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Cet article est une ébauche concernant une localité de l’Oregon. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Seneca Une église à Seneca. Administration Pays États-Unis État Oregon Comté Grant Type de localité City Maire Andrea Combs Code ZIP 97873 Code FIPS 41-66200 GNIS 1149228 Indicatif(s) téléphonique(s) local (locaux) 541 Démographie Population 199 hab. (2010) Densité 96 hab./km2 ...
Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...
Pagi di Puncak Songolikur Puncak Saptorenggo atau disebut juga Puncak Songolikur adalah puncak tertinggi di Gunung Muria Jawa Tengah dengan ketinggian 1602 meter dpl. Puncak ini termasuk dalam wilayah administratif desa Rahtawu, Gebog Kabupaten Kudus Jawa Tengah. Selain menjadi puncak yang menarik perhatian setiap Pecinta Alam untuk mendakinya, juga menjadi tempat tujuan bagi para pencari berkah dan pelaku spiritual utamanya pada setiap bulan sura atau bulan muharam. Rute pendakian Terdapat d...
One of the oldest venture capital firms For other uses, see Greylock. Greylock PartnersCompany typePrivateIndustryVenture CapitalFounded1965Cambridge, MassachusettsFounderBill Elfers, Dan GregoryHeadquartersMenlo Park, California, U.S.[1]Total assets$3.5 billionNumber of employees30+Websitewww.greylock.com Greylock Partners is one of the oldest venture capital firms, founded in 1965, with committed capital of over $3.5 billion under management.[2] The firm focuses on early-sta...
Protected area in Maricopa County, Arizona, US Hummingbird Springs WildernessIUCN category Ib (wilderness area)LocationMaricopa County, Arizona, USANearest cityTonopah, AZ–Aguila, AZCoordinates33°40′39″N 113°05′14″W / 33.67756°N 113.08736°W / 33.67756; -113.08736Area31,200 acres (12,626 ha)Established1990Governing bodyBureau of Land Management The Hummingbird Springs Wilderness is a 31,200-acre (12,626 ha) wilderness administered by th...
Rheinfeldencittà Rheinfelden – Veduta LocalizzazioneStato Svizzera Cantone Argovia DistrettoRheinfelden AmministrazioneLingue ufficialiTedesco TerritorioCoordinate47°33′15″N 7°47′38″E / 47.554167°N 7.793889°E47.554167; 7.793889 (Rheinfelden)Coordinate: 47°33′15″N 7°47′38″E / 47.554167°N 7.793889°E47.554167; 7.793889 (Rheinfelden) Altitudine274 m s.l.m. Superficie16,12 km² Abitanti13 360 (2017) Densit...
American freestyle skier Donna WeinbrechtPersonal informationBornApril 23, 1965 (1965-04-23) (age 59)Hoboken, New Jersey, U.S. Medal record Women's freestyle skiing Representing the United States Olympic Games 1992 Albertville Moguls World Championships 1991 Lake Placid Moguls 1989 Oberjoch Moguls 1997 Iizuna Kogen Moguls Donna L. Weinbrecht (born April 23, 1965)[1] won the first gold medal awarded in the first Olympic mogul competitions in freestyle skiing, which were...
Ini adalah nama Batak Toba, marganya adalah Hutabarat. Irma HutabaratLahir25 Desember 1962 (umur 61)JakartaAlmamaterUniversitas IndonesiaPekerjaanJurnalisPresenterAktivisTahun aktif1999—sekarangPartai politikPSI[1]Suami/istriWidodo Sunarko (bercerai 2021)Anak4 Irma Natalia Hutabarat, S.S. (lahir 25 Desember 1962) adalah seorang jurnalis, presenter, dan aktivis sosial yang saat ini menjabat sebagai Ketua Komunitas Civil Society Indonesia. Ia merupakan salah satu aktivis yan...
Losartan, the first ARB Antagonis reseptor angiotensin II atau penyekat reseptor angiotensin II (Bahasa Inggris: angiotensin II receptor blockers, disingkat ARB) adalah obat antihipertensi yang juga digunakan dalam pengobatan gagal jantung dan pencegahan gagal ginjal pada penderita diabetes melitus atau hipertensi.[1][2] ARB bekerja dengan cara menghambat pengikatan angiotensin II ke reseptornya. Angiotensin II merupakan senyawa yang memiliki efek menyempitkan pembuluh darah. ...
Moldovan footballer Nicolae Țurcan Personal informationFull name Nicolai ȚurcanDate of birth (1989-12-09) 9 December 1989 (age 34)Place of birth MoldovaHeight 1.87 m (6 ft 2 in)Position(s) GoalkeeperTeam informationCurrent team Codru LozovaNumber 21Senior career*Years Team Apps (Gls)2009–2010 MVD Rossii 11 (0)2011–2012 Astra II Giurgiu 2 (0)2015–2017 Speranța Nisporeni 40 (0)2017 Sfântul Gheorghe 5 (0)2017–2018 Speranța Nisporeni 8 (0)2018–2019 FC UTA Arad 3...
