Сьюэлл

Сьюэлл (Сьюалл, Сьюол) (англ. Sewell) — имя, фамилия и топоним.

Фамилия

Имя

Топоним

  • Сьюэлл — необитаемый город в области О’Хиггинс Чили.
Примечания

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Bouygues S.A.JenisSociété AnonymeKode emitenEuronext: ENKomponen CAC 40IndustriKonglomeratDidirikan1952; 72 tahun lalu (1952)PendiriFrancis BouyguesKantorpusat8th arrondissement, Paris, PrancisTokohkunciMartin Bouygues (Chairman dan CEO)ProdukTeknik sipil, pengembangan lahan yasan, media, dan telekomunikasiPendapatan €35,55 milyar (2018)[1]Laba operasi €1,511 milyar (2018)[1]Laba bersih €1,311 milyar (2018)[1]Karyawan129.000 (2017)[2]Anakusaha...

 

First edition (publ. David McKay Co.) The Tangle-Coated Horse and Other Tales: Episodes from the Fionn Saga is a children's book by Ella Young, a collection of Irish legends from the Fenian Cycle. These are tales about the hero Fionn mac Cumhaill and his band of warriors, the Fianna.[1] Illustrated by Vera Bock, the book was first published in 1929 and was a Newbery Honor recipient in 1930.[2] References ^ The Newbery Companion by John Thomas Gillespie and Corinne J. Naden, L...

 

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Makes Me WonderSingel oleh Maroon 5dari album It Won't Be Soon Before LongSisi-BThe Way I Was, StoryDirilis1 April 2007 (2007-04-01)Direkam2006GenrePop rock, funkDurasi3:31LabelA&M/Octone RecordsPenciptaAdam Levine, Jesse Carmichael, Mickey MaddenProduserMark Endert, Maroon 5 Makes Me Wonder adalah single pertama yang dirilis dari album studio kedua Maroon 5, It Won't Be Soon Before Long (2007). Suara Surabaya pernah memutarkan lagu ini pada tanggal 25 Desember 2016. Daftar lagu CD p...

 

ロバート・デ・ニーロRobert De Niro 2011年のデ・ニーロ生年月日 (1943-08-17) 1943年8月17日(80歳)出生地 アメリカ合衆国・ニューヨーク州ニューヨーク市身長 177 cm職業 俳優、映画監督、映画プロデューサージャンル 映画、テレビドラマ活動期間 1963年 -配偶者 ダイアン・アボット(1976年 - 1988年)グレイス・ハイタワー(1997年 - )主な作品 『ミーン・ストリート』(1973年)...

 

Wolfgang Tiefensee Wolfgang Tiefensee (lahir 4 Januari 1955) adalah politikus Jerman dari SPD. Sejak 2005 ia menjadi Bundesminister für Verkehr, Bau und Stadtentwicklung, dalam bahasa Indonesia menteri pekerjaan umum. Pada 29 Juni 2007 ia mencapai persetujuan dengan menteri pekerjaan umum Denmark Flemming Hansen tentang pembangunan Jembatan Sabuk Fehmarn. Pengawasan otoritas Umum Integrated Authority File (Jerman) ISNI 1 VIAF 1 WorldCat Perpustakaan nasional Amerika Serikat Lain-lain RISM (P...

55th United States presidential inauguration Second presidential inauguration of George W. BushGeorge W. Bush takes the oath of office for his second term.DateJanuary 20, 2005; 19 years ago (2005-01-20)LocationUnited States Capitol,Washington, D.C.Organized byJoint Congressional Committee on Inaugural CeremoniesParticipantsGeorge W. Bush43rd president of the United States— Assuming officeWilliam RehnquistChief Justice of the United States— Administering oathDick Cheney46...

 

British computer trade magazine Computer WeeklyEditorBryan GlickCategoriesComputer magazineFrequencyWeeklyFirst issueSeptember 1966 (1966-09)Final issue5 April 2011 (2011-04-05) (print edition)CompanyTechTargetCountryUnited KingdomLanguageEnglishWebsitewww.computerweekly.comISSN0010-4787 Computer Weekly is a digital magazine and website for IT professionals in the United Kingdom. It was formerly published as a weekly print magazine by Reed Business Information for ove...

 

You can help expand this article with text translated from the corresponding article in Portuguese. (December 2010) Click [show] for important translation instructions. View a machine-translated version of the Portuguese article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the Engl...

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しろねし白根市 白根大凧合戦 白根市旗 白根氏章 白根市旗 白根市章 廃止日 2005年3月21日廃止理由 編入合併豊栄市・新津市・白根市・亀田町・小須戸町・横越町・西川町・味方村・月潟村・中之口村・潟東村・岩室村 → 新潟市現在の自治体 新潟市廃止時点のデータ国 日本地方 中部地方、北陸地方甲信越地方都道府県 新潟県市町村コード 15220-0面積 77.06km2総人口 39,737�...

 

Grand Prix F1 Australia 2006 merupakan balapan Formula 1 pada 2 April 2006 di Melbourne Grand Prix Circuit. Lomba Pos No Pembalap Tim Lap Waktu/Tersingkir Grid Poin 1 1 Fernando Alonso Renault 57 1:34:27.870 3 10 2 3 Kimi Raikkonen McLaren-Mercedes 57 +1.8 detik 4 8 3 7 Ralf Schumacher Toyota 57 +24.8 detik 6 6 4 16 Nick Heidfeld Sauber-BMW 57 +31.0 detik 8 5 5 2 Giancarlo Fisichella Renault 57 +38.1 detik 2 4 6 17 Jacques Villeneuve Sauber-BMW 57 +49.5 detik 19 3 7 11 Rubens Barrichello Hond...

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Pour les articles homonymes, voir Henri Paris. Henri ParisFonctionMaireBiographieNaissance 4 mars 1821ÉpernayDécès 6 avril 1902 (à 81 ans)MarneNationalité françaiseActivités Homme politique, avocatmodifier - modifier le code - modifier Wikidata Henri Paris est né à Épernay le 4 mars 1821, mort à Avenay-Val-d'Or le 6 avril 1902. Biographie En avocat, bibliothèque de Reims. Henri Paris, bâtonnier de l’ordre des avocats de Reims, conseiller général, président du comité r...

 

15/16th-century military campaigns by the Old Swiss Confederacy to expand south of the Alps You can help expand this article with text translated from the corresponding article in German. (January 2021) Click [show] for important translation instructions. View a machine-translated version of the German article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation ...

Danish courtier (1745–1780) Elisabet von Eyben Elisabet von Eyben (1745–1780), was a Danish courtier, lady in waiting to the queen consort of Denmark, Caroline Matilda of Great Britain, from 1766 until 1771. She was the queen's confidante in her love affair with Johann Friedrich Struensee but was fired in 1771 because of rivalry between her and the queen about Struensee.[1] After the fall of Struensee, von Eyben gave testimony that seriously damaged the cause of the queen during t...

 

In mathematics, a quantitative measure of the shape of a set of points For the physical concept, see Moment (physics). In mathematics, the moments of a function are certain quantitative measures related to the shape of the function's graph. If the function represents mass density, then the zeroth moment is the total mass, the first moment (normalized by total mass) is the center of mass, and the second moment is the moment of inertia. If the function is a probability distribution, then the fi...