Marie-Elisabeth Belpaire
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Нічний кошмар, Генрі Фюзелі (1781) — вважається одним із класичних зображень ефекту сонного паралічу, сприйнятого як візит демона.Сонний пара́ліч (також сонний ступор, пара́ліч сну) — це феномен, при якому людина, засинаючи або прокидаючись, деякий час неспроможна пово
Reginald FessendenThe Father of Radio BroadcastingLahir(1866-10-06)6 Oktober 1866East Bolton, Quebec, CanadaMeninggal22 Juli 1932(1932-07-22) (umur 65)Bermuda buried St. Mark's Church cemeteryKebangsaanKanadaPekerjaanInventorDikenal atasMenemukan radiotelepon Reginald Aubrey Fessenden (6 Oktober 1866 – 22 Juli 1932) adalah salah satu dari sekian banyak orang yang berjasa dalam perkembangan teknologi radio.[1] Ia adalah salah satu penemu radio, ahli fisika, insinyu...
Hr.Ms. Isaac Sweers kan verwijzen naar: Hr.Ms. Isaac Sweers (1941), een Nederlandse torpedoboot van de Gerard Callenburghklasse. Hr.Ms. Isaac Sweers (1968), een Nederlands fregat van de Van Speijkklasse. Bekijk alle artikelen waarvan de titel begint met Hr.Ms. Isaac Sweers of met Hr.Ms. Isaac Sweers in de titel. Dit is een doorverwijspagina, bedoeld om de verschillen in betekenis of gebruik van Hr.Ms. Isaac Sweers inzichtelijk te maken. Op deze pagina staat een uitleg...
Kazipet–Vijayawada sectionKazipet–Vijayawada passenger route mapOverviewStatusOperationalOwnerIndian RailwaysLocaleTelangana, Andhra PradeshTerminiKazipetVijayawadaServiceOperator(s)South Central RailwayDepot(s)Kazipet, VijayawadaRolling stockWDM-2, WDM-3A, WDG-3A, WDG-4, WDM-2, WDP-1 diesel locos; WAG-7, WAG-5 and WAM-4 electric locos.HistoryOpened1889; 134 years ago (1889)TechnicalTrack length201.14 km (125 mi)Number of tracks2Track gauge5 ft 6 ...
1962 book by Gilles Deleuze Nietzsche and Philosophy Cover of the first editionAuthorGilles DeleuzeOriginal titleNietzsche et la philosophieTranslatorHugh TomlinsonCountryFranceLanguageFrenchSeriesBibliothèque de philosophie contemporaineSubjectFriedrich NietzschePublisherPresses Universitaires de France, Columbia University PressPublication date1962Published in English1983Media typePrint (Hardcover and Paperback)Pages221 (Columbia University Press edition)ISBN0-231-05669-9 (E...
Estimate of number of possible chess games Claude Shannon The Shannon number, named after the American mathematician Claude Shannon, is a conservative lower bound of the game-tree complexity of chess of 10120, based on an average of about 103 possibilities for a pair of moves consisting of a move for White followed by a move for Black, and a typical game lasting about 40 such pairs of moves. Shannon's calculation Shannon showed a calculation for the lower bound of the game-tree complexity of ...
تحتاج هذه المقالة إلى تهذيب لتتناسب مع دليل الأسلوب في ويكيبيديا. فضلاً، ساهم في تهذيب هذه المقالة من خلال معالجة مشكلات الأسلوب فيها. (يوليو 2020) سَلْطَنَة عُمان سلطنة عُمان سلطنة عمانعلم سلطنة عمان سلطنة عمانشعار سلطنة عُمان موقع سلطنة عُمان في جنوب غرب آسيا الشعار...
English murder case where no body was found Danielle JonesPhotograph of Danielle JonesBornDanielle Sarah Jones(1985-10-16)16 October 1985East Tilbury, Essex, EnglandDisappeared18 June 2001 (aged 15)StatusMissing for 22 years, 5 months and 19 days; declared dead in absentia on 28 July 2005(2005-07-28) (aged 19)Diedc. 18 June 2001 (aged 15)UnknownCause of deathMurderHeight1.73 m (5.7 ft)Parent(s)Anthony and Linda Jones On 18 June 2001, 15-year-old En...
This article is about the ex-ROD 2-8-0s, for the Dean Single colloquially known as the 3000 class see GWR 3031 Class GWR 3000 ClassGWR No. 3043 at Seer Green 1950Type and originPower typeSteamBuild date1917-1918 (built for the ROD) 1919-1925 (purchased)Total produced100SpecificationsConfiguration: • Whyte2-8-0Gauge4 ft 8+1⁄2 in (1,435 mm) standard gaugeLeading dia.3 ft 6 in (1.067 m)Driver dia.4 ft 8 in (1.422 m)Lengt...
Este artículo o sección necesita referencias que aparezcan en una publicación acreditada.Este aviso fue puesto el 1 de marzo de 2022. ← 1970 • • 1976 → Elecciones federales de México de 1973 Fecha 1 de julio de 1973 Tipo Diputados federales El domingo 1° de julio de 1973, se realizaron en México elecciones federales legislativas 1972-1973, en las que se eligieron: 232 Diputados Miembros de la Cámara Baja del Congreso de la Unión en un período de...
