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المونولوج أو حديث النفس أو النّجوى هو حوار يوجد في الروايات، ويكون قائما ما بين الشخصية وذاتها أي ضميرها.[1][2][3] بمعنى آخر هو الحوار مع النفس، نقول المونولوج هذا المصطلح الذي يطلق على نوع من المسرح ومصدر الكلمة يوناني مونو يعني أحادي ولوجوس تعني خطاب. نعني به شخص...
Parco nazionale di AnkarafantsikaParc National de AnkarafantsikaIl lago Ravelobe Tipo di areaParco nazionale Codice WDPA1299 Class. internaz.IUCN category II Stato Madagascar ProvinciaMahajanga GestoreANGAP Mappa di localizzazioneParco nazionale di Ankarafantsika Sito istituzionale Modifica dati su Wikidata · ManualeCoordinate: 16°09′S 46°57′E / 16.15°S 46.95°E-16.15; 46.95 Il Parco nazionale di Ankarafantsika è un'area naturale protetta del Madagascar situ...
Місто Оранджтаунангл. Orangetown Координати 41°03′31″ пн. ш. 73°57′42″ зх. д. / 41.05861111113877371° пн. ш. 73.961666666694782° зх. д. / 41.05861111113877371; -73.961666666694782Координати: 41°03′31″ пн. ш. 73°57′42″ зх. д. / 41.05861111113877371° пн. ш. 73.961666666694782° зх. д....
(Círculo clicável)■ ― Cidades designadas■ ― Cidades principais■ ― Cidades especiais Divisões administrativasdo Japão Prefeitural Prefeituras Subprefeitural Subprefeituras Distritos Municipal Cidades designadas Cidades principais Cidades especiais Cidades Aldeias Submunicipal Ku vde Uma cidade central (中核市, Chūkakushi?) (também chamada núcleo ou principal) é uma classe ou categoria de cidade japonesa. É uma divisão administrativa local criada pelo governo nacional.[...
селище Соф'їно рос. Софьиноерз. Софьино Країна Росія Суб'єкт Російської Федерації Мордовія Муніципальний район Єльниківський район Поселення Новонікольське Код ЗКАТУ: 89218880004 Код ЗКТМО: 89618480111 Основні дані Населення 187 осіб (2010[1]) Поштовий індекс 431380 Географічні коо
المفجرة (محلة) تقسيم إداري البلد اليمن المحافظة محافظة إب المديرية مديرية يريم العزلة عزلة بني منبة القرية قرية نجد العزب السكان التعداد السكاني 2004 السكان 22 • الذكور 10 • الإناث 12 • عدد الأسر 3 • عدد المساكن 3 معلومات أخرى التوقيت توقيت اليمن (+3 غرينيتش) تعد
AberdeenNama lengkapAberdeen Football ClubJulukanThe Dons, The Reds, The DandiesBerdiri1903StadionPittodrie StadiumAberdeenSkotlandia(Kapasitas: 22,199)Ketua Dave CormackManajer Derek McInnesLigaLiga Utama Skotlandia2019–20Ke-4, Liga Utama Skotlandia Kostum kandang Kostum tandang Musim ini Aberdeen F.C. atau lebih dikenal dengan nama Aberdeen adalah klub sepak bola Skotlandia yang bermarkas di kota Aberdeen, Skotlandia. Puncak prestasi yang didapat oleh Aberdeen adalah era tahun 1980an yang...
Untuk kepala keluarga Syiah Lebanon, lihat Hussein el-Husseini. Musa al-Husayni merupakan Wali kota Yerusalem dan memimpin gerakan nasional Palestina Husayni (Arab: الحسيني yang juga disebut Husseini) adalah nama dari sebuah klan Arab Palestina berpengaruh yang awalnya berbasis di Yerusalem, yang diklaim merupakan keturunan dari Husayn bin Ali (putra Ali). Klan Husayni menganut aliran Hanafi dari Islam Sunni, berbeda dengan kebanyakan penduduk Muslim Arab di Palestina yang menganut...
List of Antarctic telecommunications operations and infrastructure 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's factual accuracy may be compromised due to out-of-date information. Please help update this article to reflect recent events or newly available information. (May 2013) This article's lead section may be too short to adequately summarize the key points. Please c...
Acanthinodera Acanthinodera cumingi Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Insecta Ordo: Coleoptera Famili: Cerambycidae Subfamili: Prioninae Genus: Acanthinodera Acanthinodera adalah genus kumbang tanduk panjang yang tergolong subfamilia Prioninae yang tergolong famili Cerambycidae. Genus ini juga merupakan bagian dari ordo Coleoptera, kelas Insecta, filum Arthropoda, dan kingdom Animalia. Larva kumbang dalam genus ini biasanya mengebor ke dalam kayu dan dapat menyeba...
