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Distrik Podunavlje Podunavski okrugDistrikLokasi di SerbiaNegara SerbiaRegionSerbia Selatan dan TimurIbu kotaSmederevoLuas • Total1.248 km2 (482 sq mi)Populasi (2011) • Total198.184 • Kepadatan160/km2 (410/sq mi)Kode ISO 3166-2RS-10 Distrik Podunavlje adalah salah satu dari 29 distrik di Serbia. Menurut sensus 2011, Podunavlje memiliki luas 1.248 kilometer persegi dan populasi 198.184 jiwa. Kode ISO 3166-2 daerah ini adalah RS-...
Pulau NatalTerritory of Christmas Island (Inggris) Bendera Lambang Semboyan: —Lagu kebangsaan: Advance Australia Fair (Indonesia: Majulah Australia Jaya) Ibu kota(dan pemukiman terbesar)Flying Fish CoveBahasa resmiInggris • MelayuPemerintahanMonarki konstitusional• Raja Charles III• Gubernur Jenderal Peter Cosgrove• Administrator Natasha Griggs• Presiden Shire Gordon Thomson LegislatifShire CouncilTeritori eksternal Australia• Dikuasai oleh Im...
Diffraction d'une onde La simulation de champ électromagnétique permet de prévoir l’impact sur l'homme ou les machines de l'installation ou de la modification d'émetteurs, mais également ceux engendrés par tel ou tel choix de conception de bâtiments pièces et locaux. S'appuyant sur de la conception 3D d’environnement et sur des algorithmes de calcul de propagation du champ électromagnétique, la simulation de champ électromagnétique permet de donner les valeurs d'intensité de ...
Internet-like structure connecting everyday physical objects Not to be confused with Web of Things. Internet of things (IoT) General concepts Computer appliance Distributed computing Embedded system Fog computing Home automation Industrial internet of things Mesh networking Wireless sensor network Communication protocols 6LoWPAN Bluetooth LE Jini NB-IoT LTE-M LoRa Matter Thread Z-Wave zeroconf Zigbee Comparison of IoT protocols vte The Internet of things (IoT) describes devices with sensors, ...
زيليون تقسيم إداري البلد اليونان [1] خصائص جغرافية إحداثيات 38°39′00″N 22°52′00″E / 38.65°N 22.8667°E / 38.65; 22.8667 الارتفاع 510 متر السكان التعداد السكاني 466 (resident population of Greece) (2021)846 (resident population of Greece) (2001)1029 (resident population of Greece) (1991)673 (resident population of Greece) (2011) معلوما...
Travel undertaken for work or business purposes For the similarly named television program, see CNN Business Traveller. This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (April 2018) (Learn how and when to remove this template message) Business class seats (pictured aboard an Emirates aircraft) in aircraft usually provide more space and facilities than the stand...
Insya Allah SahSutradaraBenni SetiawanProduserManoj PunjabiDitulis olehBenni SetiawanBerdasarkanInsya Allah Saholeh Achi TMPemeranPandji PragiwaksonoTiti KamalRichard KylePenata musikAghi NarottamaBemby GustiSinematograferIpung Rachmat SyaifulPenyuntingCesa David LuckmansyahIndra W KurniaPerusahaanproduksiMD PicturesTanggal rilis25 Juni 2017Durasi83 menitNegara IndonesiaBahasaIndonesiaPendapatankotorRp 30,8 miliar Insya Allah Sah merupakan film drama-komedi Indonesia yang dirilis p...
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: United States District Court for the Northern District of Iowa – news · newspapers · books · scholar · JSTOR (June 2021) (Learn how and when to remove this message) United States federal district court in Iowa United States District Court for the Northern Distr...
Coburn MountainCoburn MountainSomerset County, Maine, U.S. Highest pointElevation3,717 ft (1,133 m)Prominence2,497 ft (761 m)[1]ListingNew England Fifty Finest #16Coordinates45°28′08″N 70°07′36″W / 45.468833°N 70.126667°W / 45.468833; -70.126667GeographyLocationSomerset County, Maine, U.S.Topo mapUSGS Enchanted Pond Coburn Mountain is a mountain located in Somerset County, Maine.[2] Coburn Mtn. lies within the waters...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2021) الوكالة الوطنية للبترول والغاز الطبيعي والوقود الحيوي (البرازيل) تفاصيل الوكالة الحكومية البلد البرازيل تأسست 1997[1] المركز برازيليا الإدارة �...
