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Peta pembagian administratif tingkat pertama Fiji Pembagian administratif Fiji terdiri atas 4 divisi pada tingkat pertama dan 14 provinsi pada tingkat kedua. lbsPembagian administratif OseaniaNegara berdaulat Australia Federasi Mikronesia Fiji Kepulauan Marshall Kepulauan Solomon Kiribati Nauru Palau Papua Nugini Samoa Selandia Baru Timor Leste1 Tonga Tuvalu Vanuatu Dependensi danwilayah lain Kepulauan Cocos (Keeling) Kepulauan Cook Guam Hawaii Kaledonia Baru Kepulauan Mariana Utara Pulau Nat...
70-meter-wide radio antenna at the Deep Space Network's Canberra facility in Australia. Deep space exploration (or deep-space exploration) is the branch of astronomy, astronautics and space technology that is involved with exploring the distant regions of outer space.[1] However, there is little consensus on the meaning of distant regions. In some contexts, it is used to refer to interstellar space. The International Telecommunication Union defines deep space to start at a distance of...
Soumaïla Coulibaly Nazionalità Francia Altezza 190 cm Peso 82 kg Calcio Ruolo Difensore Squadra Anversa CarrieraGiovanili 2018-2021 Paris Saint-GermainSquadre di club1 2021-2023 Borussia Dortmund II25 (0)2022-2023 Borussia Dortmund1 (0)2023-→ Anversa12 (0)Nazionale 2019 Francia U-162 (0)2019 Francia U-172 (0)2022 Francia U-204 (0) 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indica un trasferiment...
这是马来族人名，“莫哈末·雅辛”是父名，不是姓氏，提及此人时应以其自身的名“慕尤丁”为主。 尊敬的丹斯里拿督哈芝慕尤丁·莫哈末雅辛馬來語：Muhyiddin Mohd YassinMahiaddin bin Md Yasin（注册名）国会议员PSM; SPMJ; SHMS; SPSA; SPMP; SUNS; SPDK; DP; PNBS; SMJ; BSI (I); PIS (I)2021年的慕尤丁 第8任马来西亚首相任期2020年3月1日—2021年8月20日君主國家元首蘇丹阿都拉副职依斯迈沙比里前任马...
Військово-музичне управління Збройних сил України Тип військове формуванняЗасновано 1992Країна Україна Емблема управління Військово-музичне управління Збройних сил України — структурний підрозділ Генерального штабу Збройних сил України призначений для планува...
English manga anthology Saturday AMFrequencyOngoingPublisherMyFutprint EntertainmentFounder Frederick L. Jones Odunze Oguguo Raymond Brown Seny Doney Founded2013; 11 years ago (2013)CountryUnited StatesBased inMorrisville, North CarolinaWebsitewww.saturday-am.com Saturday AM is an ongoing English-written international shōnen manga anthology magazine founded in Morrisville, North Carolina in 2013 by Frederick L. Jones and published by MyFutprint Entertainment.[1] The...
American college basketball season 1945–46 Oklahoma A&M Aggies men's basketballNCAA tournament National championsMVC regular season championsNational Championship Game, W 43-40 vs. North CarolinaConferenceMissouri Valley ConferenceRecord31-2 (12-0 MVC)Head coachHenry IbaAssistant coachLeroy FloydSeasons← 1944–451946–47 → The 1945–46 Oklahoma A&M Aggies men's basketball team represented Oklahoma A&M College, now known as Oklahoma State University,...
Annual pre-Easter Christian observance This article is about the general Christian pre-Easter period. For Lent in Eastern Christianity, see Great Lent. For other uses, see Lent (disambiguation). LentQuadragesimaHigh altar, barren, with few adornments, as is custom during LentTypeChristianCelebrations Omission of Gloria and Alleluia Veiling of religious images ObservancesFastingPrayingAlms givingAbstinenceBeginsOn Ash Wednesday (Western)On Clean Monday (Eastern)EndsOn Holy Thursday (Latin Cath...
Railway line in southern India Kollam–Sengottai railway lineMetre-gauge train passing through Thirteen Arch railway bridgeOverviewStatusActiveOwnerIndian RailwaysLocaleKeralaTamil NaduTerminiKollam JunctionSengottaiStations17Websitewww.sr.indianrailways.gov.inServiceTypeExpress trainPassenger trainServices4 Express, 3 PassengerRoute number63[1]Operator(s)Southern Railway zoneDepot(s)KollamErnakulamGolden RockHistoryOpened26 November 1904; 119 years ago (1904-11-26)...
Bills, Bills, BillsSingel oleh Destiny's Childdari album The Writing's on the WallDirilis15 Juni 1999 (1999-06-15)FormatCD maxi single, 12 maxi singleDirekam1998[1]GenreR&BDurasi4:16 (versi album) 3:59 (Radio Edit)LabelColumbia RecordsPenciptaKevin Briggs, Kandi Burruss, Beyoncé Knowles, Courtney Hughes, Kelly RowlandProduserNealante' Bills, Bills, Bills adalah singel dari grup musik R&B asal Amerika Serikat yang dirilis pada tanggal 16 Juni 1999 oleh perusahaan rekaman ...
