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У этого термина существуют и другие значения, см. Криуши. ДеревняКриуши 55°55′01″ с. ш. 48°06′03″ в. д.HGЯO Страна  Россия Субъект Федерации Чувашия Муниципальный район Козловский Сельское поселение Карамышевское История и география Часовой пояс UTC+3:00 Население Н�...

American painter Study for Cotton Scene (1941), a mural Warthen created for the post office in Hartselle, Alabama Ferol Katherine Sibley Warthen (May 22, 1890 – January 21, 1986), also known as Mrs. Lee R. Warthen, was an American painter and printmaker. Warthen was born Ferol Sibley in Aberdeen, South Dakota. She received a full scholarship to the Columbia Art School in Ohio, which she attended from 1908 until 1910. From 1911 until 1913 she was a student of William Merritt Chase and Kennet...

عيسى محمودالعلممناطق الوجود المميزة نوجال ، جوبا السفلى ، بارياللغات اللغة الصومالية ، اللغة العربيةالدين الاسلامالمجموعات العرقية المرتبطةمجموعات ذات علاقة عمر محمود ، عثمان محمود ، ماجرتينتعديل - تعديل مصدري - تعديل ويكي بيانات عيسى محمود [1] أو عِيْسَىُ مَحَمُوْد�...

Computer animation studio A three-dimensional computer graphics image by Digital Effects Inc., New York, circa 1982. This image is one of the company's first to combine three dimensional objects (the bottle) along with texture mapping (the surface of the bottle and the wallpaper on the walls) and image mapping (the label on the bottle and the images inside the windows. The image was created using Digital Effects' Vision software, written in APL and Fortran. Digital Effects Inc. was an early a...

Merovingian archbishop and saint SaintCaesarius of ArlesStatue of Caesarius of Arles in the Église Saint-Césaire d'Arles (Arles, France)Bishop and Church FatherBorn468/470 ADChalon-sur-Saône, Western Roman EmpireDied(542-08-27)27 August 542 ADVenerated inRoman Catholic ChurchEastern Orthodox ChurchFeastAugust 27 Caesarius of Arles (Latin: Caesarius Arelatensis; 468/470 – 27 August 542 AD), sometimes called of Chalon (Cabillonensis or Cabellinensis) from his birthplace Chalon-sur-Sa�...

Somália Este artigo é parte da série:Somália Constituição Constituição Provisória Executivo Governo Federal Presidente da Somália (Lista) Mohamed Abdullahi Mohamed Primeiro-ministro Omar Abdirashid Ali Sharmarke Conselho dos Ministros Legislativo Parlamento Federal Orador Mohamed Osman Jawari Membros do Parlamento Federal Judiciário Poder Judiciário da Somália Eleições Presidencial: Última eleição Parlamentar: Última eleição Referendo: Último referendo Divisões administ...

2008 German-French comedy film AbsurdistanTheatrical posterDirected byVeit HelmerWritten byVeit HelmerZaza BuadzeGordan MihicAhmet GolbolStarringMaximilian MauffKristýna MaléřovaCinematographyGiorgi BeridzeEdited byVincent AssmannMusic byShigeru UmebayashiRelease date 20 March 2008 (2008-03-20) CountriesGermanyAzerbaijanLanguageRussian Absurdistan is a 2008 German-French comedy film written and directed by Veit Helmer. It formed part of the World Cinema Dramatic Competi...

Argentine diplomatic mission in Peru Embassy of Argentina in PeruLocationLima, PeruAddressAv. Las Flores 326Opened2012AmbassadorEnrique Vaca-NarvajaWebsiteOfficial website The embassy of Argentina in Peru represents the permanent diplomatic mission of the South American country in Peru. The current Argentine ambassador is Enrique Vaca-Narvaja.[1] History Original building (1938–2012) The former chancery in 2011 The palace was built on land donated in 1921 by the government of Peru o...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2018) أطفال في الغابة روضة أطفال الغابات نوع من التعليم قبل المدرسي للأطفال الذين تتراوح أعمارهم بين ثلاثة وستة سنوات.يتم تشجيع الأطفال على اللعب والاستكشاف وال�...

Distance-preserving mathematical transformation This article is about distance-preserving functions. For other mathematical uses, see isometry (disambiguation). For non-mathematical uses, see Isometric. Not to be confused with Isometric projection. A composition of two opposite isometries is a direct isometry. A reflection in a line is an opposite isometry, like R 1 or R 2 on the image. Translation T is a direct isometry: a rigid motion.[1] In mathematics, an isometry (or congruence, ...

