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المديرية العامة للأمن الوطني البلد الجزائر  المقر الرئيسي الجزائر العاصمة  تاريخ التأسيس 22 يوليو 1962  المنظمة الأم وزارة الداخلية الجزائرية  الموقع الرسمي الموقع الرسمي  تعديل مصدري - تعديل   المديرية العامة للأمن الوطني (بالفرنسية: Direction générale de la Sûreté nationale)...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2017) أيهم أيهم اللفظ أيهم الجنس ذكر لغة الاسم لغة عربية أصل الاسم الأصل اللغوي عربي المعنى المصاب في عقله، الموهوم، عديم الفهم المنطقة العالم العربي النوع ألفاظ �...

Чемпіонат світу з хокею із шайбою 2021Дивізіон І Загальні відомості Країна проведення:  Франція КНР Час проведення: 11 — 18 квітня 8 — 14 квітня Кількість команд: 12 Призери Переможець: Статистика турніру ← 2020 (скасовано) 2022 → Чемпіонат світу з хокею із �...

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: Runnin' Off at da Mouth – news · newspapers · books · scholar · JSTOR (September 2012) (Learn how and when to remove this template message) 1992 studio album by Tung TwistaRunnin' Off at da MouthStudio album by Tung TwistaReleasedJune 9, 1992[1]...

QuechuaIndustriPendakian gunung, pendakian, memanjat, ski NordikDidirikan1997; 25 tahun lalu (1997)Domancy, PrancisKantorpusatDomancy, Sallanches, PrancisTokohkunciChristian Ollier (Manajer Internasional)[1]ProdukProduk olahraga gunungKaryawan150Situs webwww.quechua.com sepatu memanjat Quechua Quechua (/ˈkɛtʃᵊwə/, /ˈkɛtʃuːə/ atau /ˈkɛtʃwɑː/; pengucapan bahasa Spanyol: [ˈketʃwa]) adalah merek dagang asal Prancis untuk pakaian pendakian dan berkemah dan peralatan ...

Trong toán học, giai thừa là một toán tử một ngôi trên tập hợp các số tự nhiên. Cho n là một số tự nhiên dương, n giai thừa, ký hiệu n ! {\displaystyle n!} là tích của n số tự nhiên dương đầu tiên. n ! = 1 × 2 × 3 × ⋯ × n {\displaystyle n!=1\times 2\times 3\times \dots \times n} Ví dụ: 7 ! = 1 × 2 × 3 × 4 × 5 × 6 × 7 = 5040 {\displaystyle 7!=1\times 2\times 3\...

Fritz Fuchsenberger (* 3. Oktober 1876 in Würzburg; † 14. September 1945 in München; vollständiger Name: Friedrich Fuchsenberger) war ein deutscher Architekt und Hochschullehrer. Inhaltsverzeichnis 1 Leben 2 Bauten und Entwürfe 3 Literatur 4 Weblinks 5 Einzelnachweise Leben Fuchsenberger studierte von 1897 bis 1901 Architektur an der TH München und trat danach als Baubeamter in den Staatsbaudienst ein, zunächst im Rang eines Regierungsbaumeisters (Assessor) in Bamberg. Unter der Leitu...

Halaman ini berisi artikel tentang distrik. Untuk ibu kota distrik ini, lihat Kurukshetra.Distrik Kurukshetra कुरुक्षेत्र जिला ਕੁਰੂਕਸ਼ੇਤਰ ਜਿਲਾDistrik di HaryanaLocation of Kurukshetra district in HaryanaNegaraIndiaNegara bagianHaryanaMarkas besarKurukshetraTehsils1. Thanesar, 2. Shahabad 3. PehowaPemerintahan • Konstituensi Lok SabhaKurukshetra (berbagi dengan distrik Yamunanagar dan Kaithal) • Kursi mahkamah4Lu...

Representative of the monarch of Papua New Guinea Governor-General of Papua New GuineaGavena-Jeneral bilong Papua Niugini (Tok Pisin)Emblem of Papua New GuineaFlag of the governor-generalIncumbentSir Bob Dadaesince 28 February 2017ViceroyStyleHis Excellency the HonourableResidenceGovernment House, Port MoresbyNominatorNational Parliament of Papua New GuineaAppointerMonarch of Papua New GuineaTerm lengthSix years, renewable once (at parliamentary discretion)Constituting instrumentCon...

Small disturbance moving through a physical medium This article is about physics. For other uses, see Pulse (disambiguation). In physics, a pulse is a generic term describing a single disturbance that moves through a transmission medium. This medium may be vacuum (in the case of electromagnetic radiation) or matter, and may be indefinitely large or finite. Pulse reflection Consider a pulse moving through a medium - perhaps through a rope or a slinky. When the pulse reaches the end of that med...

