Read other articles:
هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (يوليو 2019) منتخب سنغافورة لكرة قدم الصالات بلد الرياضة سنغافورة رمز الفيفا SIN تعديل...
Dolphin-class brigantine For other ships with the same name, see USS Porpoise. USS Porpoise History United States NameUSS Porpoise Ordered30 June 1834 Laid down1835 Launched31 May 1836 Commissioned1836 Decommissionedca. July 1847 Recommissioned1 January 1848 Decommissioned3 August 1852 RecommissionedMay 1853 FateDisappeared September 1854 General characteristics TypeBrig Tonnage224 Length88 ft (27 m) Beam25 ft (7.6 m) Draft11 ft (3.4 m) PropulsionSail Complement8...
Alvin Eliot RothAl Roth, 2012Lahir19 Desember 1951 (umur 72)KebangsaanUnited StatesBidangGame theory, market design, ekonomi eksperimental Alvin E. Roth (lahir 19 Desember 1951) adalah seorang ekonom dan dosen/profesor di Harvard Business School warga negara Amerika Serikat yang terpilih sebagai penerima Penghargaan Nobel dalam bidang Ekonomi tahun 2012 bersama Lloyd S. Shapley untuk hasil karya mereka dalam bidang teori permainan (game theory) dan desain pemasaran. Pranala luar Informa...
Об экономическом термине см. Первородный грех (экономика). ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Ран�...
Titanium trisulfide Names Other names Titanium(IV) sulfide Identifiers CAS Number 12423-80-2 Y 3D model (JSmol) Interactive imageInteractive image ChemSpider 50645119 InChI InChI=1S/3S.TiKey: HOZYDKBKUUVYKD-UHFFFAOYSA-NInChI=1S/S2.S.Ti/c1-2;;/q2*-2;+4Key: KVFIBOBJNNMQLV-UHFFFAOYSA-N SMILES [S][S].[S].[Ti][S-][S-].[S-2].[Ti+4] Properties Chemical formula TiS3 Molar mass 144.062 g/mol Appearance Black whiskers Band gap 1 eV (indirect)[1][2] Ele...
Lac Utah Administration Pays États-Unis État Utah Géographie Coordonnées 40° 11′ 00″ N, 111° 47′ 00″ O Type Lac naturel d'eau douce - Eutrophisation Superficie 392 km2 Longueur 38,3 km Largeur 20,4 km Périmètre 122,3 km Altitude 1 368 m Profondeur · Maximale · Moyenne 4,27 m2,74 m Hydrographie Bassin versant 8 920 km2 Alimentation Rivière ProvoSpanish ForkAmerican Fork Émissaire(s) Jordan Géolocal...
Cuyo Rugby UnionUnión de Rugby de CuyoSportRugby unionJurisdictionMendoza ProvinceAbbreviationURCFoundedSeptember 22, 1945; 78 years ago (1945-09-22)AffiliationUARHeadquartersGodoy Cruz, MendozaPresidentJavier Pellegrina (2023)[1]Vice president(s)Federico CoriaSecretaryMartín FlamariqueOfficial websitewww.unionderugbydecuyo.com.ar The Cuyo Rugby Union (Spanish: Unión de Rugby de Cuyo) (also known for its initials URC) is the organisational body that rules the game...
Women's artistic individual all-aroundat the Games of the XXV OlympiadCompetitors92 from 29 nationsMedalists Tatiana Gutsu Unified Team Shannon Miller United States Lavinia Miloșovici Romania← 19881996 → Gymnastics at the1992 Summer OlympicsList of gymnastsArtisticTeam all-aroundmenwomenIndividual all-aroundmenwomenVaultmenwomenFloormenwomenPommel horsemenRingsmenParallel barsmenHorizontal barmenUneven barswomenBalance beamwomenRhythmicIndivi...
Balto-Slavic languages of the Indo-European language family Not to be confused with Baltic Finnic languages or Balti language. BalticEthnicityBaltsGeographicdistributionNorthern Europe, historically also Eastern Europe and Central EuropeLinguistic classificationIndo-EuropeanBalto-SlavicBalticProto-languageProto-BalticSubdivisions West Baltic † East Baltic Dnieper Baltic † ISO 639-2 / 5batLinguasphere54= (phylozone)GlottologNoneeast2280 (East Baltic)prus1238 (Old Prussian) ...
Військово-музичне управління Збройних сил України Тип військове формуванняЗасновано 1992Країна Україна Емблема управління Військово-музичне управління Збройних сил України — структурний підрозділ Генерального штабу Збройних сил України призначений для планува...
2018 online action multiplayer role-playing game 2018 video gameFallout 76Developer(s)Bethesda Game Studios[a]Publisher(s)Bethesda SoftworksDirector(s)Jeff GardinerProducer(s)Scott MaloneDesigner(s)Emil PagliaruloMark TuckerProgrammer(s)Brian BairdGuy CarverPatrick LabrieArtist(s)Istvan PelyJonathan RushNathan PurkeypileComposer(s)Inon ZurSeriesFalloutEngineCreation EnginePlatform(s)PlayStation 4WindowsXbox OneReleaseNovember 14, 2018Genre(s)Action role-playingMode(s)Multiplayer Fallo...
