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Gonnosnò   الإحداثيات 39°45′36″N 8°52′19″E / 39.760°N 8.872°E / 39.760; 8.872 تقسيم إداري  البلد إيطاليا[1]  التقسيم الأعلى مقاطعة أرستانو (28 أغسطس 1974–)  خصائص جغرافية  المساحة 15٫46 كم2 (5٫97 ميل2) ارتفاع 220 م (720 قدم) عدد السكان (2016)  المجموع 772 معلومات أخرى من�...

Fleurey-lès-Saint-Loup La mairie dans les anciens bâtiments du prieuré. Administration Pays France Région Bourgogne-Franche-Comté Département Haute-Saône Arrondissement Lure Intercommunalité Communauté de communes de la Haute Comté Maire Mandat Anne Léonard 2020-2026 Code postal 70800 Code commune 70238 Démographie Populationmunicipale 134 hab. (2020 ) Densité 38 hab./km2 Géographie Coordonnées 47° 55′ 07″ nord, 6° 17′ 38″ est A...

約翰·路德維希·格拉夫·什未林·馮·科洛希克Johann Ludwig Graf Schwerin von Krosigk德國首席部長（帝國總理）任期1945年5月1日—1945年5月23日总统卡爾·鄧尼茨前任約瑟夫·戈培爾（帝國總理）德國外交部長任期1945年5月2日—1945年5月23日总统卡爾·鄧尼茨总理兼任首席部長前任阿圖爾·賽斯-英夸特德國財政部長任期1932年6月1日—1945年5月23日总统 保羅·馮·興登堡（1932年－1934年） 阿道

Butik Hermès di Causeway Bay, Hong Kong Butik tata busana oleh Christian Lacroix Butik Roberto Cavalli di Via della Spiga, Milan Butik adalah toko kecil yang menjual pakaian atau aksesori yang modis.[1] Kata ini berasal dari bahasa Prancis untuk toko, yang pada dasarnya berasal dari bahasa Yunani ἀποθήκη (apothēkē) gudang.[2][3] Istilah butik dan juga desainer merujuk kepada barang dan jasa (dengan beberapa perbedaan), yang mengandung beberapa unsur yang dik...

Finnish travel agency For the TV series, see Keihäsmatkat (TV series). A Keihäsmatkat advertisement from Rhodes in 1971 Keihäsmatkat (Spear tours[a]) was a Finnish travel agency active in the 1960s and 1970s, making flights from Finland to continental Spain and to the Canary Islands with almost 100,000 passengers per year from 1965 to 1974.[1] The founder and CEO of the company was Kalevi Keihänen, known for his extravagant behaviour and unique style of dress. The company ...

This sports biography does not cite any sources containing significant coverage. Please help improve this article by adding citations to sources containing significant coverage. Sports biographies without significant coverage violate the requirement for such articles and may be deleted.Find sources: football – news · newspapers · books · scholar · JSTOR (January 2023) (Learn how and when to remove this template message) French footballer Léon Delpech ...

1992 Indian filmSargamPoster designed by Gayathri AshokanDirected byHariharanScreenplay byHariharanProduced byBhavani HariharanStarringVineethManoj K. JayanRambhaCinematographyShaji N. KarunEdited byM. S. ManiMusic byBombay RaviProductioncompanyGayathri Cinema EnterprisesDistributed byManorajyam ReleaseRelease date 10 April 1992 (1992-04-10) CountryIndiaLanguageMalayalam Sargam is a 1992 Indian Malayalam-language musical drama film written and directed by Hariharan and produced...

Multi-use indoor arena in Amsterdam Ziggo DomeExterior of venue (2013)AddressDe Passage 1001101 AX AmsterdamNetherlandsLocationBijlmermeerCoordinates52°18′48″N 4°56′13″E / 52.31333°N 4.93694°E / 52.31333; 4.93694Public transitBijlmer ArenA stationOwnerBlack Box Real EstateCapacity17,000ConstructionBuilt2009–2012Opened24 June 2012ArchitectBenthem Crouwel Architekten The Ziggo Dome (Dutch pronunciation: [ˈzɪgoː doːm] or [ˈzɪɣoː doːm]...

Not to be confused with Encyclopædia Iranica. Irania Encyclopedia AuthorReza Moradi GhiasabadiOriginal titleفرهنگنامه ایرانCountryIranLanguagePersianPublished2013Media typePrintPages848 pp.ISBN978-964-04-9639-8 The Irania Encyclopedia (Persian: فرهنگنامه ایران, Farhangnāme-ye Irān) is a reference book for the culture and civilization of the Persian and Iranian Plateau.[1] The encyclopedia has 5,000 entries and 500 photos, and it was written by ...

Fairy tale from Russia Skazka redirects here. For the 2022 film, see Fairytale (film). Ivan Tsarevich and the Grey Wolf (Zvorykin) A Russian fairy tale or folktale (Russian: ска́зка; skazka; story; plural Russian: ска́зки, romanized: skazki) is a fairy tale from Russia. Various sub-genres of skazka exist. A volshebnaya skazka [волше́бная ска́зка] (literally magical tale) is considered a magical tale.[1][need quotation to verify] Sk...

