government of the state of Gujarat, India This article is about the Third Gujarat Council of Ministers headed by Narendra Modi. For the Third Union Council of Ministers headed by Narendra Modi, see Third Modi ministry. 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: Third Modi ministry Gujarat – news · newspapers ·...

Makam Drummond Shiels, Pemakaman Grange. Sir Thomas Drummond Shiels MC MB ChB (7 Agustus 1881 – 1 Januari 1953) adalah seorang politisi Skotlandia dari Partai Buruh. Putra dari James Drummond Shiels, seorang fotografer, dan ibunya adalah Agnes Campbell dari Edinburgh, ia kuliah di Universitas Edinburgh dan lulus sebagai dokter bedah MB (Bachelor of Medicine) ChB (Bachelor of Surgery). Sebelum meraih gelar medisnya, ia sudah bekerja sebagai fotografer di Edinburgh.[1] Dia ditugaskan ...

Cet article est une ébauche concernant les Yvelines. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. la Rouase le canton d'Aubergenville dans les Yvelines Caractéristiques Longueur 3,4 km [1] Bassin collecteur la Seine Nombre de Strahler 1 Organisme gestionnaire COBAHMA (Comité de bassin hydrographique de la Mauldre et de ses affluents)[2] Régime pluvial océanique Cours Source entre le bois du Domaine ...

Pour les articles homonymes, voir Field. Michel FieldMichel Field en 2022.BiographieNaissance 17 juillet 1954 (70 ans)Saint-Saturnin-lès-Apt (Vaucluse)Nationalité FrançaiseFormation Lycée CondorcetLycée Claude-BernardUniversité de ParisActivité Animateur de radio et de télévisionAutres informationsA travaillé pour France CultureEurope 1TF1LCIParti politique Ligue communiste révolutionnaire (1968-1972)modifier - modifier le code - modifier Wikidata Michel Field, né le 17 juil...

نهائي كأس العالم لكرة القدم 1986الحدثكأس العالم لكرة القدم 1986 الأرجنتين ألمانيا الغربية 3 2 التاريخ29 يونيو 1986الملعبملعب أزتيكا، مكسيكو سيتيرجل المباراةالمعلومات غير متوفرةالحكمروموالدو أربي فيلهو (اتحاد البرازيل لكرة القدم)الحضور114600   الطقسالمعلومات غير متوفرة → 1982 1990...

Moderate right-wing political party in Prussia and the German Empire This article is about the party that existed in Imperial Germany. For the post-war party, see Deutsche Reichspartei. Free Conservative Party Freikonservative ParteiHistoric leaderVictor I, Duke of RatiborFounded28 July 1866 (28 July 1866)Dissolved13 December 1918 (13 December 1918)Split fromPrussian Conservative PartySucceeded byDNVP (right-wing factions)DVP (moderate factions)HeadquartersBerlin, PrussiaN...

For other uses, see Callao (disambiguation). District in Callao, PeruCallao District Distrito del Callao (Spanish)District FlagCoat of armsLocation of Callao in the Constitutional Province of CallaoCountry PeruRegionCallaoProvinceConstitutional Province of CallaoFoundedAugust 20, 1836CapitalCallaoSubdivisions1 populated centerGovernment • MayorPedro López Barrios (2019–2022)Area • Total45.65 km2 (17.63 sq mi)Elevation7 m (23 ft)Populat...

Hardware multiplier design The Dadda multiplier is a hardware binary multiplier design invented by computer scientist Luigi Dadda in 1965.[1] It uses a selection of full and half adders to sum the partial products in stages (the Dadda tree or Dadda reduction) until two numbers are left. The design is similar to the Wallace multiplier, but the different reduction tree reduces the required number of gates (for all but the smallest operand sizes) and makes it slightly faster (for all ope...