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De Bornerbroekse Waterleiding wordt van water voorzien door een inlaatpunt nabij de Twickelervaart De Bornerbroekse Waterleiding is een beek in de Nederlandse provincie Overijssel. De beek ontspringt ten noorden van Delden en stroomt eerst in noordoostelijke richting om vervolgens om Bornerbroek heen te draaien en pal westelijk te gaan stromen. De beek stroomt via een onderleider onder het Twentekanaal naar de buurtschap Ypelo, om daar eerst uit te monden in de Eksose Aa en vervolgens in de R...
ДворецПотешный дворец Вид из Кремля 55°45′05″ с. ш. 37°36′52″ в. д.HGЯO Страна Россия Город Москва Местоположение Тверской район Дата основания 1651 Дата постройки 1651 год Статус Объект культурного наследия народов РФ федерального значения. Рег. № 771510302110306 ...
BitlisSeçmen sayısı221.007Sandık sayısı866YSP2 / 3 AK Parti1 / 3 2023 Türkiye genel seçimleri ve 2023 Türkiye cumhurbaşkanlığı seçimi (resmî adlarıyla 28. dönem Türkiye Büyük Millet Meclisi üyeleri ve Türkiye Cumhuriyeti Cumhurbaşkanı seçimi) Bitlis ilinde yapılmıştır. Milletvekilliği ve Cumhurbaşkanlığı sonuçları YSK kesin sonuç verisi iken, il bazlı seçim sonuçları YSK'nin Sandık Sonuçları Paylaşım Sistemi (SSPS) verileridir....
アメリカ海軍艦艇一覧 アメリカ海軍艦艇一覧 航空母艦一覧(C)水上機母艦一覧(C)飛行船一覧(C)揚陸艦一覧(C)補助艦艇一覧(C)戦艦一覧(C)巡洋艦一覧(C)駆逐艦一覧(C)護衛駆逐艦一覧(C)護衛空母一覧(C)フリゲート一覧(C)機雷戦艦艇一覧(C)モニター一覧(C)哨戒艇一覧(C)帆走フリゲート一覧(C)蒸気フリゲート一覧(C)蒸気砲艦一覧(C)戦列艦一覧(C)スループ一覧(C)潜水艦一覧(C)魚雷艇一...
Манія — термін, який має кілька значень. Ця сторінка значень містить посилання на статті про кожне з них.Якщо ви потрапили сюди за внутрішнім посиланням, будь ласка, поверніться та виправте його так, щоб воно вказувало безпосередньо на потрібну статтю.@ пошук посилань сам...
Sri Lankan writer (1940–2005) Simon NavagattegamaBorn(1940-09-15)September 15, 1940Navagattegama , Sri LankaDiedOctober 9, 2005(2005-10-09) (aged 65)NationalitySri LankanEducationScholarship to Central College Anuradhapura : Universities of Peradeniya, Vidyodaya and Kelaniya; (did not finish at Peradeniya or Vidyodaya)Occupation(s)Sinhala novelist, playwright and actor.Political partyLSSP (youth wing)...afterwards generally anti-establishmentSpouseMallika NavagattegamaChildren Su...
Barry NelsonAsli panel siang hari dengan Bud Collyer. Dari kiri: Sam Levenson (kiri atas), Mimi Benzell (tengah atas), dan Barry Nelson (kanan atas). Anggota panel keempat adalah Sally Ann Howes pada 12 Juni 1962LahirRobert Haakon Nielsen(1917-04-16)16 April 1917San Francisco, California, Amerika SerikatMeninggal7 April 2007(2007-04-07) (umur 89)Daerah Bucks, Pennsylvania, Amerika SerikatPekerjaanAktorTahun aktif1941–1990Suami/istriTeresa Celli (1951–1992;bercerai)Nansilee Hoy (...
Pour les articles homonymes, voir Hansel et Gretel (homonymie), Hansel (homonymie) et Gretel (homonymie). Hansel et Gretel Illustration (1909) d'Arthur Rackham. Conte populaire Titre Hansel et Gretel Titre original Hänsel und Gretel Aarne-Thompson AT 327A et AT 1121 KHM KHM 15 Folklore Genre Conte merveilleux Pays Allemagne Région Hesse Époque XIXe siècle Versions littéraires Publié dans Frères Grimm, Kinder- und Hausmärchen, vol. 1 (1812)Auguste Stoeber, Elsässisches Volksbüch...
Eigenrieden Gemeinde Rodeberg Koordinaten: 51° 13′ N, 10° 20′ O51.20972222222210.326944444444476Koordinaten: 51° 12′ 35″ N, 10° 19′ 37″ O Höhe: 476 (445–478) m Eingemeindung: 30. Juni 1994 Postleitzahl: 99976 Vorwahl: 036026 Das Dorf Eigenrieden in geschützter Muldenlage Der Burgberg bei Eigenrieden Der Mühlhäuser Landgraben bei Eigenrieden Eigenrieden ist der südöstliche Ortsteil der Gemeinde Rodeberg im...
