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Kal Ho Naa Hoकल हो ना होPoster rilis teatrikalSutradaraNikkhil AdvaniProduserYash JoharKaran JoharDitulis olehKaran JoharPemeranJaya BachchanShah Rukh KhanSaif Ali KhanPreity ZintaNaratorPreity ZintaPenata musikShankar–Ehsaan–LoySinematograferAnil MehtaPenyuntingSanjay SanklaPerusahaanproduksiDharma ProductionsDistributorYash Raj FilmsTanggal rilis 27 November 2003 (2003-11-27) Durasi186 menit[1]NegaraIndiaBahasaHindiAnggaran₹280 juta.[1]&...

Town in Virginia, United StatesEdinburg, VirginiaTownThe Mill in Edinburg, Virginia (1848).Location in VirginiaCoordinates: 38°49′21″N 78°33′55″W / 38.82250°N 78.56528°W / 38.82250; -78.56528CountryUnited StatesStateVirginiaCountyShenandoahFounded1852Government • MayorDaniel J. HarshmanArea[1] • Total0.76 sq mi (1.96 km2) • Land0.74 sq mi (1.92 km2) • Water0.02 sq
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هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. التسامح استعمال اللفظ في غير الحقيقة بلا قصد علاقة معنوية، ولا نصب قرينة دالة عليه، اعتمادا على ظهور المعنى في المقام، فوجود العلاقة بمعنى التسامح. أي يرى أن أحدا لم يقل إن قو...

Occurrence of two or more clearly different morphs or forms in the population of a species For other uses, see Polymorphism. Light-morph jaguarDark-morph or melanistic jaguar (about 6% of the South American population) Part of a series onEvolutionary biologyDarwin's finches by John Gould Index Introduction Main Outline Glossary Evidence History Processes and outcomes Population genetics Variation Diversity Mutation Natural selection Adaptation Polymorphism Genetic drift Gene flow Speciation A...

Fourteenth Air ForceDescrizione generaleNazione Stati Uniti ServizioUnited States Space Force Tipoforza aerea numerata ComandantiComandante attualemaggior generale Stephen N. Whiting Fonti indicate nel testo principale Voci su unità militari presenti su Wikipedia Lo United States Space Command (SpOC) è una Numbered Air Force della United States Space Force (USSF) USA. Ha il quartier generale presso Vandenberg Air Force Base, California. Il comando è preposto ad organizzare, addes...

Czesław MiłoszCzesław Miłosz, 1999Lahir(1911-06-30)30 Juni 1911Szetejnie, Kovno Governorate, Kekaisaran RusiaMeninggal14 Agustus 2004(2004-08-14) (umur 93)Kraków, PolandiaPekerjaanPoet, prose writer, essayistKebangsaanPolish / LithuanianKewarganegaraanPolish, AmerikaPenghargaanNike Award (1998)Penghargaan Nobel Kesusastraan (1980)Neustadt International Prize for Literature (1978)Tanda tangan Czesław Miłosz (diucapkan ['ʧεsȗav 'miȗɔʃ]; (30 Juni 1911 – 14 ...

Elvis sings The Wonderful World of ChristmasBerkas:Elvis Wonderful Christmas.jpgAlbum studio karya Elvis PresleyDirilis20 Oktober 1971 (1971-10-20)Direkam27 Juni 1968 – 16 Mei 1971GenreNatal, pop, rock and rollDurasi35:06LabelRCA RecordsProduserFelton JarvisKronologi Elvis Presley I Got Lucky(1971)I Got Lucky1971 Elvis sings The Wonderful World of Christmas(1971) Elvis Now(1972)Elvis Now1972 Singel dalam album Elvis Sings the Wonderful World of Christmas Merry Christmas Baby / O Co...

Resuttana-San LorenzoStato Italia Regione Sicilia Provincia Palermo Città Palermo CircoscrizioneVI Data istituzione21 dicembre 1976 Codice20 Codice postale90121, 90134, 90142, 90143, 90144, 90145, 90146 e 90147 Abitanti41 400 ab. Mappa dei quartieri di {{{comuneMappa}}} Resuttana - San Lorenzo è il ventesimo quartiere di Palermo. È compreso nella VI Circoscrizione[1]. Indice 1 Geografia fisica 2 Storia 3 Geografia antropica 4 Sport 5 Note Geografia fisica Il perimetr...

Legendary sea-dwelling creature For other uses of Sea Monsters, see Sea Monsters (disambiguation). Picture taken from a Hetzel copy of Twenty Thousand Leagues Under the Sea. Sea monsters are beings from folklore believed to dwell in the sea and are often imagined to be of immense size. Marine monsters can take many forms, including sea dragons, sea serpents, or tentacled beasts. They can be slimy and scaly and are often pictured threatening ships or spouting jets of water. The definition of a...

Monumen Turul Tatabánya merupakan nama kota di Hungaria. Letaknya di bagian utara. Tepatnya di daerah Komarom-Esztergom. Pada tahun 2012, kota ini memiliki jumlah penduduk sebanyak 70.003 jiwa. Distrik Tatabánya sekarang terbagi atas 6 distrik: Alsógalla Újváros Bánhida Kertváros Dózsakert Felsőgalla Kota kembar Aalen, Jerman Będzin, Polandia Christchurch, Inggris Fairfield, Amerika Serikat Izhevsk, Rusia Odorheiu Secuiesc, Rumania Kota mitra Arad, Rumania Nové Zámky, Slowakia Sai...

