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The ArabTeX logo ArabTeX adalah paket peranti lunak yang memungkinkan penggunaan skrip Arab dan Semit pada peranti lunak TeX dan LaTeX. Paket ini merupakan karya Klauss Lagally. Paket ini dapat mengubah alfabet Romawi ASCII maupun skrip awal menjadi huruf Jawi, Arab, Persia, Pasto, Urdu, Sindhi, Punjabi, Maghribi, Uighur, Kashmiri, Ibrani, Yudeo-Arabia, Ladino dan Yiddish. Karakter ArabTeX disematkan pada dokumenTeX/LaTeX menggunakan perintah \RL{ … } atau sebagai sebuah paragraf \begin{RLt...
Ini adalah nama Batak Toba, marganya adalah Simanjuntak. Hasudungan Simanjuntak Informasi pribadiLahir(1936-05-01)1 Mei 1936Hindia BelandaMeninggal24 November 2020(2020-11-24) (umur 84)RSPAD Gatot Soebroto, Jakarta Pusat, IndonesiaAlma materMiliter Akademi Nasional (1960)Karier militerPihak IndonesiaDinas/cabang TNI Angkatan DaratMasa dinas1960—1991Pangkat Mayor Jenderal TNISatuanInfanteriSunting kotak info • L • B Mayor Jenderal TNI (Purn.) Hasudungan Simanjunt...
Dutch footballer Barry Opdam Opdam as a Red Bull player in 2009Personal informationFull name Barry OpdamDate of birth (1976-02-27) 27 February 1976 (age 48)Place of birth Leiden, NetherlandsHeight 1.86 m (6 ft 1 in)Position(s) Centre backYouth career LisseSenior career*Years Team Apps (Gls)1996–2008 AZ 331 (13)2008–2010 Red Bull Salzburg 48 (1)2010–2012 Volendam 16 (0)Total 395 (14)International career2005–2006 Netherlands 8 (1) *Club domestic league appearances an...
Pour les articles homonymes, voir Raguse. République de Dubrovnik République de Raguse(it) Repubblica di Ragusa (la) Respublica Ragusina(hr) Dubrovačka Republika 1358–1808 La république de Raguse en 1808.Informations générales Statut République maritime vassale de : – Royaume de Hongrie (1358-1458)– Empire ottoman (1458-1684)– Saint-Empire (1684-1804)– Empire d'Autriche (1804-1806)– Empire français (1806-1808) Capitale Raguse (Dubrovnik) La...
Cet article est une ébauche concernant le Mexique. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Oaxaca Estado Libre y Soberano de Oaxaca État libre et souverain de Oaxaca Héraldique Drapeau Localisation de l'État de Oaxaca Administration Pays Mexique Capitale Oaxaca de Juárez Adhésion à la République 21 décembre 1823 (3e) Municipalités ou équivalent 570 Gouverneur Salomón Jara Cruz() Sénate...
1998 studio album by The HauntedThe HauntedStudio album by The HauntedReleased23 June 1998RecordedNovember–December 1997StudioStudio FredmanGenreThrash metal, melodic death metalLength40:46LabelEaracheProducerFredrik NordströmThe Haunted chronology The Haunted(1998) The Haunted Made Me Do It(2000) The Haunted is the debut studio album by Swedish metal band The Haunted, released in 1998 on Earache Records.[1][2][3] Tracks 1–4 and 12 were part of the band's...
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. (مارس 2016) كوريا الجنوبية في الألعاب الأولمبية علم كوريا الجنوبية رمز ل.أ.د. KOR ل.أ.و. اللجنة الأولمبية الكو�...
Cet article est une ébauche concernant la Grèce et l’histoire. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Province de l'Epire en orange La révolte épirote de 1854 est un soulèvement nationaliste grec qui éclate en Épire, alors une province ottomane, le pachalik de Ioannina, au moment de la Guerre de Crimée (1853-1856). Cette révolte reçoit un important soutien de l'opinion publique du royaume de...
83rd Regiment or 83rd Infantry Regiment may refer to: Royal Irish Regiment (1992), a unit of the British Army which carries on the lineage of the 83rd Ulster Defense Regiment 83rd Regiment of Foot (disambiguation), several units of the British Army 83rd Wallajahbad Light Infantry, a unit of the British Indian Army 83rd Field Artillery Regiment, United States 83rd Fighter Aviation Regiment, later Fighter-Bomber regiment, a unit of the Yugoslav Air Force American Civil War regiments: 83rd Illin...
U.S. House district for California CA-16 redirects here. For the state route, see California State Route 16. California's 16th congressional districtInteractive map of district boundaries since 2023 (Used in the 2022 elections). In the 2020 redistricting cycle, the 16th district was redrawn to include much of coastal San Mateo County as well as parts of Santa Clara County in Silicon Valley.Representative Anna EshooD–AthertonPopulation (2022)735,381Median householdincome$160,623[1&...
