Эджвуд (Айова)
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County in Wisconsin, United States Waukesha County redirects here. For other uses, see Waukesha County (disambiguation). County in Wisconsin, United StatesWaukesha County, WisconsinCountyWaukesha County Courthouse FlagSealMotto: Leading the way!Map of Wisconsin showing Waukesha CountyWisconsin's location in the contiguous United StatesCountry United StatesState WisconsinIncorporated1846County seatWaukeshaLargest cityWaukeshaArea • Total581 sq mi (1,500...
suku WeddaLaki-laki Vedda dan anak, Sri Lanka.Jumlah populasiDi antara 2,500 - 6,600[1][2] (kurang dari 0.20% dari populasi) (2001)[3]Daerah dengan populasi signifikanSri Lanka 2,500 (2002)BahasaWedda, SinhalaAgamaBuddhisme, Hinduisme[1]Kelompok etnik terkaitSinhala Suku Wedda (bahasa Sinhala: වැද්දා [ˈvædːaː], Tamil: வேடர் Vēdar) merupakan sebuah kelompok masyarakat pribumi minoritas di Sr...
Ini adalah nama Korea; marganya adalah Ryu. Ryu Si-wonLahir6 Oktober 1971 (umur 52)Korea SelatanPekerjaanAktor, penyanyi, fotograferNama KoreaHangul류시원 Hanja柳時元 Alih AksaraRyu Si-wonMcCune–ReischauerRyu Si-wŏn Ryu Si-won (lahir 6 Oktober 1971) adalah aktor dan penyanyi asal Korea Selatan. Setelah ia memulai debutnya dalam drama KBS Feeling (느낌) pada tahun 1994, Ryu mengejar karier menyanyi. Serial TV 1994: Feeling (KBS) 1995: The Campus Love Song (MBC) 1995: Blue Sky (...
Jason Varitek, who has caught a record four no-hitters, was a selected by the American Baseball Coaches Association, Baseball America, and Collegiate Baseball. An All-American team is an honorary sports team composed of the best amateur players of a specific season for each position—who in turn are given the honorific All-America and typically referred to as All-American athletes, or simply All-Americans. Although the honorees generally do not compete as a unit, the term is used in United S...
Dieser Artikel oder nachfolgende Abschnitt ist nicht hinreichend mit Belegen (beispielsweise Einzelnachweisen) ausgestattet. Angaben ohne ausreichenden Beleg könnten demnächst entfernt werden. Bitte hilf Wikipedia, indem du die Angaben recherchierst und gute Belege einfügst. Ein Nachweis für die Bevölkerungszahl in der Einleitung fehlt. Gegebenenfalls sind auch die weiteren Zahlen im Artikel zu aktualisieren Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Braga (...
النهج الطريق منهج طريق أو شارع نهج (درعا): قرية في سوريا. هذه صفحة توضيح تحتوي قائمةً بصفحات مُتعلّقة بعنوان نهج.إذا وصلت لهذه الصفحة عبر وصلةٍ داخليّةٍ، فضلًا غيّر تلك الوصلة لتقود مباشرةً إلى المقالة المعنيّة.
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) كاثرين كيلر معلومات شخصية الميلاد سنة 1953 (العمر 69–70 سنة) مواطنة الولايات المتحدة الحياة العملية المهنة ثيولوجية اللغات الإنجليزية تعديل مصد...
Владислав Каневський Народився 2 січня 1973(1973-01-02) (50 років)Вінниця, Українська РСР, СРСРГромадянство СРСР→ УкраїнаНаціональність українецьДіяльність ДипломатAlma mater Київський університетЗаклад Посольство України в ПольщіПосада Надзвичайний і Повноважний Посол У...
1992 single by La Toya JacksonLet's Rock the HouseSingle by La Toya Jacksonfrom the album No Relations Released1992Genre Pop Dance Length3:26LabelHype (1992)Producer(s)MenaceLa Toya Jackson singles chronology Sexbox (1991) Let's Rock the House (1992) I Can't Help Myself (1995) Let's Rock the House is a song by American singer La Toya Jackson. It is taken from her 1991 album No Relations. It was released as a single on 12 and CD formats with club remixes, and was released on the heels of Jacks...
Cet article concerne un événement en cours. Ces informations peuvent manquer de recul, changer à mesure que l’événement progresse ou ne pas prendre en compte des développements récents. Le titre lui-même peut être provisoire. N’hésitez pas à l’améliorer en veillant à citer vos sources.La dernière modification de cette page a été faite le 3 décembre 2023 à 16:42. Chronologies Données clés 2020 2021 2022 2023 2024 2025 2026Décennies :1990 2000 2010 ...
