Mister Terrific (character)
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Dark Canyon WildernessIUCN category Ib (wilderness area)Show map of the United StatesShow map of UtahLocationSan Juan County, Utah, USANearest cityMonticello, UtahCoordinates37°46′35″N 109°53′51″W / 37.7763793°N 109.8976330°W / 37.7763793; -109.8976330 [1]Area47,116 acres (73.619 sq mi; 190.67 km2)EstablishedSeptember 18, 1984Governing bodyU.S. Forest Service Ancestral Puebloan ruin in Dark Canyon Wilderness Dark Canyon Wildern…
Japanese manga series Blood AloneMisaki Minato and Kuroe Kurose on the cover of the first volume of the English release of the Blood Alone manga seriesGenreSupernatural[1] MangaWritten byMasayuki TakanoPublished byMediaWorks (former)Kodansha (current)English publisherNA: Infinity Studios (former)Seven Seas Entertainment[2]MagazineDengeki DaiohEveningDemographicShōnen, seinenOriginal runFebruary 2005 – 2014Volumes10 + 1 dōjinshi Anime and manga portal Blood…
Ancient Greek boxingBoxer resting after contest (bronze sculpture, 300–200 BC).Also known asAncient Olympic boxingFocusStrikingHardnessFull contactCountry of originGreeceDescendant artsBoxingOlympic sportAncient Ancient Greek boxing (Greek: πυγμαχία pygmachia, fist fighting) dates back to at least the 8th century BC (Homer's Iliad), and was practiced in a variety of social contexts in different Greek city-states. Most extant sources about ancient Greek boxing are fragmentary or legenda…
Intellectual movement in 18th–19th century Scotland David Hume and Adam Smith on the Scottish National Portrait Gallery Part of a series on the History of Scotland Eras Prehistoric (timeline) 12,000 BC–700 BC During the Roman Empire 69–384 Middle Ages Early High Late Early Modern Modern History (timeline) Rule House of Alpin (843–878; 889–1040) House of Moray (1040–1058) House of Dunkeld (1058–1286) House of Balliol (1292–1296) House of Bruce (1306–1371)…
この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています(詳細)。 数字の大字(だいじ)は、漢数字の一種。通常用いる単純な字形の漢数字(小字)の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券(「壱」が大字) 弐千円日本銀行券(「弐」が大字) 漢数字には「一」「二」「三」と続く小字と、「壱」「弐」…
Baseball at the 1964 Summer OlympicsDemonstration sportTournament detailsCountryJapanCityTokyoVenue(s)Meiji Jingu StadiumDatesOctober 11, 1964Teams2Final positionsChampions United StatesRunner-up JapanTournament statisticsGames played2← 19561984 → Baseball at the 1964 Summer Olympics was a demonstration sport at the Tokyo games. It was the fifth time a baseball exhibition was held at the Olympics. The United States played two games against two different Samur…
Commune in Auvergne-Rhône-Alpes, FranceBrives-CharensacCommune Coat of armsLocation of Brives-Charensac Brives-CharensacShow map of FranceBrives-CharensacShow map of Auvergne-Rhône-AlpesCoordinates: 45°02′51″N 3°55′39″E / 45.0475°N 3.9275°E / 45.0475; 3.9275CountryFranceRegionAuvergne-Rhône-AlpesDepartmentHaute-LoireArrondissementLe Puy-en-VelayCantonLe Puy-en-Velay-3IntercommunalityCA du Puy-en-VelayGovernment • Mayor (2020–2026) Gilles D…
Telaga MenjerLokasiGarung, Wonosobo, Jawa TengahKegunaanPembangkitan listrikStatusBeroperasiMulai dibangun1961Mulai dioperasikanMaret 1982Biaya konstruksiRp 13,105 milyar + US$ 19,8 jutaPemilikPerusahaan Listrik NegaraKontraktorBendungan & PLTA: Wijaya Karya dan Proyek Brantas[a]Pipa pesat: NichimenTurbin: Toyo MenkaTrafo: SumitomoPerancangNippon KoeiBendungan dan saluran pelimpahTipe bendunganBetonTinggi36,3 mPanjang98,25 mVolume bendungan17.280 m3Ketinggian di p…
اضغط هنا للاطلاع على كيفية قراءة التصنيف سمكة الأرنب المرتبة التصنيفية فصيلة[1] التصنيف العلمي فوق النطاق حيويات مملكة عليا حقيقيات النوى مملكة حيوان عويلم ثنائيات التناظر مملكة فرعية ثانويات الفم شعبة حبليات شعيبة فقاريات شعبة فرعية…
Para otros usos del vocablo «capitán», véase Capitán (desambiguación). Sir John Franklin (1786–1847), capitán inglés y explorador del Ártico. Un capitán es una persona que dirige, encabeza, comanda, gobierna o representa a un grupo. Etimológicamente, el término parece provenir del latín capitanus, «jefe», que derivaría, a su vez, del también término latino caput, «cabeza», y este del indoeuropeo kaput, con igual significado.[cita requerida] Existe la figura de capitán…