US Marine Corps enlisted grade This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Master gunnery sergeant – news · newspapers · books · scholar · JSTOR (March 2021) (Learn how and when to remove this message) Master Gunnery SergeantMaster Gunnery Sergeant insigniaCountry United StatesService branch United States Marine...
This article may rely excessively on sources too closely associated with the subject, potentially preventing the article from being verifiable and neutral. Please help improve it by replacing them with more appropriate citations to reliable, independent, third-party sources. (July 2012) (Learn how and when to remove this message) Rugby teamSkyactivs Hiroshima マツダスカイアクティブス広島Full nameSkyactivs HiroshimaUnionJapan Rugby Football UnionNickname(s)SkyactivsCoach(es)Kazun...
Railway station in Dundee, Scotland DundeeScottish Gaelic: Dùn Dè[1]General informationLocationDundee, Dundee CityScotlandCoordinates56°27′24″N 2°58′16″W / 56.4566°N 2.9710°W / 56.4566; -2.9710Grid referenceNO402298Managed byScotRailPlatforms4Other informationStation codeDEE[2]HistoryOriginal companyNorth British RailwayPost-groupingLNERKey dates1 June 1878Opened as Dundee Tay Bridge[3]1965Renamed as Dundee[3]Passengers2018...
غونسالو غيديس Gonçalo Guedes غيديس مع البرتغال في كأس العالم 2018 معلومات شخصية الاسم الكامل غونسالو مانويل غانتشينيو غيديس الميلاد 29 نوفمبر 1996 (العمر 27 سنة)بينافينتي، البرتغال الطول 1.78 م (5 قدم 10 بوصة)[1] مركز اللعب جناح الجنسية البرتغال معلومات النادي النادي الحال�...
Basilica UlpiaI resti dei fusti di colonna in granito grigio della navata centrale, rialzati negli anni trenta.LocalizzazioneStato Italia ComuneRoma AmministrazionePatrimonioCentro storico di Roma EnteSovrintendenza Capitolina ai Beni Culturali ResponsabileMaria Vittoria Marini Clarelli VisitabileSì Sito webwww.sovraintendenzaroma.it/content/la-basilica-ulpia Mappa di localizzazione Modifica dati su Wikidata · Manuale La basilica Ulpia era, all'epoca della sua costruzione, la più...
Zone della Terra caratterizzate dal clima glaciale Il clima glaciale (o del gelo perenne) è il più freddo dei climi terrestri. Secondo la classificazione dei climi di Köppen si abbrevia con EF. Si trova principalmente nella parte interna della Groenlandia, nelle zone artiche più prossime al Polo Nord e nella massima parte dell'Antartide. Al di fuori di queste aree, è il clima tipico dei ghiacciai montani. Le regioni sono caratterizzate da distese di ghiacci e nevi perenni e da un vento c...
外鐵式变压器的同心結構有助減少漏磁。 一個理想的降壓變壓器,此圖畫出了變壓器芯中的磁通量。 理想變壓器的電路圖。 變壓器(英語:transformer),粤语亦称「火牛」,是應用法拉第電磁感應定律變換(升高或降低)交流电压,但不改变电源频率的电能转换器。 變壓器主要構件包含兩組或以上的線圈(初级线圈、次级线圈)和铁芯,用途是升降交流電的電壓、改變阻�...
TV series or program Dating in the DarkGenreRealityStarringRossi Morreale (Host)No. of seasons2No. of episodes12ProductionRunning time45 minutesOriginal releaseNetworkABCRelease20 July 2009 (2009-07-20) –13 September 2010 (2010-09-13)RelatedDating in the Dark Dating in the Dark is a reality television series that premiered on ABC on 20 July 2009. The show's format is based on a Dutch dating show called Daten in het Donker (meaning Dating in the Dark). Format Dating Three men...
1958年の津波の翌週に撮影されたリツヤ湾。 座標: 北緯58度38分13秒 西経137度34分23秒 / 北緯58.63694度 西経137.57306度 / 58.63694; -137.57306 (Hudson Bay) リツヤ湾(Lituya Bay)とは、北アメリカ大陸の北西部、アメリカ合衆国のアラスカ州の南東部に存在する、太平洋に面した小さな湾の1つである。アラスカ州の州都ジュノーの西方約200kmに位置する。氷河に削�...
146 магнитных шариков, образующие октаэдр Октаэдральное число — разновидность многогранных фигурных чисел. Поскольку октаэдр можно рассматривать как две квадратные пирамиды, склеенные своими основаниями (см. рисунок), октаэдральное число определяется как сумма двух по�...