Attachment of an oligosaccharide to a nitrogen atom The different types of lipid-linked oligosaccharide (LLO) precursor produced in different organisms. N-linked glycosylation, is the attachment of an oligosaccharide, a carbohydrate consisting of several sugar molecules, sometimes also referred to as glycan, to a nitrogen atom (the amide nitrogen of an asparagine (Asn) residue of a protein), in a process called N-glycosylation, studied in biochemistry.[1] The resulting protein is call...

Lambang Provinsi Sumatera Barat Peta lokasi Provinsi Sumatera Barat di Indonesia Peta Kabupaten di Sumatera Barat Berikut daftar kabupaten dan/atau kota di Sumatera Barat No. Kabupaten/kota Ibu kota Bupati/wali kota Luas wilayah (km2)[1] Jumlah penduduk (2022)[2] IPM (2021) Kecamatan Nagari/Kelurahan/Desa Lambang Peta lokasi 1 Kabupaten Agam Lubuk Basung Daftar bupati Andri Warman 2.226,27 525.136 72,57 16 92/-/- 2 Kabupaten Dharmasraya Pulau Punjung Daftar bupati Sutan Riska ...

1983 single by Beastie Boys For the ice cream cake sold by American ice cream chain Carvel, see Cookie Puss. Cooky PussSingle by Beastie BoysReleased1983RecordedMarch 1983StudioCelebration Recording, New York CityGenreElectro, old-school hip hop, comedy hip hopLength13:39LabelRat CageSongwriter(s)Michael Diamond, Adam Horovitz, Kate Schellenbach, Adam YauchProducer(s)Beastie Boys, Dug PomeroyBeastie Boys singles chronology Cooky Puss (1983) Rock Hard (1984) Professional ratingsReview scoresSo...

СтанцияРязань IРязанский узелРыбное — КустаревкаРязань-I — Рязань-IIМосковская железная дорога 54°38′01″ с. ш. 39°42′47″ в. д.HGЯO ДЦС Московско-Рязанский центр организации работы железнодорожных станций Регион ж. д. Московско-Рязанский Оператор ОАО «РЖД», АО «Цент�...

Abtretung (auch Zession von lateinisch cessio) bedeutet im deutschen Zivilrecht nach der Legaldefinition des § 398 Satz 1 BGB die vertragliche Übertragung einer Forderung vom alten Gläubiger (Zedent) auf den neuen Gläubiger (Zessionar). Es handelt sich um den Austausch des Gläubigers durch Rechtsgeschäft ohne Änderung des Schuldners oder des Inhalts der Forderung. Inhaltsverzeichnis 1 Abgrenzung 2 Historische Entwicklung 3 Voraussetzungen der Abtretung 3.1 Wirksame Einigung �...

Questa voce sull'argomento Ontario è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Contee unite di Stormont, Dundas e Glengarrydivisione censuariaStormont, Dundas and Glengarry United Counties LocalizzazioneStato Canada Provincia Ontario AmministrazioneCapoluogoCornwall Lingue ufficialiinglese, francese TerritorioCoordinatedel capoluogo45°01′39″N 74°44′24″W / 45.0275°N 74.74°W45.0275; -74.74 (Contee unite di Stor...

Former Russian basketball team For the sports club's departments, see Dynamo Moscow. BC Dynamo MoscowLeaguesMoscow Basketball LeagueFounded1923HistoryMBC Dynamo Moscow(1923–2016)BC Dynamo Moscow(2018–)ArenaRGU-MSHA TimiryazevCapacity500LocationMoscow, RussiaHead coachAleksander TiteevChampionships1 Eurocup 2 USSR Championships Home Away MBC Dynamo Moscow (Russian: МБК Динамо Москва) was a Russian basketball team from Moscow. It was active for 93 years (from 1923 until 2016)...

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For the federal constituency represented in the Dewan Rakyat, see Rompin (federal constituency). District of Malaysia in PahangRompin District District of MalaysiaDaerah RompinOther transcription(s) • Chinese云冰县 • Tamilரொம்பின் SealLocation of Rompin District in PahangRompin DistrictLocation of Rompin District in MalaysiaCoordinates: 2°50′N 103°15′E / 2.833°N 103.250°E / 2.833; 103.250Country MalaysiaState...

شتوتغارت    علم شعار الاسم الرسمي (بالألمانية: Stuttgart)‏    الإحداثيات 48°46′39″N 9°10′48″E / 48.7775°N 9.18°E / 48.7775; 9.18  [1] سبب التسمية حجر،  وحديقة  تقسيم إداري  البلد ألمانيا (8 مايو 1945–) ألمانيا النازية (30 يناير 1933–8 مايو 1945) جمهورية فايمار (9 نوفم�...