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In Every Woman's LifeCuplikan yang menampilkan Marc McDermott dan Virginia ValliSutradaraIrving CummingsProduserM. C. LeveeSkenarioAlbert S. Le VinoBerdasarkanBelongingoleh Olive WadsleyPemeranVirginia ValliLloyd HughesMarc McDermottGeorge FawcettVera LewisRalph LewisSinematograferArthur L. ToddPenyuntingCharles J. HuntPerusahaanproduksiAssociated First National PicturesDistributorAssociated First National PicturesTanggal rilis 28 September 1924 (1924-09-28) Durasi70 menitNegaraAmerika S...
Nonprofit organization in California 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) This article contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (June 2012) (Learn how and when to remove this template message) The topic ...
2003 video game 2003 video gameDevil May Cry 2North American PlayStation 2 box artDeveloper(s)Capcom Production Studio 1Publisher(s)CapcomDirector(s)Hideaki Itsuno[a]Producer(s)Tsuyoshi TanakaKatsuhiro SudoWriter(s)Katsuya AkitomoMasashi TakimotoShusaku MatsukawaComposer(s)Masato KohdaTetsuya ShibataSatoshi IseSeriesDevil May CryPlatform(s)PlayStation 2PlayStation 3Xbox 360PlayStation 4WindowsXbox OneNintendo SwitchRelease January 28, 2003 PlayStation 2NA: January 28, 2003[1]J...
العلاقات الجنوب أفريقية الليتوانية جنوب أفريقيا ليتوانيا جنوب أفريقيا ليتوانيا تعديل مصدري - تعديل العلاقات الجنوب أفريقية الليتوانية هي العلاقات الثنائية التي تجمع بين جنوب أفريقيا وليتوانيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارن�...
Templat:Kalurahan Untuk desa di Jawa Timur, lihat Giring, Manding, Sumenep. Giring adalah kalurahan di kepanewon Paliyan, Gunungkidul, Daerah Istimewa Yogyakarta, Indonesia. Meliputi padukuhan: Giring, Candi, Kendal, Bulu, Gunungdowo, Nasri, Pengos, Pulebener, Singkil lbsKapanewon Paliyan, Kabupaten Gunungkidul, Daerah Istimewa YogyakartaKalurahan Giring Grogol Karangasem Karangduwet Mulusan Pampang Sodo Templat:Kalurahan-stub Artikel rintisan ini tidak memiliki kategori.Tolong bantu Wikipedi...
Liste des députés du département du Jura. Article connexe : Liste des circonscriptions législatives du Jura. Ve République Ire législature (1958-1962) Circonscription Identité Parti À partir du Jusqu'au Note 1re circonscription Max Montagne UNR 9 décembre 1958 9 octobre 1962 2e circonscription Louis Jaillon MRP 9 décembre 1958 9 octobre 1962 IIe législature (1962-1967) Circonscription Identité Parti À partir du Jusqu'au Note 1re circonscription Louis Jaillon MRP 6 déce...
Cet article est une ébauche concernant une localité chinoise. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Préfecture de Hotan 和田地区 (خوتەن ۋىلايىت) Administration Pays Chine Province ou région autonome Xinjiang Statut administratif Préfecture Code postal Ville de Hotan : 848000[1] Code aéroport HTN Indicatif +86 (0)0903[1] Immatriculation 新R Démographie 2 504 718...
Indonesian fermented dish PekasamIwak pakasam basanga a dish of fried pekasam fish, a Banjar dish of South Kalimantan, IndonesiaCourseMain coursePlace of originIndonesia[1] and Malaysia[2]Region or stateSumatra, Malay Peninsula, Kalimantan Pekasam, Pakasam or Bekasam is a Malay term for fermented food, more precisely fermented fish product.[1][3] In Malay and Banjar cookery, pekasam usually refers to freshwater fish fermented with salt, palm sugar, toasted rice...
American hardcore punk band 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: Sick of It All – news · newspapers · books · scholar · JSTOR (February 2024) (Learn how and when to remove this message) Sick of It AllSick of It All at Reload Festival 2018Background informationOriginNew York City, U.S.Genres Hardco...
Голубянки Самец голубянки икар Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ПервичноротыеБез ранга:ЛиняющиеБез ранга:PanarthropodaТип:ЧленистоногиеПодтип:ТрахейнодышащиеНадкласс:ШестиногиеКласс...
British financial institution Not to be confused with Lloyd's of London, Lloyd's Register, or Lloyd's List. Lloyds Banking Group plc25 Gresham StreetFormerlyTSB Group Public Limited Company (1985–1995)Lloyds TSB Group plc (1995–2009)[1]Company typePublic limited companyTraded as LSE: LLOY NYSE: LYG FTSE 100 component Industry Banking Financial services Founded16 January 2009; 15 years ago (2009-01-16)[note 1]Headquarters London, England, UK(oper...