American political party This article is about the political party in the United States. For political parties with the same name in other countries, see Transhumanist politics. This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Transhumanist Party – news · newspapers · books · scholar · JSTOR (July 2020) (Learn how and when to remove this template message...
NiemcyDeutschland Przydomek DFB-Junioren (Juniorzy DFB) Związek Deutscher Fußball-Bund Sponsor techniczny Adidas Menedżer generalny Kyung-Yiub Lee[1] Trener Antonio Di Salvo Asystent trenera Daniel Niedzkowski[2] (od 2016) Skrót FIFA GER Zawodnicy Kapitan Maximilian Arnold Najwięcej występów Fabian Ernst (31) Najwięcej bramek Pierre Littbarski (18) Strojedomowe Strojewyjazdowe Mecze Pierwszy mecz Polska U-21 1:0 RFN U-21 (Toruń, Polska; 10 października 1979) Najw...
Indian Politician Manachanallur S. KathiravanKathiravan in 2023Member of the Tamil Nadu Legislative AssemblyIncumbentAssumed office 12 May 2021Preceded byM. ParanjothiSucceeded byM. ParameswariConstituencyManachanallur Personal detailsBorn (1975-10-12) 12 October 1975 (age 48)Political partyDravida Munnetra KazhagamSpouseAnanthalakshmi KathiravanParentsA. Srinivasan (father)S. Dhanalakshmi (mother) Manachanallur S. Kathiravan (born 12 october 1975) is an Indian politician who is a Me...
German actor and director (1888–1954) Reinhold SchünzelReinhold Schünzel in 1921Born7 November 1888Hamburg, German EmpireDied11 November 1954 (1954-11-12) (aged 66)Munich, West GermanyOccupation(s)Actor, director, writer, producerYears active1916–1954 (film) Reinhold Schünzel (7 November 1888 – 11 November 1954) was a German actor and director, active in both Germany and the United States. The son of a German father and a Jewish mother, he was born in St. Pauli, the po...
Japanese manga series Ikoku NikkiFirst tankōbon volume cover違国日記 MangaWritten byTomoko YamashitaPublished byShodenshaMagazineFeel YoungDemographicJoseiOriginal runJune 8, 2017 – June 8, 2023Volumes11 Live-action filmDirected byNatsuki SetaReleased2024 (2024) Ikoku Nikki (違国日記, Diary of a Strange Land) is a Japanese manga series written and illustrated by Tomoko Yamashita. It was serialized in Shodensha's josei manga magazine Feel Young from June 2017 to ...
Punctuation mark () The symbol redirects here. For other uses, see (disambiguation) and Quotation mark (disambiguation) \x22 redirects here. Not to be confused with X22. 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: Quotation mark – news · newspapers · books · scholar · JSTOR (September 2014) ...
Not to be confused with EA 2022. EA202 series KfW i9000EA202 series EMU leaving Maguwo StationIn service2013–presentManufacturerIndustri Kereta ApiBombardier TransportationReplacedEA201 seriesConstructed2011Entered service2013Refurbished2019–2020[1]Number built10 sets (40 cars)SuccessorEA203 seriesFormation4 carriages per setFleet numbersK3 1 11 01-K3 1 11 40Capacity628 passengers (average)Operator(s)PT Kereta Commuter IndonesiaLine(s) servedFormer: Jakarta Kota–Bekasi line Duri...
North-South Ski BowlNorth-South Ski BowlLocation in the western United StatesShow map of USA WestNorth-South Ski BowlNorth-South Ski Bowl (Idaho)Show map of IdahoLocationSt. Joe National Forest(Idaho Panhandle N.F.)Benewah County, Idaho, U.S.Nearest major cityEmida – 10 mi (16 km)Moscow – 40 mi (65 km)Coordinates47°03′58″N 116°39′36″W / 47.066°N 116.660°W / 47.066; -116.660Vertical 398 ft (121 m)Top elevation3,7...
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: Yotsuya-sanchōme Station – news · newspapers · books · scholar · JSTOR (May 2022) (Learn how and when to remove this template message)Metro station in Tokyo, Japan M11Yotsuya-sanchōme Station四谷三丁目駅Exit 4 in January 2019General informationLocationS...
Diagram showing the proportion of a receptor bound to a ligand This article is about the Hill equation as an equation used in biochemical characterization. For other uses, see Hill differential equation. Binding curves showing the characteristically sigmoidal curves generated by using the Hill equation to model cooperative binding. Each curve corresponds to a different Hill coefficient, labeled to the curve's right. The vertical axis displays the proportion of the total number of receptors th...