Pour Démographie de l'Europe, voir Démographie de l'Europe. Démographie de l'Union européenne L'Europe vue de nuit.La densité de population dans l'Union européenne est de 114 habitants par km2. Dynamique Population 447 007 596 hab.(1er janvier 2021) Accroissement naturel 0,1 % Indice de fécondité 1,58 enfant par ♀[1] Taux de natalité 10,1 ‰[2] Taux de mortalité 9,7 ‰[3] Taux de mortalité infantile 4,49 ‰[4] Âges Espérance de v...
La tumba de Óscar Romero en la Catedral Metropolitana de San Salvador fue una de las ilustraciones en la emisión de sellos postales del año 2015. El Santo Óscar Arnulfo Romero es uno de los personajes con más apariciones en los sellos postales emitidos por Correos de El Salvador, por lo que es de interés para una colección temática en la filatelia. Los sellos postales asociados a Romero han sido emitidos a partir de la primera década del siglo XXI, pese a que su muerte por asesi...
Kip Moore discographyStudio albums5Music videos25EPs2Singles13No. 1 singles2Other charted songs1 American country music artist Kip Moore has released five studio albums, two extended plays, twenty-five music videos, and thirteen singles, of which one has charted at number one on Country Airplay: Somethin' 'Bout a Truck. Beer Money would also chart at number one on Canada Country. Studio albums Title Details Peak chart positions Sales Certifications US Country[1] US[2] AUS[...
American politician (1842–1926) William Robert WebbUnited States Senatorfrom TennesseeIn officeJanuary 24, 1913 – March 3, 1913Preceded byNewell SandersSucceeded byJohn K. Shields Personal detailsBorn(1842-11-11)November 11, 1842Person County, North CarolinaDiedDecember 19, 1926(1926-12-19) (aged 84)Bell Buckle, TennesseeNationalityAmericanPolitical partyDemocraticSpouseEmma ClaryChildrenWilliam Robert, Jr. (1874-1960)Alla (1875-1944)John Stanford (1877-1951)Adeline (1879-19...
Japanese engineer (1929–2021) Isamu Akasaki赤﨑 勇Isamu AkasakiBorn(1929-01-30)January 30, 1929Chiran, Kawanabe District, Kagoshima Prefecture, Empire of JapanDiedApril 1, 2021(2021-04-01) (aged 92)Nagoya, Aichi, JapanNationalityJapaneseAlma materKyoto UniversityNagoya UniversityAwardsAsahi Prize (2001)Takeda Award (2002)Kyoto Prize (2009)IEEE Edison Medal (2011)Nobel Prize in Physics (2014)Charles Stark Draper Prize (2015)Scientific careerFieldsPhysics, EngineeringInstitutions...
此條目需要补充更多来源。 (2019年11月18日)请协助補充多方面可靠来源以改善这篇条目,无法查证的内容可能會因為异议提出而被移除。致使用者:请搜索一下条目的标题(来源搜索:崔嵬 — 网页、新闻、书籍、学术、图像),以检查网络上是否存在该主题的更多可靠来源(判定指引)。 崔嵬1962年新中国人民演员照片出生(1912-10-14)1912年10月14日 中華民國山东省青岛...
Kunal lokre Essendon Football Club2013 seasonPresidentDavid EvansPaul LittleCoachJames Hird(3rd season)Captain(s)Jobe Watson(4th season)Home groundDocklands StadiumAFL season9thFinals SeriesDisqualified[b]Best and FairestBrendon GoddardLeading goalkickerStewart Crameri (30)Highest home attendance93,373 vs. Collingwood (Round 5)Lowest home attendance30,143 vs. Greater Western Sydney (Round 6)Average home attendance46,412Club membership56,314 ( 8,606 / +6.54%) ← 2012 2014 → The 2013...
Funai Electric Company, LtdKantor pusat di Daitō, OsakaNama asli船井電機株式会社Nama latinFunai Denki kabushiki gaishaJenisPublik KKKode emitenTYO: 6839IndustriElektronikDidirikan1961; 63 tahun lalu (1961)PendiriTetsuro FunaiKantorpusatDaitō, Osaka, JepangTokohkunciHideaki Funakoshi(Presiden dan Direktur Utama)Pendapatan¥246.100 juta (2012)[1]PemilikKeluarga Funai (39,39%)Karyawan2.861 (2011)Situs webwww.funai.jp Funai Electric Co., Ltd. (船井電機株式会社code: ...
Government department 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: Employment and Social Development Canada – news · newspapers · books · scholar · JSTOR (January 2022) (Learn how and when to remove this message) Employment and Social Development CanadaEmploi et Développement social CanadaDepartment over...
L'ouvert illustré sur la figure 2 défini par 1 < | z | < 2 {\displaystyle 1<\left\vert z\right\vert <2} par exemple, n'est pas simplement connexe[1]. En topologie générale et en topologie algébrique, la notion de simple connexité raffine celle de connexe par arcs. Dans un espace connexe par arcs, deux points quelconques peuvent toujours être reliés par un chemin. Dans un espace simplement connexe, cela est toujours possible d'une et une seule façon, l'unicité étant à c...