جيني إسبر جيني إسبر ضيفة بيت الفن على قناة الفجيرة، 23 مايو 2019 معلومات شخصية الميلاد 20 أغسطس 1980 (العمر 43 سنة)دونيتسك، أوكرانيا الجنسية سوريا الديانة المسيحية الزوج عماد ضحية (ز.2008-ط.2015) الأولاد ساندي الحياة العملية المدرسة الأم جامعة تشرين المهنة ممثلة اللغات العربي
A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (April 2021) (Learn how and when to remove this template message) Georges BoisotGeorges Boisot by Benjamin Bolomey (circa 1801).Vaud State CouncilorIn officeMay 7, 1830 – February 14, 1845 Personal detailsBorn14 September 1774Mézières, VaudDied19 Dec...
Authoritarian environmentalist ideology This article is about Ecofascism. It is not to be confused with Eco-nationalism, a synthesis of nationalism and green politics praticised by a spectrum of groups including Indigenous peoples. You can help expand this article with text translated from the corresponding article in French and German. (June 2023) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL...
Virginia legislative district District map from the 2023 election Virginia's 49th House of Delegates district elects one of the 100 members of the Virginia House of Delegates, the lower house of the state's bicameral legislature. The 49th district covers parts of Arlington and Fairfax counties in northern Virginia.[1] The seat is held by Democrat Alfonso H. Lopez.[2] Elections 2019 In 2019, incumbent Democrat Alfonso Lopez defeated a primary challenge from JD Spain, president ...
This article is about the 1996 Hong Kong TV show. For other uses, see Unbelievable (disambiguation). This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (April 2014) (Learn how and when to remove this template message) Hong Kong TV series or program The UnbelievableHosts and guests talking about paranormal activitiesGenre...
Cricketer For the New Zealand swimmer, see Melanie Jones (swimmer). Mel JonesOAMJones during the 2009 Women's Cricket World CupPersonal informationFull nameMelanie JonesBorn (1972-08-11) 11 August 1972 (age 51)Barnstaple, DevonBattingRight-handedBowlingRight-arm medium paceInternational information National sideAustraliaTest debut (cap 134)6 August 1998 v EnglandLast Test22 February 2003 v EnglandODI debut (cap 82)7 February 1997 v Pak...
Artikel ini bukan mengenai Taman hiburan. Taman bermain modern Taman bermain atau taman permainan adalah sebuah tempat yang khusus dirancang agar anak-anak dapat bermain di sana. Meskipun tempat bermain biasanya ditujukan kepada anak-anak, beberapa mentargetkan kelompok usia lain. Contohnya, Preußenpark di Berlin dirancang untuk orang-orang berusia 70 tahun ke atas. Tempat bermain mengecualikan anak-anak di bawah usia tertentu. Tempat bermain modern biasanya memiliki alat-alat rekreasional s...
American voice actor Jay Snyder redirects here. For the businessman and political activist, see Jay T. Snyder. For others named James Snyder, see James Snyder. Dan GreenGreen in November 2005Other namesChris AdamsTom WilsonStan TimmonsJean MillsJack BeanSam WellsFrank BrownJean MastersJ.K. EllemenoSandy WilliamsChris SandsEducationRutgers UniversityOccupationsVoice actorvoice directorscreenwriterYears active1998–presentSpouse Michal Friedman (m. 2008...
Logo dari Asosiasi Republikan Swedia. Republikanisme di Swedia (bahasa Swedia: Republikanism) adalah istilah yang dipakai untuk merujuk suatu pergerakan di Swedia yang berusaha untuk mendirikan sebuah republik dan menghapuskan monarki Swedia. Ikhtisar Sebagian besar argumen yang dikemukakan untuk mendukung pendirian negara republik di Swedia adalah penolakan sistem pemerintahan berbasis monarki dan tidak selalu karena sikap raja yang memerintah. Usaha untuk mendirikan negara republik menj...
17th-century conjecture proved by Andrew Wiles in 1994 For other theorems named after Pierre de Fermat, see Fermat's theorem. For the book by Simon Singh, see Fermat's Last Theorem (book). Fermat's Last TheoremThe 1670 edition of Diophantus's Arithmetica includes Fermat's commentary, referred to as his Last Theorem (Observatio Domini Petri de Fermat), posthumously published by his son.FieldNumber theoryStatementFor any integer n > 2, the equation an + bn = cn has no positive integer soluti...