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Pierre BacotPierre Bacotkarya Henrietta Johnston pada sekitar tahun 1708-10Lahir15 November 1671Tours, PrancisMeninggal18 Maret 1730Charles Towne, Carolina SelatanSuami/istriMarianne Fleur Du GueMarie Peronneau Pierre Bacot (1671-1730) adalah seorang tokoh Huguenot Prancis terkenal asal koloni Carolina Selatan. Lahir di Tours, Prancis, Pierre adalah putra dari pasangan Pierre Bacot (1637-1702) dan Jacquine Mercier (1649-1709), dan cucu dari Pierre Bacot (1597-1637) dan Jacqueline Menessier (...

Pemandangan kota Bregenz Bregenz merupakan nama kota di Austria. Letaknya di bagian barat. Penduduknya berjumlah 28.000 jiwa (2005). Bregenz juga merupakan ibu kota negara bagian Vorarlberg. lbs Munisipalitas di negara bagian VorarlbergDistrik Bludenz Bartholomäberg · Blons · Bludenz · Bludesch · Brand · Bürs · Bürserberg · Dalaas · Fontanella · Gaschurn · Innerbraz · Klösterle · Lech am Arlberg · Lorüns �...

Tool or weapon with a cutting edge or blade For other uses, see Knife (disambiguation). A Bowie knife of pattern-welded steel A knife (pl.: knives; from Old Norse knifr 'knife, dirk'[1]) is a tool or weapon with a cutting edge or blade, usually attached to a handle or hilt. One of the earliest tools used by humanity, knives appeared at least 2.5 million years ago, as evidenced by the Oldowan tools.[2][3] Originally made of wood, bone, and stone (such as flint and obsid...

المحسن بن علي   معلومات شخصية الميلاد سنة 632  المدينة المنورة  الوفاة سنة 632 (-1–0 سنة)  المدينة المنورة  الأب علي بن أبي طالب  الأم فاطمة الزهراء  إخوة وأخوات أم كلثوم بنت علي،  وزينب بنت علي،  ورقية بنت علي،  والحسن بن علي،  والحسين بن علي،  ومح...

New Zealand rower Rebecca ScownJuliette Haigh and Rebecca Scown in 2010Personal informationBorn (1983-08-10) 10 August 1983 (age 40)Hāwera, New ZealandHeight1.76 m (5 ft 9 in)Weight75 kg (165 lb)Relative(s)Alistair Scown (uncle)Sonia Waddell (cousin)SportClubUnion Boat Club (Whanganui) Medal record Women's rowing Representing  New Zealand Olympic Games 2016 Rio de Janeiro Coxless pair 2012 London Coxless pair World Championships 2010 Karapiro Coxless pair 2...

Scottish Football League 1892-1893 Competizione Scottish Football League Sport Calcio Edizione 3ª Organizzatore SFL Date dal 20 agosto 1892al 20 maggio 1893 Luogo  Scozia Partecipanti 10 Formula Girone all'italiana A/R Risultati Vincitore Celtic(1º titolo) Retrocessioni Abercorn Clyde Statistiche Miglior marcatore Sandy McMahon John J. Campbell (11 ex aequo) Incontri disputati 90 Gol segnati 387 (4,3 per incontro) Cronologia della competizione 1891-92 1893-94 Manuale...

Zazie Beetz al San Diego Comic-Con International del 2018 Zazie Olivia Beetz (pronuncia tedesca: [zaˈsiː ˈbeːts], pronuncia inglese americana: [zəˈsiː ˈbeɪts]; Berlino, 25 maggio 1991) è un'attrice statunitense con cittadinanza tedesca. Indice 1 Biografia 2 Filmografia 2.1 Attrice 2.1.1 Cinema 2.1.2 Cortometraggi 2.1.3 Televisione 2.2 Doppiatrice 3 Riconoscimenti 4 Doppiatrici italiane 5 Note 6 Altri progetti 7 Collegamenti esterni Biografia Zazie nasce a Berlino nel 1991[1]...

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  لمعانٍ أخرى، طالع درايدن (توضيح). درايدن     الإحداثيات 49°46′48″N 92°50′02″W / 49.78°N 92.833888888889°W / 49.78; -92.833888888889 [1]  [2] تاريخ التأسيس 1895  تقسيم إداري  البلد كندا[3][4]  خصائص جغرافية ارتفاع 371.90 متر  عدد السكان  عدد السكان 7749 (2016)[5...

American professional golfer For the Florida criminal defense attorney associated with the Trayvon Martin case, see Mark O'Mara. Mark O'MearaO'Meara in 2005Personal informationFull nameMark Francis O'MearaBorn (1957-01-13) January 13, 1957 (age 67)Goldsboro, North CarolinaHeight6 ft 0 in (1.83 m)Weight195 lb (88 kg; 13.9 st)Sporting nationality United StatesResidenceSouthern Highlands, NevadaSpouse Alicia Lauria O'Meara ​ ​(m. 1...