Lubuklinggau ꤾꥈꤷꥈꤰ꥓ ꤾꥇꥏꤱꥌ لوبوك ليڠڬاو Daerah tingkat IIBerkas:Jalan Yos SudarsoNomo (Jalan Nasional 38) - East Lubuk Linggau II, Lubuklinggau, SS (19 July 2020).jpgDari atas, kiri ke kanan: Masjid Agung As-Salam Lubuklinggau, Stasiun Lubukinggau, Monumen Perjuangan Subkoss Garuda Sriwijaya di Museum Detasemen Tentara Lubuklinggau, Jalanan Kota Lubuklinggau LambangMotto: Sebiduk SemarePetaNegara IndonesiaProvinsiSumatera SelatanTanggal berdiri21 Juni...

City in Kirkuk Governorate, Iraq For other uses, see Kirkuk (disambiguation). City in IraqKirkukCityView of the Kirkuk citadel from outsideKirkukLocation within IraqCoordinates: 35°28′0″N 44°19′0″E / 35.46667°N 44.31667°E / 35.46667; 44.31667Country Iraq[1]GovernorateKirkukDistrictKirkukElevation350 m (1,150 ft)Population (2023 Est.) • Total1,075,000[2]Time zoneGMT +3 Kirkuk (Arabic: كركوك;[3] Kur...

London-based independent record label This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (January 2011) (Learn how and when to remove this template message) Wichita RecordingsFounded2000; 23 years agoFounderMark Bowen, Dick GreenDistributor(s)PIASGenreRock, indie rock, punk rock, folk, experimentalCountry of originUnited KingdomLocationLondonOfficial websitewww.w...

Japanese professional wrestler and actress Moeka HaruhiHaruhi in December 2019Born (1984-10-08) October 8, 1984 (age 39)[1][2][3]LiechtensteinProfessional wrestling careerRing name(s)Moeka HaruhiMoeka Radio DJ Ohka[4]Shitennouji Moeko[5]Moehiko HarumisawaBilled height1.60 m (5 ft 3 in)[1][2]Billed weight50 kg (110 lb)[1][2]Trained byEmi SakuraTaka MichinokuToshie UematsuDebutFebruary 13, 2005...

Motorway in England M56North Cheshire Motorway Shown in North West England Show map of North West England Shown with the UK motorway network Show UK motorways mapLooking east from Junction 14Route informationPart of E22 Maintained by National HighwaysLength33.3 mi (53.6 km)Existed1971–presentHistory Opened: 1971 Completed: 1981 Major junctionsEast endCheadleMajor intersections J1 → M60 motorway J9 → M6 motorway J15 → M53 motorway West endMollington LocationCou...

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: Capital Square – news · newspapers · books · scholar · JSTOR (February 2012) (Learn how and when to remove this template message) Residential condominium, Commercial retail in Kuala Lumpur, MalaysiaCapital Square CondominiumsKondominium Capital SquareAlternativ...

Changes in membrane potential varying in size Examples of graded potentials Graded potentials are changes in membrane potential that vary according to the size of the stimulus, as opposed to being all-or-none. They include diverse potentials such as receptor potentials, electrotonic potentials, subthreshold membrane potential oscillations, slow-wave potential, pacemaker potentials, and synaptic potentials. The magnitude of a graded potential is determined by the strength of the stimulus. They...

この項目には性的な表現や記述が含まれます。免責事項もお読みください。 すずかわ あやね涼川 絢音プロフィール愛称 あーたんあやねる生年月日 1993年11月14日現年齢 30歳出身地 日本・福岡県血液型 A型公称サイズ（2015年[1]時点）身長 / 体重 157 cm / ― kgスリーサイズ 83 - 55 - 83 cmブラサイズ E[2] 単位系換算身長 / 体重 5′ 3″ / ― lbスリーサイズ 33 - 22 - 33 in�...

Scottish mathematician John Keill FRSBorn(1671-12-01)1 December 1671Edinburgh, ScotlandDied31 August 1721(1721-08-31) (aged 49)Oxford, EnglandNationalityScottishAlma materEdinburgh University Balliol College, OxfordKnown forDefending Isaac NewtonScientific careerFieldsMathematician and astronomerInstitutionsUniversity of OxfordAcademic advisorsDavid GregoryNotable studentsBrook TaylorJohn Theophilus Desaguliers[1] NotesHe is the brother of physician James Keill. John Ke...

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. دورة حياة الأصول الرقمية. الأصل الرقمي (بالإنجليزية: Digital asset) هو أي شيء موجود على شكل بيانات رقمية، ويأتي مع حق استخدام مميز، البيانات التي لا تمتلك هذا الحق لا تعتبر أصولاً. ا�...