У Вікіпедії є статті про інших людей із прізвищем Мішурін.Мішуріна Марія ОлексіївнаНародилася 14 жовтня 1965(1965-10-14) (58 років)Київ, Українська РСРКраїна СРСР РосіяДіяльність письменницяAlma mater Всеросійський державний інститут кінематографіїЗнання мов російськаЧленс�...
لمعانٍ أخرى، طالع سارة سميث (توضيح). هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) سارة سميث معلومات شخصية الميلاد 9 ديسمبر 1947 (76 سنة) بوسطن مواطنة الولايات المتحدة الحياة العملية المدرسة �...
In the run up to the 2021 Russian legislative election, various organisations carried out opinion polling to gauge voting intention in Russia. The results of these polls are displayed in this article. Polls were conducted only for the 225 seats elected on the party list. Another 225 deputies are elected directly in single member constituencies, where the party can obtain a completely different result. The date range for these opinion polls are from the 2016 Russian legislative election, held ...
Hockenheimring saat ini. Hockenheimring dari 1960-2002. Hockenheimring Baden-Württemberg merupakan sebuah sirkuit balap mobil yang terletak di Hockenheim, Jerman. Sirkuit ini lebih terkenal sebagai salah satu sirkuit tempat penyelenggaraan Grand Prix Jerman yang merupakan salah satu bagian dari kalender Formula Satu.[1] Pertama kali didirikan pada tahun 1930 sebagai salah satu basecamp tentara Jerman sewaktu Perang Dunia II, pada tahun 1960 sirkuit ini kemudian dimodifikasi sehingga ...
American actor (1936-2011) For other people named David Nelson, see David Nelson. 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: David Nelson actor – news · newspapers · books · scholar · JSTOR (August 2010) (Learn how and when to remove this template message) David NelsonDavid Nelson in c. 1964Bo...
Super hero role-playing game Marvel Super HeroesOriginal 1984 edition, cover art by John Romita Jr.DesignersJeff GrubbPublishersTSRPublication1984 (1st edition)1986 (Advanced Game)GenresSuperhero fictionSystemsCustom Marvel Super Heroes (MSH) is a licensed role playing game set in the Marvel Universe, first published by TSR in 1984. The game lets players assume the roles of Marvel superheroes such as Spider-Man, Daredevil, Hulk, Captain America, the Fantastic Four, and the X-Men. The game was...
Stasiun Shin-Unuma 新鵜沼駅Stasiun Shin-Unuma pada Juni 2007Lokasi5 Chome Unuma Minamimachi, Kakamigahara-shi, Gifu-ken 509-012517.6 km dari Meitetsu-GifuPengelola MeitetsuJalur ■ Jalur Inuyama ■ Jalur Kakamigahara Jumlah peron2 peron pulau + 1 peron sampingInformasi lainStatusMemiliki stafKode stasiunIY17Situs webSitus web resmi (dalam bahasa Jepang)SejarahDibuka21 Januari 1926PenumpangFY201511.024 Lokasi pada petaStasiun Shin-UnumaLokasi di JepangSunting kotak info...
2014 WWE Network event NXT TakeOverPromotional poster featuring various NXT wrestlersPromotionWWEBrand(s)NXTDateMay 29, 2014CityWinter Park, FloridaVenueFull Sail UniversityAttendance400+WWE Network event chronology ← PreviousExtreme Rules Next →Payback NXT TakeOver chronology ← PreviousFirst Next →Fatal 4-Way NXT major events chronology ← PreviousArrival Next →TakeOver: Fatal 4-Way The 2014 NXT TakeOver was the inaugural NXT TakeOver professional wre...
American politician (born 1983) Colin AllredAllred in 2022Member of the U.S. House of Representativesfrom Texas's 32nd districtIncumbentAssumed office January 3, 2019Preceded byPete Sessions Personal detailsBornColin Zachary Allred (1983-04-15) April 15, 1983 (age 40)Dallas, Texas, U.S.Political partyDemocraticSpouse Alexandra Eber (m. 2017)Children2EducationBaylor University (BA)University of California, Berkeley (JD)WebsiteHouse websiteAme...
Township in Minnesota, United StatesRuneberg Township, MinnesotaTownshipRuneberg Township, MinnesotaLocation within the state of MinnesotaShow map of MinnesotaRuneberg Township, MinnesotaRuneberg Township, Minnesota (the United States)Show map of the United StatesCoordinates: 46°46′7″N 95°13′1″W / 46.76861°N 95.21694°W / 46.76861; -95.21694CountryUnited StatesStateMinnesotaCountyBeckerArea • Total35.7 sq mi (92.5 km2) •...
Dalam analisis numerik, metode sekan adalah algoritme pencari akar yang menggunakan secara berturut-turut akar dari garis potong kurva untuk menghampiri akar dari fungsi matematika f. Metode Dua iterasi pertama dari metode sekan. Kurva merah menunjukkan fungsi f dan garis biru adalah sekan. Metode sekan didefinisikan oleh hubungan perulangan x n + 1 = x n − x n − x n − 1 f ( x n ) − f ( x n − 1 ) f ( x n ) . {\displaystyle x_{n+1}=x_{n}-{\frac {x_{n}-x_{n-1}...