USS Queenfish (SSN-651) Ships of the United States NavyShips in current service Current ships Ships grouped alphabetically A–B C D–F G–H I–K L M N–O P Q–R S T–V W–Z Ships grouped by type Aircraft carriers Airships Amphibious warfare ships Auxiliaries Battlecruisers Battleships Cruisers Destroyers Destroyer escorts Destroyer leaders Escort carriers Frigates Hospital ships Littoral combat ships Mine warfare vessels Monitors Oilers Patrol vessels Registered civilian vessels Sail...

Artikel ini berisi konten yang ditulis dengan gaya sebuah iklan. Bantulah memperbaiki artikel ini dengan menghapus konten yang dianggap sebagai spam dan pranala luar yang tidak sesuai, dan tambahkan konten ensiklopedis yang ditulis dari sudut pandang netral dan sesuai dengan kebijakan Wikipedia. (Desember 2020) Alumniportal DeutschlandDidirikanSeptember 2008Lokasi JermanOrang penting12 karyawan[1]Situs resmiwww.alumniportal-deutschland.org Alumniportal Deutschland adalah sebuah s...

Stasiun Nijikken二十軒駅Stasiun Nijikken, Maret 2015Lokasi3 Chome Unumamitsuikechō, Kakamigahara-shi, Gifu-ken 509-0146JepangKoordinat35°24′00″N 136°53′22″E / 35.3999°N 136.8895°E / 35.3999; 136.8895Operator MeitetsuJalur■Jalur Meitetsu KakamigaharaLetak12.4 km dari Meitetsu-GifuJumlah peron2 peron sampingInformasi lainStatusTanpa stafKode stasiunKG05Situs webSitus web resmi (dalam bahasa Jepang)SejarahDibuka1 Agustus 1926PenumpangFY201595...

Province in China Not to be confused with the neighboring province of Shanxi (Chinese: 山西), whose capital is Taiyuan. 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: Shaanxi – news · newspapers · books · scholar · JSTOR (April 2019) (Learn how and when to remove this message) Province in ChinaShaanxi...

SukojatiDesaKantor Desa SukojatiPeta lokasi Desa SukojatiNegara IndonesiaProvinsiJawa TimurKabupatenBanyuwangiKecamatanBlimbingsariKode pos68461Kode Kemendagri35.10.25.2010 Luas... km²Jumlah penduduk... jiwaKepadatan... jiwa/km² Sukojati adalah sebuah nama desa di wilayah Blimbingsari, Kabupaten Banyuwangi, Provinsi Jawa Timur, Indonesia. Sejarah dan Perkembangan Desa Sukojati dulunya merupakan bagian dari Kecamatan Kabat. Kemudian saat pemekaran diresmikan pada 9 Januari 2017 maka Des...

For other uses, see WPKX (disambiguation). Radio station in New Hampshire, United StatesWPKXRochester, New HampshireUnited StatesBroadcast areaSeacoast RegionFrequency930 kHzBrandingFox Sports 930ProgrammingFormatSportsAffiliationsFox Sports RadioOwnershipOwneriHeartMedia, Inc.(iHM Licenses, LLC)Sister stationsWERZ, WHEB, WQSO, WTBUHistoryFirst air date1947 (1947) (as WWNH)Former call signsWWNH (1947–1987)WKOS (1987–1990)WZNN (1990–1998)WGIN (1998–2012)Technical information[1...

Film genre For other uses, see Romantic comedy (disambiguation). The examples and perspective in this article deal primarily with the United States of America and do not represent a worldwide view of the subject. You may improve this article, discuss the issue on the talk page, or create a new article, as appropriate. (August 2009) (Learn how and when to remove this message) Romantic comedy (also known as romcom or rom-com) is a subgenre of comedy and romance fiction, focusing on lighthearted...

Steppe in Kazachstan in het begin van de lente Een steppe (van het Russische степь (step’): heideland)[1] is een landschapstype waarin geen bomen groeien, maar voornamelijk grassen. Een steppe is een vorm van natuurlijk grasland. Steppen komen voor in gebieden waar 8–9 maanden per jaar droogte heerst en waar door gebrek aan regen geen bomen groeien. Als het regent wordt het gelige gras plotseling groen en komen plots kruidachtige struikjes tot bloei. Deze kruidachtige struikj...

Questa voce sull'argomento calciatori danesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Leon AndreasenNazionalità Danimarca Altezza188 cm Peso75 kg Calcio RuoloCentrocampista Termine carriera2016 CarrieraGiovanili 1999-2001 Aarhus Squadre di club1 2001-2005 Aarhus105 (17)2005-2007 Werder Brema22 (0)2007→  Magonza14 (4)2007-2008 Werder Brema10 (2)2008-2009 Fulh...

Direct summand of a free module (mathematics) In mathematics, particularly in algebra, the class of projective modules enlarges the class of free modules (that is, modules with basis vectors) over a ring, keeping some of the main properties of free modules. Various equivalent characterizations of these modules appear below. Every free module is a projective module, but the converse fails to hold over some rings, such as Dedekind rings that are not principal ideal domains. However, every proje...