British Army units composed of Nepalese Gurkhas Arms of the British Army Combat Arms Royal Armoured Corps and Household Cavalry Infantry Guards and Parachute Division Union Division Queen's Division Light Division Special Air Service Army Air Corps Special Reconnaissance Regiment Combat Support Arms Royal Artillery Royal Engineers Royal Corps of Signals Intelligence Corps Combat Services Royal Army Chaplains' Department Royal Logistic Corps Army Medical Services Royal Army Medical Corps Royal...
Soviet international spaceflight program For the 2006 film, see Interkosmos (film). Interkosmos programИнтеркосмос Космическая ПрограммаInterkosmos Kosmicheskaya ProgrammaInterkosmos patchProgram overviewCountry Soviet Union (1967-1991) Russia (1992-1994) Organization Soviet space program (1967-1991) Roscosmos (1992-1994) Purposecrewed and uncrewed space mission for Soviet alliesStatusCompletedProgram historyDuration1967–1994First flightVertikal 1N...
Philippine television sitcom series Pepito ManalotoTitle card since June 2022Also known as Pepito Manaloto: Ang Tunay na Kuwento Pepito Manaloto: Kuwento Kuwento Pepito Manaloto: Ang Unang Kuwento Pepito Manaloto: Tuloy ang Kuwento GenreSitcomCreated byMichael V.Directed by Bert De Leon (2010–21)[1] Michael V. (since 2022)[2] Creative directorMichael V.Starring Michael V. Sef Cadayona (2021–22) Theme music composerAlbert TamayoEnding theme Pepito Manaloto by Michael V. (20...
International food safety company Neogen CorporationCompany typePublicTraded asNasdaq: NEOGS&P 400 componentIndustryFood safetyAnimal safetyGenomicsFounded1982; 42 years ago (1982) in Lansing, Michigan[1]FoundersHerbert Dow DoanJames L. HerbertHeadquarters620 Lesher Place, Lansing, Michigan, U.S.Area servedWorldwideKey peopleJames C. Borel (chairman)John E. Adent (CEO and president)Steve J. Quinlan (CFO)Doug Jones (COO)Revenue US$527.16 million[2]...
Dua macam tepung beras Tepung beras adalah tepung yang dibuat dari beras yang ditumbuk atau digiling. Tepung beras tidak sama dengan pati beras yang dibuat dengan merendam beras dalam larutan alkali. Tepung beras dapat dijadikan pengganti dari tepung gandum bagi penderita intoleransi gluten karena tepung beras tidak mengandung gluten.[1] Jenis dan pemanfaatannya Kashiwamochi Roti beras khas Jepang Tepung beras dibuat dan dimanfaatkan di berbagai negara dengan ciri khas masing-masing. ...
Roman Empire province from 121 BC to the 5th century AD Province of Gallia NarbonensisProvincia Gallia NarbonensisProvince of the Roman Empire121 BC[1]–5th centuryThe province of Gallia Narbonensis within the Roman Empire in 125 ADCapitalNarbo MartiusHistorical eraAntiquity• Established 121 BC[1]• Visigothic conquest 5th century Succeeded by Visigothic Kingdom Today part ofFranceItalyMonaco The Roman Provinces in Gaul around 58 BC; the coastline shown here...
Fascist Czech newspaper (1940–1945) Arijský boj (Aryan Struggle)Proti Židům pravdou a činy!(Against the Jews with truth and deeds)Cover of the newspaper, 4 March 1944[1]TypeWeekly newspaperFormatTabloidOwner(s)Jan Vladimír BřetenářEditor-in-chiefRudolf NovákFoundedMay 1940 (1940-05)Political alignmentVlajkaLanguageCzech languageCeased publication5 May 1945 (1945-05-05)HeadquartersProtectorate of Bohemia and MoraviaCityPragueCountryProtectorate of Bo...
Collection of knots which do not intersect, but may be linked Not to be confused with Linking number. The Borromean rings, a link with three components each equivalent to the unknot. In mathematical knot theory, a link is a collection of knots which do not intersect, but which may be linked (or knotted) together. A knot can be described as a link with one component. Links and knots are studied in a branch of mathematics called knot theory. Implicit in this definition is that there is a trivia...
この項目では、北ヨーロッパの国家について説明しています。その他の用法については「アイスランド (曖昧さ回避)」をご覧ください。 「アイルランド」とは異なります。 アイスランド Ísland (国旗) (国章) 国の標語:なし 国歌:Lofsöngur(アイスランド語)賛美歌 公用語 アイスランド語 首都 レイキャヴィーク 最大の都市 レイキャヴィーク 政府 大統領 ハッラ�...