Maximally symmetric Lorentzian manifold with a positive cosmological constant 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 may be too technical for most readers to understand. Please help improve it to make it understandable to non-experts, without removing the technical details. (May 2017) (Learn how and when to remove this message) This article relies excessively on referen…
Ascension Island CouncilTypeTypeUnicameral LeadershipAdministrator of Ascension IslandSimon Minshull Seats8 or 10 (5 or 7 elected, 3 ex-officio)Meeting placeGovernment House, GeorgetownWebsiteAscension Island Council Politics of Ascension Island The Crown Monarch Charles III Government Governor Nigel Phillips Plantation House The Castle Responsible Minister (UK) Tariq Ahmad Administrator of Ascension Island Simon Minshull Ascension Island Council Judiciary Attorney General Judicial Committee of …
Scottish physicist (1831–1879) James Clerk MaxwellFRSE FRSPhotograph of Maxwell in his 40sBorn(1831-06-13)13 June 1831Edinburgh, ScotlandDied5 November 1879(1879-11-05) (aged 48)Cambridge, EnglandResting placeParton, Kirkcudbrightshire55°00′24″N 4°02′21″W / 55.006693°N 4.039210°W / 55.006693; -4.039210Alma materUniversity of EdinburghPeterhouse, CambridgeTrinity College, CambridgeKnown forStatistical mechanicsMaxwell's equationsDisplacemen…
Village in Meghalaya, IndiaNongriatvillageNongriat's most famous living root bridgeCountry IndiaStateMeghalayaDistrictEast Khasi HillsLanguages • OfficialEnglishTime zoneUTC+5:30 (IST)Vehicle registrationMLNearest cityShillongEntry will be closed on Sundays [1] The hybrid bridge of Nongriat. Nongriat is a village in the East Khasi Hills district of Meghalaya State, in north-eastern India.[2] It is perhaps best known for its living root bridges; one an impressive …
This article may require cleanup to meet Wikipedia's quality standards. The specific problem is: Article contains significant spelling, grammatical, formatting, and stylistic errors throughout. Please help improve this article if you can. (June 2024) (Learn how and when to remove this message) Japanese swordsman, philosopher, strategist, writer, artist, and rōnin This article is about the Japanese swordsman. For the protagonist of Vagabond with the same name, see Musashi Miyamoto (Vagabond). In…
Indian communist and revolutionary Anuradha GhandySource - bbc.co.uk - © [2009] BBCBornAnuradha Shanbag(1954-03-28)28 March 1954Died12 April 2008(2008-04-12) (aged 54)Mumbai, IndiaNationalityIndianOther namesNarmada, Varsha, Rama, Anu, JanakiAlma materElphinstone College, MumbaiKnown forProminent Figure of Maoist movement in IndiaSpouse Kobad Ghandy (m. 1983) Anuradha Ghandy (28 March 1954 – 12 April 2008) was an Indian communist, writer,…
Disambiguazione – Se stai cercando il film di Robert Altman, vedi Prêt-à-Porter (film). Questa voce o sezione sull'argomento economia è ritenuta da controllare. Motivo: corposa aggiunta evidente frutto di traduzione automatica non revisionata, da rivedere Partecipa alla discussione e/o correggi la voce. Segui i suggerimenti del progetto di riferimento. Abiti prêt-à-porter in vendita in un esercizio commerciale (2007) L'espressione prêt-à-porter, mutuata dalla lingua francese e che …
الدوري الإسكتلندي الدرجة الأولى 2014–15 تفاصيل الموسم دوري كرة القدم الإسكتلندي الدرجة الأولى [لغات أخرى] النسخة 109 البلد المملكة المتحدة التاريخ بداية:9 أغسطس 2014 نهاية:31 مايو 2015 المنظم الدوري الإسكتلندي للمحترفين لكرة القدم البطل هارت أوف ميد…
Villa Milagro VineyardsLocation33 Warren Glen Road, Finesville, New Jersey, USACoordinates40.596326 N, 75.185999 WAppellationWarren Hills AVAFirst vines planted2003Opened to the public2007Key peopleSteve & Audrey Gambino (owners)[1]Acres cultivated11Cases/yr1,500 (2012)Other attractionsTourist train, picnicking permittedDistributionOn-site, NJ farmers' markets, NJ restaurants, home shipmentTastingTastings on weekendsWebsitevillamilagrovineyards.com Villa Milagro Vineyards is a winery…
Thuyết tương đối rộng G μ ν + Λ g μ ν = 8 π G c 4 T μ ν {\displaystyle G_{\mu \nu }+\Lambda g_{\mu \nu }={8\pi G \over c^{4}}T_{\mu \nu }} Dẫn nhập · Lịch sử · Nguyên lý toán họcKiểm chứng Khái niệm cơ sởThuyết tương đối hẹpNguyên lý tương đươngTuyến thế giới · Hình học Riemann Hiệu ứng và hệ quảBài toán Kepler · Th…