لا هابرا هيايتس الإحداثيات 33°57′50″N 117°57′10″W / 33.963888888889°N 117.95277777778°W / 33.963888888889; -117.95277777778 [1] تاريخ التأسيس 1978 تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى مقاطعة لوس أنجلوس خصائص جغرافية المساحة 15.957729 كيلومتر مربع15.957688 كي�...
Arabic variety spoken predominantly in the Algerian Sahara Not to be confused with Algerian Arabic. Algerian Saharan ArabicSaharan ArabicTamanrasset ArabicTamanghasset ArabicNative toAlgeria[1]RegionAtlas Mountains, southern SaharaSpeakers310,000 (2022)[1]Language familyAfro-Asiatic SemiticWest SemiticCentral SemiticArabicMaghrebiAlgerian Saharan ArabicLanguage codesISO 639-3aaoGlottologalge1240[image reference needed]Algerian Saharan Arabic (also known as Sa...
521-foot-tall office building in the Denny Triangle neighborhood of Seattle, Washington Day 1The northern side of Day 1 from 6th AvenueLocation within downtown SeattleAlternative namesAmazon Tower IIRufus 2.0 Block 19General informationStatusCompletedTypeOffice buildingAddress2121 7th AvenueSeattle, Washington, U.S.Coordinates47°36′57″N 122°20′23″W / 47.615868°N 122.339850°W / 47.615868; -122.339850Construction started2014Topped-outDecember 4, 201...
Fredensborg Houses The Fredensborg Houses (Danish: Fredensborghusene) form a housing complex in natural surroundings on the outskirts of the small town of Fredensborg in the north of Zealand, Denmark. The houses were designed by Jørn Utzon for Danes who have worked for long periods abroad.[1] History and architecture The Fredensborg Houses followed Utzon's first major housing project, the Kingo Houses in nearby Helsingør. The 63 units were based on a competition project Utzon had de...
Spaceflight-related events during the year 2015 2015 in spaceflightHighlights from spaceflight in 2015[a]Orbital launchesFirst10 JanuaryLast28 DecemberTotal87Successes82Failures4Partial failures1Catalogued83[b]National firstsSatellite Turkmenistan LaosSpace traveller Denmark KazakhstanRocketsMaiden flights Long March 3C/E / YZ-1 Long March 3B / YZ-1 Long March 6 Long March 11 Super Strypi Falcon 9 Full Thrust RetirementsDnepr-1Crewed flightsOrbital4Total tr...
Copia del bassorilievo noto come Zodiaco di Dendera, proveniente dal Tempio di Dendera e conservato al Museo del Louvre: esso rappresenta la posizione dei corpi celesti e descrive precisamente due giorni: il 25 settembre del 52 a.C. e il 7 marzo del 51 a.C.[1] Hordesher (Horus Rosso; anche nelle grafie Hordsheru e Hordescheru, e Seba-iabti-pet, Astro orientale del cielo; in greco: Ertosi[2]) è una divinità egizia appartenente alla religione dell'antico Egitto, dalle connotaz...
Book by Anwar Shah Kashmiri Al-Arf al-Shadhi sharh Sunan al-Tirmidhi Arabic coverEditorMuhammad Chiragh PunjabiAuthorAnwar Shah KashmiriOriginal titleالعرف الشذي شرح سنن الترمذيLanguageArabicSubjectSunan al-TirmidhiGenreCommentaryPublished1919Publication placeBritish IndiaMedia typePrintISBN9789957674991 Turath PublishingOCLC884580861Dewey Decimal297.125 Al-Arf al-Shadhi sharh Sunan al-Tirmidhi (Arabic: العرف الشذي شرح سنن الترمذي, roman...
Эта статья об уравнении Бернулли в гидродинамике; о дифференциальном уравнении Бернулли см. Дифференциальное уравнение Бернулли. Рисунок из «Гидродинамики» Д. Бернулли: из-за течения по трубе, компенсирующего расход через правое отверстие О, давление в трубе меньше, чем...
Physikalische Größe Name Drehmoment Formelzeichen M → {\displaystyle {\vec {M}}} Größen- undEinheitensystem Einheit Dimension SI Nm = N·m M·L2·T−2 cgs dyn·cm M·L2·T−2 Vektor des Drehmomentes M → . {\displaystyle {\vec {M}}.} Im gezeichneten Fall wirkt die Kraft F → {\displaystyle {\vec {F}}} senkrecht zum Verbindungsvektor r → . {\displaystyle {\vec {r}}.} Das Drehmoment (auch Moment oder Kraftmoment, von lateinisch momentum Bewegungskraft[1]...