Read other articles:

Gumuk Pasir Parangkusumo Wisatawan di Gumuk Pasir Parangkusumo Informasi Lokasi Kalurahan Parangtritis, Kapanéwon Kretek, Kabupaten Bantul, Daerah Istimewa Yogyakarta Negara  Indonesia Pengelola Pemerintah Desa ParangtritisPemerintah Kabupaten Bantul Jenis objek wisata Wisata Alam Gaya Alami Luas ± 418,2 ha (PGSP, 2017)[1] Fasilitas  • Gumuk Pasir • Taman Bunga • Sandboarding • Sewa Jeep • Warung Makan • Tempat Sampah • Toilet&#...

Mazmur 106Naskah Gulungan Mazmur 11Q5 di antara Naskah Laut Mati memuat salinan sejumlah besar mazmur Alkitab yang diperkirakan dibuat pada abad ke-2 SM.KitabKitab MazmurKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen19← Mazmur 105 Mazmur 107 → Mazmur 106 (disingkat Maz 106 atau Mz 106; penomoran Septuaginta: Mazmur 105) adalah mazmur ke-17 dan terakhir dalam bagian ke-4 Kitab Mazmur di Alkitab Ibrani dan Perjanjian Lama dalam Alkitab Kristen. Tidak d...

Halaman ini berisi artikel tentang film. Untuk novel, lihat Being There (novel). Untuk penggunaan lainnya, lihat Being There (disambiguasi). Being TherePoster rilis teatrikalSutradaraHal AshbyProduserAndrew BraunsbergSkenarioJerzy KosińskiRobert C. Jones (tak disebutkan)BerdasarkanBeing Thereoleh Jerzy KosińskiPemeranPeter SellersShirley MacLaineMelvyn DouglasRichard DysartJack WardenRichard BasehartPenata musikJohnny MandelSinematograferCaleb DeschanelPenyuntingDon ZimmermanPerusahaa...

American soap opera television series This article is about the television soap opera. For the radio program of the same name, see Valiant Lady (radio series). For the cruise ship, see Valiant Lady (ship). Valiant LadyBonnie Sawyer as Kim Emerson and Flora Campbell as Helen Emerson, 1956.GenreSoap operaCreated byAdrian SpiesWritten byCharles ElwynStarringNancy ColemanFlora CampbellCountry of originUnited StatesNo. of seasons5No. of episodes1,024ProductionProduction locationsCBS StudiosNew Yor...

この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL（2017年4月） コルクを打ち抜いて作った瓶の栓 コルク（木栓、�...

Marvel vs. Capcom 3: Fate of Two WorldsvideogiocoCapitan America contro RyuPiattaformaXbox 360, PlayStation 3 Data di pubblicazione 18 febbraio 2011 15 febbraio 2011 18 febbraio 2011 GenerePicchiaduro a incontri OrigineGiappone SviluppoCapcom, Eighting PubblicazioneCapcom Modalità di giocoGiocatore singolo, multigiocatore SupportoDVD-ROM, Blu-ray Disc Fascia di etàPEGI: 12 SerieMarvel vs. Capcom Preceduto daMarvel vs. Capcom 2: New Age of Heroes Seguito daUltimate Marvel vs. Ca...

Державний комітет телебачення і радіомовлення України (Держкомтелерадіо) Приміщення комітетуЗагальна інформаціяКраїна  УкраїнаДата створення 2003Керівне відомство Кабінет Міністрів УкраїниРічний бюджет 1 964 898 500 ₴[1]Голова Олег НаливайкоПідвідомчі ор...

اللواء 19 مشاة هو لواء مشاة يمني يتبع القوات البرية اليمنية يتمركز في مديرية بيحان بمحافظة شبوة، ويتبع عمليات المنطقة العسكرية الثالثة.[1] تاريخ في فبراير 2015 سيطر مقاتلو تنظيم القاعدة على مقر اللواء في مديرية بيحان عقب مواجهات بين الطرفين.[2] القادة م القائد بداية نه�...

1915 filmThe 1002nd RuseIMG-1002nd ruseRussian: Тысяча вторая хитростьDirected byYevgeny BauerWritten byVladimir AzovStarring Lina Bauer S. Rassatov Sergei Kvasnitsky Release date 1915 (1915) CountryRussian EmpireLanguageRussian The 1002nd Ruse (Russian: Тысяча вторая хитрость) is a 1915 Russian comedy film directed by Yevgeny Bauer.[1][2][3] Plot The film is set in 1915 Russia. A wife is cheating on her husband while he is ...

Russian existentialist philosopher (1866–1938) Lev ShestovBorn(1866-01-31)January 31, 1866[1]Kiev, Kiev Governorate, Russian Empire(now Kyiv, Ukraine)DiedNovember 19, 1938(1938-11-19) (aged 72)Paris, FranceEra19th-century philosophyRegionRussian philosophyWestern philosophySchoolChristian existentialismMain interestsTheology, nihilismNotable ideasPhilosophy of despair Lev Isaakovich Shestov (Russian: Лев Исаакович Шестов; 31 January [O.S. 13 February][1 ...

