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اضغط هنا للاطلاع على كيفية قراءة التصنيف عاريات الخيشوم عاريات الخيشوم المرتبة التصنيفية رتبة  التصنيف العلمي النطاق: حقيقيات النوى المملكة: حيوانات الشعبة: رخويات الطائفة: بطنيات القدم الرتبة العليا: متغايرات الخيشوم الرتبة: عاريات الخيشوم الاسم العلمي Nudibranchia Blainville، ...

Halaman ini berisi artikel tentang film. Untuk novel yang mendasarinya, lihat In a Lonely Place (novel). Untuk lagu karya The Smithereens, lihat In a Lonely Place (lagu). In a Lonely PlacePoster rilis teatrikalSutradara Nicholas Ray Produser Robert Lord Ditulis oleh Edmund H. North Andrew Solt SkenarioEdmund H. NorthAndrew SoltBerdasarkanIn a Lonely Placenovel tahun 1947oleh Dorothy B. HughesPemeranHumphrey BogartGloria GrahamePenata musikGeorge AntheilSinematograferBurnett GuffeyPenyun...

Historically black university in Nashville, Tennessee, US Fisk UniversityCravath HallFormer namesThe Fisk Freed Colored School (1866–1867)MottoHer sons and daughters are ever on the altar[1]TypePrivate historically black liberal arts collegeEstablished1866; 157 years ago (1866)Religious affiliationUnited Church of Christ (historically related)Academic affiliationsUNCFORAUCICPresidentAgenia Walker Clark[2]Academic staff70 full-timeStudents1,055 (fall 2022)&#...

Список романів, дія яких відбувається у Дніпрі об’єднує романи, більшість подій у яких відбуваються у місті Дніпро. Мова Назва Автор Рік видання Історичний період та контекст Українська Східний вал. 1985[1] Максим Січеславець 2013 друга половина XX століття, альтернативна

بورتوريكو. بورتوريكو أو ميناء الأغنياء هو إقليم من الجزر تابع للولايات المتحدة، اسمه الرسمي كومنولث بورتوريكو أو دولة بورتوريكو الحرة المرتبطة. يقع في شمال شرق البحر الكاريبي، شرق جمهورية الدومينيكان وغرب كلا من جزر فيرجن التابعة للولايات المتحدة وجزر فيرجن البريطانية. �...

جزيرة الأمير باتريك   أصل التسمية الأمير آرثر دوق كونوت وستراذرن  تاريخ الاكتشاف 1853  معلومات جغرافية   المنطقة جزر كوين إليزابيث  الإحداثيات 76°45′N 119°30′W / 76.75°N 119.5°W / 76.75; -119.5  [1] [2] الأرخبيل أرخبيل القطب الشمالي الكندي  المسطح المائي ا�...

  هذه المقالة عن الأكاديمية البربرية. لمعانٍ أخرى، طالع أمازيغ (توضيح). الأكاديمية البربرية البلد فرنسا  تاريخ التأسيس 1967  تاريخ الحل 1978  المؤسس محاند السعيد حنوز،  وعبدالقادر رحماني[1]  الرئيس محاند السعيد حنوز (1967–1978)  تعديل مصدري - تعديل   الأكاد...

Estate town in Perak, Malaysia Trolak Trolak in Muallim District Trolak (Jawi: ترولق; Chinese: 地罗叻, Tamil: துரோலாக்) is a small estate town in Mukim Slim, Muallim District, Perak, Malaysia. It houses many FELDA explorers since circa 1960s with rubber plantation, later changed into oil palm plantation. The name is said to be originated from a word called 'tarak lah' (lit:There's nothing) which was made from the progress of spelling and comprehension of the geogra...

This article has an unclear citation style. The references used may be made clearer with a different or consistent style of citation and footnoting. (August 2023) (Learn how and when to remove this template message) Town in Diego Martin Regional Corporation, Trinidad and TobagoChaguaramasTownChaguaramas seen from spaceChaguaramasLocation in Trinidad and TobagoCoordinates: 10°41′N 61°38′W / 10.683°N 61.633°W / 10.683; -61.633CountryTrinidad and TobagoCorporation...

Ada usul agar Pulau Britania Raya diganti judulnya dan dipindahkan ke Britania Raya (pulau) (Diskusikan). Halaman ini berisi artikel tentang pulau. Untuk negara, lihat Britania Raya. Untuk kerajaan, lihat Kerajaan Britania Raya. Untuk kegunaan lain, lihat Britania. Britania RayaCitra Satelit Britania Raya bulan April 2002Britania RayaGeografiKoordinat53°50′N 2°25′W / 53.833°N 2.417°W / 53.833; -2.417Koordinat: 53°50′N 2°25′W / 53.833°...