Country in north-western Europe This article is about the sovereign state. For other uses, see Ireland (disambiguation). Ireland[a]Éire (Irish) Flag Coat of arms Anthem: Amhrán na bhFiannThe Soldiers' SongShow globeShow map of EuropeLocation of Ireland (dark green)– in Europe (light green & dark grey)– in the European Union (light green)Capitaland largest cityDublin53°20.65′N 6°16.05′W / 53.34417°N 6.26750°...

A wind farm in Pendine, Wales Installed capacity (GW) of renewable energy sources in the United Kingdom between 2009 and 2018[1] Electricity generated (TWh) from renewable sources in the United Kingdom between 2009 and 2018[1] Renewable energy in the United Kingdom contributes to production for electricity, heat, and transport. From the mid-1990s, renewable energy began to play a part in the UK's electricity generation, building on a small hydroelectric capacity. Wind power, ...

South Korean actor In this Korean name, the family name is Kim. Kim Nam-heeKim in June 2023BornKim Nam-hee (1986-05-25) 25 May 1986 (age 38)South KoreaEducationSeokyeong University – BA in Theater and FilmOccupationActorYears active2009–presentAgentD.Y EntertainmentSpouse Unknown ​(m. 2018)​Korean nameHangul김남희Hanja金南希Revised RomanizationGim Nam-huiMcCune–ReischauerKim Namhŭi Kim Nam-hee is a South Korean actor.[1] He is known ...

Taekwondo competition Women's 49kg Taekwondoat the Games of the XXXII OlympiadVenueMakuhari MesseDate24 July 2021Competitors17 from 17 nationsMedalists Panipak Wongpattanakit  Thailand Adriana Cerezo  Spain Avishag Semberg  Israel Tijana Bogdanović  Serbia← 20162024 → Taekwondo at the2020 Summer OlympicsList of practitionersQualificationMenWomen58 kg49 kg68 kg57 kg80 kg67 kg+80 kg+67 kgvte The women's 49 kg competition in Taekwondo at ...

この記事は英語版の対応するページを翻訳することにより充実させることができます。（2024年5月）翻訳前に重要な指示を読むには右にある[表示]をクリックしてください。 英語版記事を日本語へ機械翻訳したバージョン（Google翻訳）。 万が一翻訳の手がかりとして機械翻訳を用いた場合、翻訳者は必ず翻訳元原文を参照して機械翻訳の誤りを訂正し、正確な翻訳にし�...

Place in Upper Carniola, SloveniaMlaka nad LušoMlaka nad LušoLocation in SloveniaCoordinates: 46°10′15.77″N 14°12′1.05″E / 46.1710472°N 14.2002917°E / 46.1710472; 14.2002917Country SloveniaTraditional regionUpper CarniolaStatistical regionUpper CarniolaMunicipalityGorenja Vas–PoljaneArea • Total1.79 km2 (0.69 sq mi)Elevation762 m (2,500 ft)Population (2020) • Total37 • Density21/km2 (54/s...

「ピラニア」とは異なります。 ティラピア ナイルティラピアOreochromis niloticus 分類 界 : 動物界 Animalia 門 : 脊索動物門 Chordata 亜門 : 脊椎動物亜門 Vertebrata 綱 : 条鰭綱 Actinopterygii 目 : スズキ目 Perciformesシクリッド目 (カワスズメ目)Cichliformes 科 : カワスズメ科 Cichlidae 和名 カワスズメティラピア 英名 Tilapia 属 OreochromisSarotherodonTilapia ティラピア属 ティラピアあるいはテラ�...

Ferrari Superamerica 45Descrizione generaleCostruttore Ferrari Tipo principaleRoadster Produzionenel 2011 Esemplari prodotti1 Altre caratteristicheAltroStessa famigliaFerrari 599 GTB Fiorano Noteprodotta per Peter Kalikow La Ferrari Superamerica 45 è un'automobile one-off, cioè prodotta in un solo esemplare, uscita il 20 maggio 2011. Indice 1 Sviluppo 2 Tecnica 3 Note 4 Altri progetti Sviluppo La Superamerica 45 richiesta da Peter Kalikow ai progettisti Ferrari è una roadster che ha p...

This article is about the village in Scotland. For people with a similar name, see John Crawford (disambiguation). Not to be confused with Crawford, South Lanarkshire. 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: Crawfordjohn – news · newspapers · books · scholar · JSTOR (September 2014) (Learn how and wh...

Fermion path integral approach in 1+1 dimensions Feynman checkerboard with two paths contributing to the sum for the propagator from ( x / ϵ c {\displaystyle x/\epsilon c} , t / ϵ {\displaystyle t/\epsilon } ) = (0, 0) to (3, 7) The Feynman checkerboard, or relativistic chessboard model, was Richard Feynman's sum-over-paths formulation of the kernel for a free spin-⁠1/2⁠ particle moving in one spatial dimension. It provides a representation of solutions of the Dirac ...