Ne doit pas être confondu avec Proto-étoile à neutrons. Naissance des étoiles Types d'objets Milieu interstellaireNuage moléculaireGlobule de BokNébuleuse obscureProtoétoileÉtoile variable de type T TauriÉtoile de la pré-séquence principaleÉtoile Ae/Be de HerbigObjet Herbig-Haro Concepts théoriques Fonction de masse initialeInstabilité gravitationnelleMécanisme de Kelvin-HelmholtzHypothèse de la nébuleuseMigration planétaire modifier Une protoétoile[1],[2],[3] ou proto-ét...

Ongoing COVID-19 viral pandemic in Gibraltar COVID-19 pandemic in GibraltarDiseaseCOVID-19Virus strainSARS-CoV-2LocationGibraltarArrival date4 March 2020(4 years, 3 months, 1 week and 2 days)Confirmed cases20,550[1]Recovered20,307[2]Deaths113[1]Fatality rate0.54%Government websiteGibraltar Health Authority Part of a series on theCOVID-19 pandemicin the United Kingdom, British Overseas Territories and Crown Dependencies History Responses Legislation ...

هادين ليك   الإحداثيات 47°45′53″N 116°45′22″W / 47.7647°N 116.756°W / 47.7647; -116.756   [1] تقسيم إداري  البلد الولايات المتحدة[2]  التقسيم الأعلى مقاطعة كوتيناي  خصائص جغرافية  المساحة 2.032354 كيلومتر مربع1.757778 كيلومتر مربع (1 أبريل 2010)  ارتفاع 697 متر  عدد ال�...

Le informazioni riportate non sono consigli medici e potrebbero non essere accurate. I contenuti hanno solo fine illustrativo e non sostituiscono il parere medico: leggi le avvertenze. Imaging con tensore di diffusioneProcedura diagnostica Immagine ottenuta tramite tensore di diffusioneAnestesiaNo MeSHD056324 Il tensore di diffusione è uno strumento di risonanza magnetica attraverso il quale si possono costruire immagini biomediche (DTI, sigla dell'inglese Diffusion Tensor Imaging) anche tr...

Polish astrophysicist Anna N. ŻytkowBorn (1947-02-21) 21 February 1947 (age 77)PolandNationalityPolishEducationUniversity of WarsawKnown forThorne–Żytkow objectScientific careerFieldsAstrophysicsInstitutionsInstitute of Astronomy, Cambridge of the University of Cambridge Anna Nikola Żytkow (Polish pronunciation: [ˈanna ˈʐɨtkɔf]; born 21 February 1947) is a Polish astrophysicist working at the Institute of Astronomy of the University of Cambridge.[1][2&...

Latin Americans of European descent For European-descended people of Hispanic/Latino heritage living in or native to the United States, see White Hispanic and Latino Americans. Ethnic group White Latin AmericansEurolatinoamericanosTotal population191.5 million – 220.6 million[1][2] 40.0% of Latin American population Figures exclude French, Dutch, and English-speaking areas of the Americas Regions with significant populations Brazil88M[3] Mexico18M–59M (52...

Harald SundeNazionalità Norvegia Calcio RuoloAttaccante Termine carriera1979 CarrieraSquadre di club1 1961-1966 Nidelv? (?)1967-1969 Rosenborg54 (21)1970-1972 Racing Mechelen? (?)1972-1974 Rosenborg45 (8)1975-1977 Orkanger? (?)1978-1979 Rosenborg22 (1) Nazionale 1961-1962 Norvegia U-193 (0)1963-1966 Norvegia U-214 (2)1964-1973 Norvegia39 (5) Carriera da allenatore 1975-1977 Orkanger1983 Rosenborg 1 I due numeri indicano le presenze e le reti segna...

Essex FellsEssex Fells station c. 1907–1912.General informationLocationOak Lane at Chestnut Street, Essex Fells, New JerseyOwned byRoseland Railway (1892–1896) New York and Greenwood Lake Railroad (1896 – 1943)Erie Railroad (1896–1960)Erie-Lackawanna Railway (1960–1966)Morristown and Erie Railroad (1904–1928)Line(s)Caldwell BranchMorristown and Erie RailroadPlatforms1 side platformTracks2Other informationStation code1763[1]HistoryOpened1892...

Ontario provincial highway Highway 127Route informationMaintained by the Ministry of TransportationLength38.6 km[1] (24.0 mi)ExistedOctober 19, 1955[2]–presentMajor junctionsSouth end Highway 62 at MaynoothNorth end Highway 60 near Whitney LocationCountryCanadaProvinceOntario Highway system Ontario provincial highways Current Former 400-series ← Highway 125→ Highway 129 Former provincial highways ←  Highway 126 Highway 128 &...

Statement about cubic curves in the projective plane Image for 9-points theorem, special case, when both C1 and C2 are unions of 3 lines In mathematics, the Cayley–Bacharach theorem is a statement about cubic curves (plane curves of degree three) in the projective plane P2. The original form states: Assume that two cubics C1 and C2 in the projective plane meet in nine (different) points, as they do in general over an algebraically closed field. Then every cubic that passes through any eight...