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Le château de Chambord, qui fut le premier monument visité dans le Loir-et-Cher avant d’être détrôné par le ZooParc de Beauval en 2014. Le département de Loir-et-Cher est issu de la Révolution qui crée les départements français en 1790. Formé principalement à partir des anciens comtés de Blois et de Vendôme, eux-mêmes héritiers des pays blesensis et vindocinensis de la nation gauloise des Carnutes, l’unité géographique et historique du département n’est pas homogène...

Incubator for Google products Area 120Named after100% of time on 20% ProjectsKey peopleBradley Horowitz, Gabor CselleParent organizationGoogleWebsitearea120.google.com Area 120 is Google's in-house incubator in which employees work on 20% Project product ideas. It has helped develop Gmail, AdSense, Google News, and Google Cardboard.[1] The Area 120 division was created by Sundar Pichai in March 2016 and has since spawned over 50 projects.[1][2] The objective for the Ar...

Research and analysis division of Economist Group Economist Intelligence Unit LimitedCompany typeBusiness unitFounded1946HeadquartersLondon, EnglandProductsForecasting, economic research and analysisParentEconomist GroupSubsidiariesBazian, Clearstate, Canback ConsultingWebsitewww.eiu.com The Economist Intelligence Unit (EIU) is the research and analysis division of the Economist Group, providing forecasting and advisory services through research and analysis, such as monthly country reports, ...

2015 South Korean film by Woo Min-ho Inside MenTheatrical release posterHangul내부자들Hanja内部者들Revised RomanizationNaebujadeulMcCune–ReischauerNaebujadŭl Directed byWoo Min-hoWritten byWoo Min-hoBased onThe Insidersby Yoon Tae-hoProduced byLee Min-suStarringLee Byung-hun Cho Seung-woo Baek Yoon-sikCinematographyGo Nak-seonEdited byKim Sang-bum Kim Jae-bumDistributed byShowboxRelease date November 19, 2015 (2015-11-19) Running time130 minutes 180 minutes (director...

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: KF Bashkimi 1947–2008 – news · newspapers · books · scholar · JSTOR (January 2020) (Learn how and when to remove this message) For other uses, see Bashkimi (disambiguation). This article is about the dissolved association football club. For the currently...

Town in Koulikoro Region, MaliNamakamaTownCountry MaliRegionKoulikoro RegionCercleDioila CercleCommuneBalan BakamaTime zoneUTC+0 (GMT) Namakama is a small town and seat of the commune of Balan Bakama in the Cercle of Kangaba in the Koulikoro Region of south-western Mali.[1] References ^ Previsions de desserte des communes pour la periode de 2001-2005 (PDF). Mali Reforme Telecom. Archived from the original (PDF) on August 29, 2004. Retrieved February 11, 2009. vte Communes and tow...

Sceaux 行政国 フランス地域圏 (Région) イル＝ド＝フランス地域圏県 (département) オー＝ド＝セーヌ県郡 (arrondissement) アントニー郡小郡 (canton) 小郡庁所在地INSEEコード 92071郵便番号 92330市長（任期） フィリップ・ローラン（2008年-2014年）自治体間連合 (fr) メトロポール・デュ・グラン・パリ人口動態人口 19,679人（2007年）人口密度 5466人/km2住民の呼称 Scéens地理座標 北緯48度4...

Résultats des élections en 2015. Le Danemark est une monarchie constitutionnelle à régime parlementaire. Quatre types d'élections ont lieu au Danemark : les élections européennes ; les élections législatives ; les élections régionales ; les élections municipales. Élections européennes Modalités du scrutin Les élections européennes sont les élections des députés au Parlement européen. Elles sont régies par l'article 14 du Traité sur l'Union européenn...

Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: SMA Negeri 92 Jakarta – berita · surat kabar · buku · cendekiawan · JSTOR SMA Negeri 92 JakartaInformasiDidirikan1986JenisNegeriKepala SekolahDrs. Sucipto M.PdJumlah kelas8 kelas setiap tingkat...

Presidentes de las cuatro Diputaciones catalanas. La Mancomunidad de Cataluña (en catalán, Mancomunitat de Catalunya) fue una institución española que agrupó, entre 1914 y 1925, las cuatro diputaciones catalanas en un único ente regional. Promovida por el dirigente de la catalanista Liga Regionalista Enric Prat de la Riba, la Mancomunidad de Cataluña fue creada por un Real Decreto del Gobierno español de marzo de 1914. «Era la primera grieta, fuera del ámbito vasco-navarro, en el r�...

