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У этого термина существуют и другие значения, см. Три обезьяны (значения). «Три обезьяны» в святилище Тосёгу в городе Никко, Япония (Всемирное культурное наследие ЮНЕСКО) Три обезьяны (яп. 三猿, сандзару или 三匹の猿, самбики но сару — «три обезьяны») — устойчивая композ�...

Ahmed III menerima duta besar Charles de Ferriol pada 1699; dilukis oleh Jean-Baptiste van Mour Prancis memiliki duta besar permanen kepada Kesultanan Utsmaniyah sejak 1535, selama itu dari Raja François I dan Sultan Suleiman yang Agung. Ini juga dianggap sebagai pendahulu langsung dari duta besar Prancis zaman sekarang ke Republik Turki. Daftar duta besar Di bawah Ancien Régime (Rezim Ancien) Duta besar Ancien Régime Prancis. Duta besar didirikan di Konstantinopel.[1][2] D...

Основная статья: Канадцы Рост населения в Канаде (млн чел.) с 1960 по 2017 гг. Возрастно-половая пирамида населения Канады на 2023 год Возрастно-половые пирамиды населения Канады в 1950—2020 г. Населе́ние Кана́ды — народы, народности (население) проживающие на территории Кана́ды...

Axel Tuanzebe Tuanzebe berseragam Manchester Unitedpada tahun 2017Informasi pribadiNama lengkap Axel Tuanzebe[1]Tanggal lahir 14 November 1997 (umur 26)[2]Tempat lahir Bunia, RD KongoTinggi 1,85 m (6 ft 1 in)[3]Posisi bermain BekInformasi klubKlub saat ini Ipswich TownNomor 40Karier junior2006–2015 Manchester UnitedKarier senior*Tahun Tim Tampil (Gol)2015–2023 Manchester United 21 (0)2018 → Aston Villa (pinjaman) 5 (0)2018–2019 → Aston Vi...

Mountain range in Colorado, United States Sneffels RangeSneffels RangeHighest pointPeakMount SneffelsElevation14,158 ft (4,315 m)ListingMountain ranges of ColoradoCoordinates38°00′12″N 107°47′32″W / 38.00333°N 107.79228°W / 38.00333; -107.79228GeographySneffels Range CountryUnited StatesStateColoradoParent rangeSan Juan Mountains, Rocky Mountains The Sneffels Range, regionally conterminous with San Juans, is a young, prominent, and rugged ran...

Ryan BlaneyBlaney di Dover Motor Speedway pada 2023LahirRyan Michael Blaney31 Desember 1993 (umur 30)Hartford Township, Trumbull County, Ohio, A.S.Tinggi5 ft 7 in (1,70 m)Berat165 pon (75 kg)Karier NASCAR Seri Piala306 lomba dalam kurun waktu 10 tahunNo. mobil/timNo. 12 (Team Penske)Klasemen 20231stHasil terbaikJuara (2023)Lomba pertama5-hour Energy 400 2014 (Kansas)Lomba terakhirNASCAR Cup Series Championship Race 2023 (Phoenix)Menang pertamaAxalta presents the ...

Céntimo (di negara-negara pemakai bahasa Spanyol) atau cêntimo (di negara-negara pemakai bahasa Portugis) adalah sebuah unit mata uang dari Spanyol, Portugal dan bekas koloni-koloni mereka. Kata tersebut berasal dari kata Latin centimus[1] yang artinya bagian keseratus. Mata uang Spanyol utama (pra-euro) adalah peseta yang terbagi dalam 100 céntimo. Di Portugal, mata uangnya adalah real dan kemudian escudo sampai mata uang tersebut juga digantikan oleh euro. Di komunitas Eropa, sen...

Jason CastroJason Castro in the American Idol Experience motorcade at Walt Disney World.Informasi latar belakangNama lahirJason René CastroLahir25 Maret 1987 (umur 37)Dallas, Texas, Amerika SerikatAsalRockwall, Texas, Amerika SerikatGenreAcoustic, folk-popPekerjaanPenyanyi, penulis laguInstrumenVokal, gitar, drums, ukuleleTahun aktif2007-sekarangLabelAtlantic RecordsArtis terkaitKeeping Lions/CharlemagneThe Heavy SteadiesSitus webwww.JasonCastroMusic.com Jason René Castro (lahir 25 Mar...

2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 %   获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6]...

Voce principale: Chiesa di San Dalmazio (Savona). Cappella di Santa MariaFacciata e lato estStato Italia RegioneLiguria LocalitàSavona IndirizzoVia Ciantagalletto, Savona (SV) Coordinate44°19′19.96″N 8°27′54.94″E / 44.32221°N 8.46526°E44.32221; 8.46526Coordinate: 44°19′19.96″N 8°27′54.94″E / 44.32221°N 8.46526°E44.32221; 8.46526 Religionecattolica di rito romano TitolareMaria Diocesi Savona-Noli Stile architettonicobarocco Inizio ...