لمعانٍ أخرى، طالع مقاطعة نيوتن (توضيح). مقاطعة نيوتن الإحداثيات 35°56′08″N 93°13′19″W / 35.935555555556°N 93.221944444444°W / 35.935555555556; -93.221944444444 [1] تاريخ التأسيس 14 ديسمبر 1842 تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى أركنساس العاصمة...
بويان رادولوفيتش معلومات شخصية الميلاد 29 ديسمبر 1999 (العمر 24 سنة)لاردة الطول 1.91 م (6 قدم 3 بوصة) مركز اللعب مهاجم الجنسية صربيا إسبانيا معلومات النادي النادي الحالي هلسنكي الرقم 18 مسيرة الشباب سنوات فريق 0000–2017 Lleida Esportiu [الإنجليزية] 2018–2020 برايتون أند هوف ...
لمعانٍ أخرى، طالع ضريح (توضيح). تاج محل من أشهر الضرائح في العالم ضريح محمد الخامس بالرباط. الضَّرِيحُ (الجمع: ضَرَائِح وأَضْرِحَة) بناية معمارية تُبنى على قبر أحد الأشخاص تخليداً لذكراه. ويختلف المَقام عنه من ناحية أنه ليس بالضرورة أن يكون المَقام مكان دفن أو قبر بل م...
Infinite sequence of differential equations In mathematics, the KdV hierarchy is an infinite sequence of partial differential equations which contains the Korteweg–de Vries equation. Details Let T {\displaystyle T} be translation operator defined on real valued functions as T ( g ) ( x ) = g ( x + 1 ) {\displaystyle T(g)(x)=g(x+1)} . Let C {\displaystyle {\mathcal {C}}} be set of all analytic functions that satisfy T ( g ) ( x ) = g ( x ) {\displaystyle T(g)(x)=g(x)} , i.e. periodic functio...
Play by Tom Murphy A Whistle in the DarkPoster for the 1961 production, after it had moved to the Apollo Theatre, LondonWritten byTom MurphyCharactersMichael CarneyHarry CarneyDes CarneyHugo CarneyDadaIggy CarneyBettyMushDate premieredSeptember 11, 1961[1]Place premieredJoan Littlewood's Theatre Royal, Stratford East, London.[2]Original languageEnglishSubjectIrish diaspora, family, violence, masculinitySettinga living-room in Michael's house in Coventry, c. 1961 A Whistl...
Ptolomeo VI Faraón de la dinastía ptolemaica Reinado 181 a 145 a. C.Predecesor Ptolomeo V y Cleopatra I (en primer período)Ptolomeo VIII (en segundo período)Sucesor Ptolomeo VIII (en primer período)Cleopatra II y Ptolomeo VII (en segundo período)Información personalFallecimiento 145 a. C.SiriaFamiliaPadre Ptolomeo VMadre Cleopatra IConsorte Cleopatra II[editar datos en Wikidata] Ptolomeo VI Filométor, el que ama a su madre (en griego: Πτολεμαίος Φιλο�...
Questa voce sull'argomento calciatori argentini è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Cristian GaitánNazionalità Argentina Altezza173 cm Peso69 kg Calcio RuoloCentrocampista Squadra Sol de América CarrieraGiovanili 2004-2009 Estudiantes (LP) Squadre di club1 2009-2010 Estudiantes (LP)8 (0)2010-2011→ Unión (SF)17 (0)2011-2013 Instituto (C)14 (0)2013-2015...
Disambiguazione – Se stai cercando altri significati, vedi Epiro (disambigua). Epiro(SQ) Epiri(EL) Ήπειρος (Epeiros) Immagine satellitare dell'Epiro Stati Albania Grecia CapoluogoGiannina[1] Superficie9 203[2][3] km² Linguealbanese, greco Fusi orariUTC+2 L'Epiro (in greco Ήπειρος?) è una regione geografica e storica del sud-est dell'Europa, facente parte dell'Albania meridionale e della Grecia nord-occidentale. Si trova t...
تحتوي هذه المقالة على قائمة أكبر المدن والبلديات الكبرى في المكسيك. المدن الكبرى هذه قائمة المدن في المكسيك من حيث عدد السكان، وفقا للإحصاء الوطني المكسيكي 2010.[1] Rank المدينة/(Locality (Localidad السكان (احصاء 2010) Geographical coordinates بلدية (MUNICIPIO) الولاية 1 مدينة مكسيكو 8,851,080 19°25′57″N 99°07�...
As described by the third of Newton's laws of motion of classical mechanics, all forces occur in pairs such that if one object exerts a force on another object, then the second object exerts an equal and opposite reaction force on the first.[1][2] The third law is also more generally stated as: To every action there is always opposed an equal reaction: or the mutual actions of two bodies upon each other are always equal, and directed to contrary parts.[3] The attributi...