Former division of General Motors Rochester Products DivisionIndustryAutomotiveGenreAutomobile parts productionFounded1939Defunct1995Headquarters1000 Lexington Avenue, Rochester, New York, United StatesArea servedWorldwideProductsAutomotive partsOwnerGeneral MotorsParentDelphi Corporation Formerly General MotorsDivisionsAC RochesterWebsitehttps://www.gm.com/company/facilities/rochester-operations Rochester Products Division (RPD) was a division of General Motors that manufactured carburetors,...
秦前221年—前207年 受命於天 既壽永昌[1] 秦朝疆域面積達340萬平方公里京城咸陽国君姓氏嬴姓趙氏君主共3位• 前247年—前210年 始皇帝嬴政(首任)• 前210年—前207年 二世皇帝嬴胡亥• 前207年 王嬴子嬰(末任) 语言漢語兴衰• 前221年 秦國滅齊國,秦滅六國之戰結束。• 前207年 劉邦攻下秦都咸陽。 前身 继承 东周 西汉 西楚 今属于 中华人民�...
Israeli Orthodox rabbi and rosh yeshiva RabbiZephaniah DroriHebrew: הרב צפניה דרוריRabbi Zephaniah Drori, 1983TitleChief Rabbi of Kiryat ShmonaPersonalBorn (1937-03-13) 13 March 1937 (age 87)Sde Ya'akov, Mandatory PalestineReligionJudaismDenominationOrthodoxPositionRosh yeshivaYeshivaKiryat Shmona Hesder Yeshiva Rabbi Zephaniah Drori (Hebrew: צפניה דרורי) (born March 13, 1937) (2nd of Nissan, 5697) was the Chief Rabbi of Kiryat Shmona, Israel and the rosh yeshiva o...
1980 studio album by Kiss UnmaskedCover art by Victor StabinStudio album by KissReleasedMay 20, 1980 (1980-05-20)RecordedJanuary–March 1980StudioThe Record Plant, New York CityGenreHard rockpop rockpower popLength39:46LabelCasablancaProducerVini PonciaKiss chronology Dynasty(1979) Unmasked(1980) Music from The Elder(1981) Singles from Unmasked ShandiReleased: June 1, 1980 Talk to MeReleased: August 24, 1980 TomorrowReleased: November 1, 1980 Unmasked is the eighth studio ...
Bohemian pianist and composer (1794–1870) Ignaz MoschelesMoscheles, from a portrait by his son Felix Moscheles, 1860BornIsaac Ignaz Moscheles(1794-05-23)23 May 1794PragueDied10 March 1870(1870-03-10) (aged 75)SpouseCharlotteChildren2 sons and 3 daughtersParent(s)Klara Popper (Lieben) and Joachim Moises Moscheles Isaac Ignaz Moscheles (German pronunciation: [ˈɪɡnaːts ˈmɔʃələs]; 23 May 1794[1] – 10 March 1870) was a Bohemian piano virtuoso and comp...
مدرسة السباعيينالتسميةأسماء سابقة المدرسة الصغرىمعلومات عامةنوع المبنى مدرسةالمنطقة الإدارية فاس البلد المغرب أبرز الأحداثبداية التشييد 1323 ميلاديةالصفة التُّراثيَّةتصنيف تراثي تراث ثقافي مغربي موقع اليونيسكو للتراث العالميالنوع جزء من مواقع التراث العالمي التفا...
Radio station at the University of Guelph in Guelph, Ontario 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: CFRU-FM – news · newspapers · books · scholar · JSTOR (October 2023) (Learn how and when to remove this message) CFRU-FMGuelph, OntarioFrequency93.3 MHz (FM)BrandingCFRU 93.3 FMProgrammingFormatCampus...
Pour les articles homonymes, voir Schatzman. Evry SchatzmanBiographieNaissance 16 septembre 1920Neuilly-sur-SeineDécès 25 avril 2010 (à 89 ans)19e arrondissement de ParisNationalité françaiseFormation Faculté des sciences de Paris (doctorat) (jusqu'en 1946)École normale supérieureActivités Astronome, astrophysicien, chercheurPère Benjamin SchatzmanMère Cécile Schatzman (d)Fratrie Danny Schatzman (d)Conjoint Ruth Schatzman (d)Enfant Michelle SchatzmanParentèle Joseph Ariel &...
لمعانٍ أخرى، طالع الحزب الاشتراكي (توضيح). الحزب الاشتراكي (هولندا) Socialistische Partij (Nederland) البلد هولندا التأسيس تاريخ التأسيس أكتوبر 1971 الشخصيات قائد الحزب يان ماراينسن عدد الأعضاء 30914 [1] المقر الرئيسي آمرسفورت مقر الحزب آمرسفورت الأفكار الأيديولوجيا اشتر�...
Pour les articles homonymes, voir Relation et Binaire. En mathématiques, une relation binaire entre deux ensembles E {\displaystyle E} et F {\displaystyle F} (ou simplement relation entre E {\displaystyle E} et F {\displaystyle F} ) est définie par un sous-ensemble du produit cartésien E × F {\displaystyle E\times F} , soit une collection de couples dont la première composante est dans E {\displaystyle E} et la seconde dans F {\displaystyle F} . Cette collection est désignée par...