Roland Topor Makam Topor Roland Topor (7 Januari 1938 – 16 April 1997) adalah seorang ilustrator, kartunis, komikus, pelukis, novelis, penulis drama, penulis film dan TV Prancis, pembuat film dan pemeran[1] yang dikenal karena sifat surealis karyanya. Dia berasal dari Polandia-Yahudi. Orang tuanya adalah pengungsi Yahudi dari Warsawa.[2] Dia menghabiskan tahun-tahun awal hidupnya di Savoia, di mana keluarganya menyembunyikannya dari Gestapo.[1] Referensi ^ a b Roland...

Henry Kimball HadleyA Night in Old Paris is a short dramatic opera by American composer Henry Kimball Hadley with an English libretto by Frederick Truesdell, based on a play by Glen Macdonough. It premiered on December 14, 1924, in a private performance at the Metropolitan Opera House as part of a Lambs Gambol, a meeting of the Lambs Club, a theatrical club in New York City. About 700 invited guests attended, including Will Rogers. It was first performed for the public in a radio performance ...

European travelling funfair Hull FairHull Fair, October 2015GenreFairground, funfairLocation(s)Walton Street, Kingston upon Hull, EnglandYears active744–745 yearsInaugurated1279 (1279) (Royal Charter)Most recent6 October 2023 (2023-10-06) – 14 October 2023 (2023-10-14)Next event2024Attendance800,000 (in 2019)[1]CapacityUnlimited (at police discretion)Organised byHull City CouncilWebsitehull.gov.uk/arts-and-leisure/leisure/hull-fair Hull Fair is E...

Ritratto del decennale di TraianoAutoresconosciuto Data108 Materialemarmo Altezza56 cm UbicazioneMuseo archeologico nazionale, Venezia Il cosiddetto ritratto del decennale di Traiano è un tipo di ritratto dell'imperatore, verosimilmente prodotto in occasione del decennale della presa del potere (108), pienamente confrontabile con i conii monetali prodotti dal 108 al 111. L'opera, riprodotta in innumerevoli copie ufficiali destinate alle varie province e molto diffuso anche a Roma, ha tr...

Organic compound (C6H5COOH) E210 redirects here. For the car, see Toyota Corolla (E210). Benzoic acid Skeletal formula Ball-and-stick model Names Preferred IUPAC name Benzoic acid[1] Systematic IUPAC name Benzenecarboxylic acid Other names CarboxybenzeneE210Dracylic acidPhenylmethanoic acidPhenylcarboxylic acidBenzoyl alcoholBenzoylic acidCarboxylbenzeneHydrogenphenic acidPhenoic acid Identifiers CAS Number 65-85-0 Y 3D model (JSmol) Interactive image 3DMet B00053 Beilstein Refer...

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: Old Orchard Toledo, Ohio – news · newspapers · books · scholar · JSTOR (December 2013) (Learn how and when to remove this message) Street in Old Orchard Old Orchard is a neighborhood in Toledo, Ohio that is roughly bordered by Bancroft Street, Secor Road, ...

Centered figurate number Star numberFirst four star numbers, by color.Total no. of termsinfinityFormula S n = 6 n ( n − 1 ) + 1 {\displaystyle S_{n}=6n(n-1)+1} First terms1, 13, 37, 73, 121, 181OEIS indexA003154star The Chinese checkers board has 121 holes. A star number is a centered figurate number, a centered hexagram (six-pointed star), such as the Star of David, or the board Chinese checkers is played on. 1 13 37 The nth star number is given by the formula Sn = 6n(n − 1) + 1. Th...

洲本アルチザンスクウェア 情報用途 複合文化商業施設旧用途 紡績工場汽缶室設計者 横河工務所施工 竹中工務店建築主 鐘紡構造形式 煉瓦造、鉄骨造、SRC延床面積 2,629 m²階数 A棟：鉄筋コンクリート造地上4階建、B・C・D棟：鉄骨造地上2階建竣工 1909年（明治42年）、2001年（平成13年）所在地 〒656－0021兵庫県洲本市塩屋1丁目1番17号座標 北緯34度20分44.5秒 東経134度...

Concept in mathematical analysis An improper Riemann integral of the first kind, where the region in the plane implied by the integral is infinite in extent horizontally. The area of such a region, which the integral represents, may be finite (as here) or infinite. An improper Riemann integral of the second kind, where the implied region is infinite vertically. The region may have either finite (as here) or infinite area. Part of a series of articles aboutCalculus ∫ a b f ′ ( t ...

この項目では、白血病全般について説明しています。急性骨髄性白血病と急性リンパ性白血病、慢性骨髄性白血病、慢性リンパ性白血病について個々にはそれぞれの項目、慢性骨髄増殖性疾患については「骨髄増殖性疾患」を、リンパ系腫瘍については「悪性リンパ腫」をご覧ください。 この記事は更新が必要とされています。この記事には古い情報が掲載されていま...