Idealized physical body that absorbs all incident electromagnetic radiation Black bodies redirects here. Not to be confused with Black Bodies (film). A black body radiator used in CARLO laboratory in Poland. It is an approximation of a model described by Planck's law utilized as a spectral irradiance standard. As the temperature of a black body decreases, its intensity also decreases and its peak moves to longer wavelengths. Shown for comparison is the classical Rayleigh–Jeans law and its u...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) The topic of this article may not meet Wikipedia's notability guideline for music. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is likely to be merge...

1977 film For other uses, see Short Eyes (disambiguation). Short EyesOriginal window cardDirected byRobert M. YoungWritten byMiguel PiñeroStarringBruce DavisonJose PerezNathan GeorgeDon BlakelyShawn ElliottCinematographyPeter SovaEdited byEdward BeyerMusic byCurtis MayfieldMartin HirschH. P. DenenbergDistributed byFilm LeagueRelease date September 28, 1977 (1977-09-28) Running time100 minutesCountryUnited StatesLanguageEnglish Short Eyes is a 1977 American film adaptation of M...

American multinational mass media company Disney redirects here. For the company's namesake co-founder, see Walt Disney. For other uses, see Disney (disambiguation). The Walt Disney CompanyThe corporate variant of the Disney logoThe Walt Disney Studios corporate headquarters in Burbank, California, 2016Trade nameDisneyFormerly Disney Brothers Studio(1923–1926) Walt Disney Studio(1926–1929) Walt Disney Productions(1929–1986) TypePublicTraded asNYSE: DISDJIA componentS&P 100 comp...

Australian TV series or program JanusCreated byTony McDonaldAlison NisselleStarringSimon Westaway Chris Haywood Jeremy KewleyCountry of originAustraliaNo. of seasons2No. of episodes26 (list of episodes)ProductionExecutive producerSue MastersProducerBill HughesRunning time50 minutesOriginal releaseNetworkABCRelease1 September 1994 (1994-09-01) –19 April 1995 (1995-04-19)RelatedPhoenix Janus (released internationally as Criminal Justice)[1] is an Australian legal d...

2016 soundtrack album by Ram Sampath, Kalyanji–Anandji and JAM8RaeesSoundtrack album by Ram Sampath, Kalyanji–Anandji and JAM8Released7 December 2016GenreFeature film soundtrack, Bollywood musicLength30:52LanguageHindiGujaratiUrduLabelZee Music CompanyProducerRam Sampath Laila Main Laila redirects here. For the original song, see Qurbani (film). The soundtrack is from the film Raees, starring Shah Rukh Khan, was released on 7 December 2016 by the music label Zee Music Company.[...

Landform in the Grand Canyon, Arizona King Arthur CastleKing Arthur Castle upper left with Guinevere Castle. Dox Castle to right. From the west.Highest pointElevation7,344 ft (2,238 m)[1]Prominence804 ft (245 m)[1]Parent peakElaine Castle (7,431 ft)[1]Isolation2.88 mi (4.63 km)[1]Coordinates36°15′52″N 112°16′17″W / 36.2645481°N 112.2714262°W / 36.2645481; -112.2714262[2]GeographyKing...

Irish minister of the Presbyterian General Synod of Ulster This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: James Bruce minister – news · newspapers · books · scholar · JSTOR (April 2022) The ReverendJames BruceMinister of KilleleaghOrdersOrdinationAfter 6 November 1684Personal detailsBornc....

Village in West Pomeranian Voivodeship, PolandChłopyVillageChłopyCoordinates: 54°15′7″N 15°59′10″E / 54.25194°N 15.98611°E / 54.25194; 15.98611Country PolandVoivodeship West PomeranianCountyKoszalinGminaMielnoPopulation223 Chłopy [ˈxwɔpɨ] (German: Bauerhufen) is a village in the administrative district of Gmina Mielno, within Koszalin County, West Pomeranian Voivodeship, in north-western Poland.[1] It lies approximately 15 kilometres (9&#...

Formula for bet sizing that maximizes the expected logarithmic value Example of the optimal Kelly betting fraction, versus expected return of other fractional bets. In probability theory, the Kelly criterion (or Kelly strategy or Kelly bet) is a formula for sizing a bet. The Kelly bet size is found by maximizing the expected value of the logarithm of wealth, which is equivalent to maximizing the expected geometric growth rate. Assuming that the expected returns are known, the Kelly criterion ...