Lingkaran luar C dari segibanyak P yang berpusat di O. Dalam geometri, lingkaran luar[1] adalah lingkaran yang melalui semua titik sudut suatu segibanyak. Dalam hal ini, segibanyak tersebut adalah segibanyak dalam dari lingkaran. Titik-titik sudut segibanyak tersebut disebut selingkaran (konsiklis)[2]. Tidak semua segibanyak mempunyai lingkaran luar. Suatu segibanyak mempunyai lingkaran luar jika dan hanya jika garis sumbu tiap-tiap sisinya berpotongan pada satu titik. Garis s...

Japanese manga series and its franchise Tokyo Mew MewThe first volume of Tokyo Mew Mew published in Japan by Kodansha on February 6, 2001 featuring Ichigo Momomiya in her Mew Mew form.東京ミュウミュウ(Tōkyō Myū Myū)GenreMagical girlCreated byReiko Yoshida MangaWritten byReiko YoshidaIllustrated byMia IkumiPublished byKodanshaEnglish publisherNA: Kodansha ComicsSG: Chuang YiImprintKodansha ComicsMagazineNakayoshiDemographicShōjoOriginal runSeptember 2000 – Fe...

1977 studio album by France GallDancing discoStudio album by France GallReleasedApril 27, 1977 (1977-04-27)RecordedLondon, UKParis, FranceStudioBerwick Street Studios, Studio GangGenreChanson, pop, rockLength29:49LabelWEAProducerMichel BergerFrance Gall chronology France Gall(1976) Dancing disco(1977) France Gall / Live Théâtre des Champs-Élysées(1978) Singles from Dancing disco MusiqueReleased: May 1977 Si, maman, siReleased: October 1977 Le meilleur de soi-mêmeRe...

У этого термина существуют и другие значения, см. Круг (значения). Кругиндекс ГРАУ 2К11 обозначение МО США и НАТО SA-4 Ganef Пусковая установка 2П24 с двумя ракетами 3М8 в Артиллерийском музее Санкт-Петербурга Тип Зенитно-ракетный комплекс ПВО СВ Статус на хранении Разработчик ...

1994 film directed by Spike Lee CrooklynTheatrical release posterDirected bySpike LeeScreenplay byJoie Susannah LeeCinqué LeeSpike LeeStory byJoie Susannah LeeProduced bySpike LeeStarring Alfre Woodard Delroy Lindo Spike Lee Zelda Harris CinematographyArthur JafaEdited byBarry Alexander BrownMusic byTerence BlanchardProductioncompany40 Acres and a Mule FilmworksDistributed byUniversal PicturesRelease date May 13, 1994 (1994-05-13) Running time115 minutesCountryUnited StatesLan...

Subregion of Asia Map with parts of the countries and territories that make up the region of Northeast Asia. Here, coastal Northeast Asia is shown. Northeast Asia or Northeastern Asia is a geographical subregion of Asia; its north-eastern landmass and islands are bounded by the Pacific Ocean. The term Northeast Asia was popularized during the 1930s by American historian and political scientist Robert Kerner. Under Kerner's definition, Northeast Asia includes the Japanese Archipelago, the Kore...

Set of activities aimed at prolonging the life of a record or object National Bureau of Standards preserving the U.S. Declaration of Independence in 1951 Part of a series onLibrary and information science Outline Glossary HistoriesLibraries - Information FocusArchives management - Collections management (Preservation) - Data management - Information management (cataloguing) - Knowledge management - Library management CurationData - Metadata - Information - Documents - Artefacts - Knowledge In...

The Montreal Metropolitan Commission (known in French as the Commission métropolitaine de Montréal) was an authority that was involved in municipal affairs affecting the urbanized part of the Island of Montreal. History When four municipalities (Montreal North, Saint-Michel, Pointe-aux-Trembles, and Laval-de-Montréal) were approaching bankruptcy, they requested annexation by the City of Montreal.[1] Montreal, then experiencing a budgetary crisis arising from its annexation of Maiso...

British former motorcycle racer For the French chef, see Guy Martin (chef). 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 may be too long to read and navigate comfortably. Its current readable prose size is 60 kilobytes. Please consider splitting content into sub-articles, condensing it, or adding subheadings. Please discuss this issue on the article's talk page. (October 2...

Protein complexes which degrade unnecessary or damaged proteins by proteolysis Cartoon representation of a proteasome. Its active sites are sheltered inside the tube (blue). The caps (red; in this case, 11S regulatory particles) on the ends regulate entry into the destruction chamber, where the protein is degraded. Top view of the proteasome above. Proteasomes are protein complexes which degrade unneeded or damaged proteins by proteolysis, a chemical reaction that breaks peptide bonds. Enzyme...