For the Taiwanese company, see Foxconn. Foxtons Group plcCompany typePublic limited companyTraded asLSE: FOXTIndustryEstate agentReal EstateFounded1981; 43 years ago (1981)FounderJon HuntHeadquartersLondon, United KingdomKey peopleNigel Rich(Chairman)Guy Gittins(Chief Executive Officer)Revenue £147.1 million (2023)[1]Operating income £9.8 million (2023)[1]Net income £5.5 million (2023)[1]Websitewww.foxtonsgroup.co.uk The Sutton,...
塔石體育館Pavilhão Polidesportivo Tap Seac位置 澳門望德堂區東望洋街所有者澳門特區政府(2004年至2006年1月23日)澳門特別行政區政府體育局 (2006年1月24日至今)建造動工2002年11月10日啟用2004年11月16日 塔石體育館(簡稱塔石館;葡萄牙語:Pavilhão Polidesportivo Tap Seac)位於澳門東望洋街,正門和華士古達嘉馬花園相連,於2004年11月16日落成啟用。塔石體育館曾被用作第四屆澳...
Style of swimmer kicking 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: Eggbeater kick – news · newspapers · books · scholar · JSTOR (August 2024) (Learn how and when to remove this message) The eggbeater kick is a style of kicking where the swimmer's legs alternate one-legged breaststroke kicks.[1]...
Ancient Celtic tribe in Iberia For other uses, see Belli (disambiguation). The Iberian Peninsula in the 3rd century BC. The Belli, also designated Beli or Belaiscos were an ancient pre-Roman Celtic[1] Celtiberian people who lived in the modern Spanish province of Zaragoza from the 3rd Century BC. Origins Roman authors for unknown reasons wrote that the Belli were of mixed Illyrian and Celtic (Belgic) origin and probably related with the Bellovaci, who were said to have migrated to the...
Questa voce o sezione sugli argomenti musica e televisione è ritenuta da controllare. Motivo: La voce andrebbe controllata e corredata di fonti, in quanto l'argomento appare complesso. Innanzitutto, già osservando quanto succede negli ultimi anni, di rado una manifestazione elegge tanto il brano quanto l'interprete, bisognerebbe dunque capire/decidere a cosa riferirsi parlando di selezione (IMHO avrebbe più senso scegliere il brano più che l'interprete, anche se di solito avviene il...
In Cambodia, drugs are readily available, thus, easy to access, including illegal substances.[1] Illegal drugs Main article: Illegal drug trade The Cambodian black market trade of illicit drugs includes cannabis, methamphetamine, ketamine, MDMA and heroin.[2][3] Cambodia remains a major supplier of cannabis to countries in East and Southeast Asia and other parts of the world.[citation needed] Large amounts of heroin are also smuggled throughout the (Golden Tria...
1874 kidnapping in Philadelphia, Pennsylvania Kidnapping of Charley Ross1874 likeness of Ross as published on his missing person posterDateJuly 1, 1874; 150 years ago (1874-07-01)LocationPhiladelphia, Pennsylvania, U.S.TypeDisappearance, kidnapping, child abduction, possible homicideMotiveRansomMissingCharles Brewster Charley Ross, aged 4Accused Bill Mosher Joe Douglas (gave deathbed confession) William Westervelt (accused of being an accomplice) ConvictedWilliam WesterveltC...
Serbian basketball player Nikola DragovićDragović with Spartak in March 2011.Free agentPositionPower forwardPersonal informationBorn (1987-12-20) December 20, 1987 (age 36)Titograd, SR Montenegro, SFR YugoslaviaNationalitySerbianListed height2.06 m (6 ft 9 in)Listed weight105 kg (231 lb)Career informationCollegeUCLA (2006–2010)NBA draft2010: undraftedPlaying career2005–presentCareer history2005–2006Mega Ishrana2010–2012Spartak Saint Petersburg2012–201...
Probability distribution A ratio distribution (also known as a quotient distribution) is a probability distribution constructed as the distribution of the ratio of random variables having two other known distributions. Given two (usually independent) random variables X and Y, the distribution of the random variable Z that is formed as the ratio Z = X/Y is a ratio distribution. An example is the Cauchy distribution (also called the normal ratio distribution), which comes about as the ratio of ...
Pour les articles homonymes, voir Casta. Laetitia Casta Laetitia Casta en 2020 Données clés Nom de naissance Laetitia Marie Laure Casta Naissance 11 mai 1978 (46 ans)Pont-Audemer (France) Nationalité Française Profession ActriceMannequinRéalisatrice Films notables Astérix et Obélix contre César ErranceGainsbourg (vie héroïque) Séries notables La Bicyclette bleueArletty, une passion coupableUne île Site internet www.laetitia-casta.fr modifier Laetitia Casta, née le 11 mai 19...