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: KW-37 – news · newspapers · books · scholar · JSTOR (February 2009) (Learn how and when to remove this message) KW-37 transmitter on display at the Naval History museum at La Spezia, Italy Remington Rand format punch card similar to the type used by NSA to dist...

豪栄道 豪太郎 場所入りする豪栄道基礎情報四股名 澤井 豪太郎→豪栄道 豪太郎本名 澤井 豪太郎愛称 ゴウタロウ、豪ちゃん、GAD[1][2]生年月日 (1986-04-06) 1986年4月6日（38歳）出身 大阪府寝屋川市身長 183cm体重 160kgBMI 47.26所属部屋 境川部屋得意技 右四つ・出し投げ・切り返し・外掛け・首投げ・右下手投げ成績現在の番付 引退最高位 東大関生涯戦歴 696勝493敗...

Japanese Village in Knightsbridge, 1886 The Japanese Village in Knightsbridge, London, was a late Victorian era exhibition of Japanese culture and located in Humphreys' Hall, which took place from January 1885 until June 1887. Japanese art and culture had become extremely popular in Victorian England by the 1880s, and more than a million people visited the Village. The exhibition employed around 100 Japanese men and women in a setting built to resemble a traditional Japanese village. The exh...

Juvenile form of distinct animals before metamorphosis For other uses, see Larva (disambiguation). Larva of the Papilio xuthus butterfly A larva (/ˈlɑːrvə/; pl.: larvae /ˈlɑːrviː/) is a distinct juvenile form many animals undergo before metamorphosis into their next life stage. Animals with indirect development such as insects, amphibians, or cnidarians typically have a larval phase of their life cycle. A larva's appearance is generally very different from the adult form (e.g. caterpi...

KinseyPoster film KinseySutradaraBill CondonProduserGail MutruxSkenarioBill CondonPemeranLiam NeesonLaura LinneyChris O'DonnellPeter SarsgaardTimothy HuttonJohn LithgowTim CurryOliver PlattPenata musikCarter BurwellSinematograferFrederick ElmesPenyuntingVirginia KatzPerusahaanproduksiAmerican ZoetropeMyriad PicturesDistributorSearchlight PicturesTanggal rilis 4 September 2004 (2004-09-04) (Festival Film Telluride) 12 November 2004 (2004-11-12) (Amerika Serikat) Durasi1...

City in Florida, United StatesStarke, FloridaCityCity of StarkeFrom top, left to right: Santa Fe College's Andrews Center, Downtown Call Street at Sunset, Old Bradford County Courthouse, Florida Twin Theatre, David Hurse Stadium SealMotto: Southern Hospitality at its FinestLocation in Bradford County and the state of FloridaCoordinates: 29°56′39″N 82°06′35″W / 29.94417°N 82.10972°W / 29.94417; -82.10972Country United StatesState FloridaCount...

2015 Hungarian Grand Prix Race 10 of 19 in the 2015 Formula One World Championship← Previous raceNext race → Layout of the Hungaroring circuitRace details[1]Date 26 July 2015Official name Formula 1 Pirelli Magyar Nagydíj 2015Location HungaroringMogyoród, HungaryCourse Permanent racing facilityCourse length 4.381 km (2.722 miles)Distance 69 laps, 302.249 km (187.809 miles)Scheduled distance 70 laps, 306.630 km (190.531 miles)Weather Sunny22–24 °C (72�...

United Nations resolution adopted in 2004 UN Security CouncilResolution 1566Aftermath of the 2004 Australian embassy bombing in Jakarta (2004)Date8 October 2004Meeting no.5,053CodeS/RES/1566 (Document)SubjectThreats to international peace and security caused by terrorist actsVoting summary15 voted forNone voted againstNone abstainedResultAdoptedSecurity Council compositionPermanent members China France Russia United Kingdom United StatesNon-permanent members...

Pour les articles homonymes, voir Servilius Priscus Structus. Quintus Servilius Structus PriscusFonctionsPréfet de Rome465 av. J.-C.Consulavec Spurius Postumius Albus Regillensis466 av. J.-C.Consulavec Titus Quinctius Capitolinus Barbatus468 av. J.-C.Sénateur romainBiographieNaissance Rome antiqueDécès Lieu inconnuÉpoque République romaine archaïque (d)Activités Homme politique de la Rome antique, militaire romainFamille Servilii Prisci (d)Père InconnuMère InconnueGens ServiliiStat...

Galician-born Austrian music theorist (1868–1935) This article is about Heinrich Schenker. For the method of analysis based on his theories, see Schenkerian analysis. Schenker in 1912 by Hermann Clemens Kosel [de] Heinrich Schenker (19 June 1868 – 14 January 1935) was a Galician-born Austrian music theorist whose writings have had a profound influence on subsequent musical analysis.[1] His approach, now termed Schenkerian analysis, was most fully explained in a three-...