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School district in Alaska For the school district in Kentucky, see Anchorage Independent Schools. LocationAnchorage, AlaskaDistrict informationSuperintendentJharrett BryanttEnrollment49,492 in 2009-10Other informationWebsiteasdk12.org The Anchorage School District (ASD) manages all public schools within the Municipality of Anchorage in the U.S. state of Alaska. It is the 107th largest school district in the United States, serving over 45,000 students in more than 90 schools.[1] Operat...

For a list of current aircraft in all branches of the United States Military, see List of active United States military aircraft. Emblem of the USAF The following is a list of currently active military aircraft in the United States Air Force. Aircraft Current inventory Aircraft Origin Type Variant In service Notes Combat Aircraft A-10 Thunderbolt II United States attack / CAS A-10C 284[1] AC-130 Ghostrider United States ground attack / CAS AC-130J 21[1] of which three are the ...

Pour les articles homonymes, voir Žitinje. Cet article est une ébauche concernant une localité kosovare. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Zhiti Žitinje, Житиње Administration Pays Kosovo District Gjilan/Gnjilane (Kosovo)Kosovo-Pomoravlje (Serbie) Commune Viti/Vitina Démographie Population 603 hab. (2011) Géographie Coordonnées 42° 24′ 16″ nord, 21° 22′&...

Cumi asin Cumi asin adalah cumi-cumi yang diawetkan dengan garam kering dan kemudian disajikan untuk disantap. Pengeringan atau penggaraman, entah dengan garam kering atau air garam banyak dipakai sebagai metode pengawetan makanan laut.[1] Cumi asin umum ditemukan di negara-negara pantai Asia, khususnya Indonesia, Malaysia, Thailand, Vietnam, Hong Kong, Tiongkok Selatan, Korea Selatan dan Jepang. Di Indonesia, cumi asin biasa diolah menjadi aneka ragam hidangan, seperti sambal cumi, o...

Йоганн Морнім. Johann Mohr Народився 12 червня 1916(1916-06-12)[1]Ганновер, Королівство Пруссія, Німецька імперія[1]Помер 2 квітня 1943(1943-04-02) (26 років)Атлантичний океан, міжнародні води[2]Країна  Німецька імперіяДіяльність підводник, військовослужбовець, офіцер ВМФ Ні�...

Ombak pada Skala Beaufort 12 Skala Beaufort adalah ukuran empiris yang berkaitan dengan kecepatan angin untuk pengamatan kondisi di darat atau di laut. Skala ini ditemukan oleh Francis Beaufort pada tahun 1805. Beaufort mengukur kecepatan angin dengan menggambarkan pengaruhnya pada kecepatan kapal dan gelombang air laut. Skala Beaufort menggunakan angka dan simbol. Semakin besar angka skala Beaufort, maka semakin kencang angin berhembus dan bahkan bisa semakin merusak. Skala Beaufort dimulai ...

Atmospheric electrical phenomenon For the Czech film, see Ball Lightning (film). For the Chinese novel, see Ball Lightning (novel). A 1901 depiction of ball lightning Ball lightning is a rare and unexplained phenomenon described as luminescent, spherical objects that vary from pea-sized to several meters in diameter. Though usually associated with thunderstorms,[1] the observed phenomenon is reported to last considerably longer than the split-second flash of a lightning bolt, and is a...

English footballer Danny Hutchins Hutchins in 2009Personal informationFull name Daniel Sean Hutchins[1]Date of birth (1989-09-23) 23 September 1989 (age 34)[1]Place of birth Northolt, EnglandHeight 5 ft 8 in (1.73 m)[1]Position(s) Defender / MidfielderTeam informationCurrent team Barnet (first team analyst)Youth career2005–2007 Tottenham HotspurSenior career*Years Team Apps (Gls)2007–2009 Tottenham Hotspur 0 (4)2009 → Yeovil Town (loan) 9 (0)2...

Ne doit pas être confondu avec Couvent des Cordeliers de Dinan. Pour les articles homonymes, voir Couvent des Capucins. Ancien couvent des Capucins de Dinant Ancien couvent des capucins (ville de Dinant) Présentation Culte Catholique Type Couvent Géographie Pays Belgique Commune Dinant Coordonnées 50° 15′ 31″ nord, 4° 54′ 39″ est Géolocalisation sur la carte : Belgique modifier  Capucins Le couvent des Capucins de Dinant était une maison...

German painter 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: Carl Emanuel Conrad – news · newspapers · books · scholar · JSTOR (May 2018) (Learn how and when to remove this template message) Glockengasse Synagogue, chromolithography by J. Hoegg after an aquarel by Conrad and Anton Meder Interior of the Glo...

Anchor point used in sport climbing Not to be confused with Rock bolt. Dynamic rope clipped into a quickdraw, that is clipped to a bolt hanger, which is attached to a fixed bolt. In rock climbing, a bolt is a permanent anchor fixed into a hole drilled in the rock as a form of climbing protection. Most bolts are either self-anchoring expansion bolts or fixed in place with liquid resin. Climbing routes that are bolted as known as sport climbs, and those that do not use (or allow) bolts, are kno...

Roes kan verwijzen naar: Roes (bewustzijn) Roes (Eifel), een gemeente in Duitsland Roes (volk) (Русь) of 'Rus', de benaming van een volk in vroegmiddeleeuws Oost-Europa Land van de Roes, het gebied waar dit volk woonde Kanaat van Roes, een staat in het noorden van het huidige Rusland van begin 9e eeuw tot halverwege de 10e eeuw Kievse Rijk, het belangrijkste rijk van de Roes Roes (televisieserie) Roes (geslacht), een Nederlands patriciërsgeslacht Roes (motorfiets), een Frans historisch m...

Taiwanese watercolour artist In this Chinese name, the family name is Ran. Ran In-ting藍蔭鼎in 1934Born1903Taihoku, Taiwan, Empire of JapanDied1979NationalityRepublic of ChinaOccupationArtist Ran In-ting (Chinese: 藍蔭鼎; 1903–1979), also known as Lan Yinding, was a Taiwanese watercolour artist whose work is recognised around the world for its expressive rendition of Taiwan's landscape. He was able to capture the essence of his subjects with fluidity and sensibility, whether he wa...

The patient entrance at a Manx hospice care facility in 2007 Health and social care on the Isle of Man is the responsibility of the Department of Health and Social Care. Healthcare in Isle of Man is free for residents and visitors from the UK, and there is a reciprocal health agreement with the UK. For several years, it has required a supplementary vote to balance its budget at the end of each year.[1] The Reciprocal Health Agreement only covers three months from the point of arrival ...

Гот (англ. Hoth) Астрономічні даніРегіон Зовнішнє кільцеСектор Сектор АноатСистема Система ГотОрбітальна позиція 6Супутник(и) 3Сітка координат K-18Відстань від центру Всесвіту 50 250 св.р.Період обертання 23 стандартні годиниОрбітальний період 549 місцевих дібФізичні даніКлас �...

Timothy OlyphantTimothy Olyphant tahun 2014LahirTimothy David Olyphant20 Mei 1968 (umur 55)Honolulu, Hawaii, Amerika SerikatTempat tinggalWestwood, Los Angeles, California, Amerika SerikatAlmamaterUniversitas California SelatanWilliam Esper StudioPekerjaanAktor, produserTahun aktif1995–sekarangSuami/istriAlexis Knief ​(m. 1991)​Anak3 Timothy David Olyphant (/ˈɔːləfɪnt/; AHL-ə-fint; lahir 20 Mei 1968) merupakan seorang aktor dan produser Amerika S...

Тетраподоморфы Eusthenopteron foordiЧетвероногие в широком смысле. Сверху: зелёная литория, акантостега; Снизу: обыкновенная сипуха, обыкновенная лисица Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:Вто�...

鳳山縣舊城東門鳳儀門鳳山縣舊城東門 位置 中華民國（臺灣）高雄市左營區城峰路建成时间 清朝康熙61年（1722年、創立）道光5年（1825年、現存建築） 中華民國文化資產類型登錄等級：國定古蹟登錄種類：城郭參觀費用免費參觀 詳細登錄資料材料石灰、垣面馬道鋪甓磚開放隨時開放 鳳山縣舊城東門，俗稱鳳儀門，是一座位於臺灣高雄市左營區城峰路交叉口的城門�...

Kalkulus Teorema dasar Limit fungsi Kontinuitas Teorema nilai purata Teorema Rolle Diferensial Definisi Turunan (perumuman) Tabel turunan Diferensial infinitesimal fungsi total Konsep Notasi untuk pendiferensialan Turunan kedua Turunan ketiga Perubahan variabel Pendiferensialan implisit Laju yang berkaitan Teorema Taylor Kaidah dan identitas Kaidah penjumlahan dalam pendiferensialan Perkalian Rantai Pangkat Pembagian Rumus Faà di Bruno Integral Definisi Antiderivatif Integral (takw...

Ang gubat kalibotanon usa ka gubat o gera nga nahitabo ug miapekto sa mayoriya sa mga labing gamhanan ug labing populoso nga kanasoran. Nahitabo ang kini nga gubat sa lainlaing kontinente, ug molungtad og daghang katuigan. Ang mga gubat kalibotanon moresulta og dakong kadaot. Ang mga nasod nga nahiapil dako ang kaguol, ug ang mga namatay mabanabana lang. Ang kini nga lugpong kasagaran gigamit alang sa duha ka panagsangka nga nahitabo sa siglo 20: ang Unang Gubat Kalibotanon (1914–1918), ug ...