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GCR Class 11ELNER Class D10No. 2652 Edwin A. Beazley at Northwich MPD in 1947Type and originPower typeSteamDesignerJohn G. RobinsonBuilderGCR, at Gorton WorksBuild date1913Total produced10SpecificationsConfiguration: • Whyte4-4-0 • UIC2'Bh2Gauge4 ft 8+1⁄2 in (1,435 mm)Leading dia.3 ft 6 in (1,070 mm)Driver dia.6 ft 9 in (2,060 mm)Wheelbase48 ft 8+1⁄2 in (14,846 mm)Length58 ft 11+1…
Professional association football league in Algeria Football leagueAlgerian Ligue Professionnelle 1الرابطة الجزائرية المحترفة الأولى لكرة القدمOrganising bodyLFP (FAF)Founded1904[1] 21 October 1962 officially24 September 2010 with current formatCountryAlgeriaConfederationCAF (Africa)Number of teams16Level on pyramid1Relegation toLigue 2Domestic cup(s)Algerian CupAlgerian Super CupLeague cup(s)Algerian League CupInternational cup(s)Champions LeagueCo…
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「アプリケーション」はこの項目へ転送されています。英語の意味については「wikt:応用」、「wikt:application」をご覧ください。 この記事には複数の問題があります。改善やノートページでの議論にご協力ください。 出典がまったく示されていないか不十分です。内容に関する文献や情報源が必要です。(2018年4月) 古い情報を更新する必要があります。(2021年3月)出典…
Pour les articles homonymes, voir diamètre et angulaire. « rayon angulaire » redirige ici. Pour les autres significations, voir rayon. Diamètre apparent d'un astre observé à l'œil nu. La taille apparente, ou taille angulaire ou diamètre apparent ou diamètre angulaire d'un objet vu à distance est la distance angulaire entre ses points extrêmes au point d'observation, c'est-à-dire l'angle entre les droites qui relient les extrémités de l'objet et l'observateur. On peut reli…
Artikel ini perlu dikembangkan agar dapat memenuhi kriteria sebagai entri Wikipedia.Bantulah untuk mengembangkan artikel ini. Jika tidak dikembangkan, artikel ini akan dihapus. SMK Negeri 7 YogyakartaInformasiJenisKejuruanAkreditasiAStatusNegeriAlamatLokasiGowongan Kidul JT III/416 Yogyakarta, Yogyakarta, Daerah Istimewa Yogyakarta, IndonesiaTel./Faks.(0274) 512403Situs webhttp://www.smkn7jogja.sch.id/Moto Sekolah Menengah Kejuruan (SMK) Negeri 7 Yogyakarta adalah salah satu Sekolah Menenga…
Canadian radio broadcasting company Not to be confused with Golden West Broadcasters, former owner of Los Angeles television station KTLA. Golden West Broadcasting Ltd.Company typePrivateIndustryMediaFoundedAltona, Manitoba (1957)HeadquartersAltona, ManitobaArea servedWestern CanadaKey peopleElmer Hildebrand (CEO & President)Brett Adnum (COO)ProductsMedia, BroadcastingOwnerElmer HildebrandWebsitegoldenwest.ca Golden West Broadcasting Ltd.[1] is a Canadian radio and digital media comp…
For other uses, see M43. This Army illustration shows the exterior and interior of the M43 The M43 BZ cluster bomb, or simply M43 cluster bomb, was a U.S. chemical cluster bomb intended to deliver the incapacitating agent known as BZ. The weapon was produced in the early 1960s and all stocks of U.S. BZ were destroyed by 1989. History The United States Army re-evaluated its chemical and biological weapons programs in 1961.[1] This re-evaluation led to a renewed focus on an incapacitating …
Human settlement in EnglandBurndenManchester Road, BurndenBurndenLocation within Greater ManchesterOS grid referenceSD727075Metropolitan boroughBoltonMetropolitan countyGreater ManchesterRegionNorth WestCountryEnglandSovereign stateUnited KingdomPost townBoltonPostcode districtBL3Dialling code01204PoliceGreater ManchesterFireGreater ManchesterAmbulanceNorth West UK ParliamentBolton South East List of places UK England Greater Manchester 53°33′50″N 2°…
Группа ОТП (OTP Group) Листинг на бирже BSE: OTPBSE: OTP LSE: OTPD Год основания 1949 год[1] Расположение Венгрия: Будапешт Ключевые фигуры Шандор Чани (Csányi Sándor, президент)[1] Антал Понграч (вице-президент и генеральный директор) Активы 51,1 млрд долларов США (2018)[2] Собственный ка…
Intent and actions of an individual influence the future of that individual This article is about the Indian religious concept. For other uses, see Karma (disambiguation). Endless knotEndless knot on Nepalese temple prayer wheelKarma symbols such as the endless knot (above) are common cultural motifs in Asia. Endless knots symbolize interlinking of cause and effect, a karmic cycle that continues eternally. The endless knot is visible in the center of the prayer wheel. Part of a series onSpiritua…
Bilateral relationsCroatia-North Macedonia relations Croatia North Macedonia Croatia–North Macedonia relations are foreign relations between Croatia and North Macedonia. Two countries established diplomatic relations on 30 March 1992.[1] Croatia is represented in North Macedonia via its Embassy in Skopje and honorary consul in Strumica while North Macedonia is represented in Croatia via its Embassy and the Cultural and Informational Center in Zagreb as well as consulate in Rijeka and h…
Racial stereotype used in politics Not to be confused with Angry young men. For the book about racism in the UK, see Angry White People. The angry white male or angry white man is a pejorative racial stereotype of white men holding conservative or right-wing views in the context of U.S. and Australian politics, often characterized by opposition to liberal anti-discriminatory or gender policies and beliefs.[1][2] The term is usually applied to white men from the United States and …
Citrus fruit and plant Iyokan Iyokan Scientific classification Kingdom: Plantae (unranked): Angiosperms (unranked): Eudicots (unranked): Rosids Order: Sapindales Family: Rutaceae Genus: Citrus Species: Citrus × iyo Iyokan for sale in Japan. The iyokan (伊予柑 - Citrus × iyo), also known as anadomikan (穴門みかん) and Gokaku no Iyokan,[1] is a Japanese citrus fruit, similar in appearance to a mandarin orange, with Dancy as the pollen parent and Kaikokan as the seed parent.[2…
List of events ← 1891 1890 1889 1892 in the United States → 1893 1894 1895 Decades: 1870s 1880s 1890s 1900s 1910s See also: History of the United States (1865–1918) Timeline of United States history (1860–1899) List of years in the United States 1892 in the United States1892 in U.S. states States Alabama Arkansas California Colorado Connecticut Delaware Florida Georgia Idaho Illinois Indiana Iowa Kansas Kentucky Louisiana Maine Maryland Massachusetts Michigan Minnesota Mississipp…
الثابت الرياضياتي أو الرياضي (بالإنجليزية: Mathematical constant) هو عدد حقيقي (غالبًا) ينشأ بشكل طبيعي في الرياضيات. يفيد الثابت الرياضي في التعبير عن قيمة غير متغيرة. يستخدم هذا المصطلح في الرياضيات والفيزياء على حد سواء، ولكن يختلف المعنى في المجالين كما تختلف طريقة المنشأ لكل منه…
Class of jawed cartilaginous fishes Cartilaginous fishesTemporal range: 439–0 Ma PreꞒ Ꞓ O S D C P T J K Pg N Early Silurian (Aeronian) - Present Example of cartilaginous fishes: Elasmobranchii at the top of the image and Holocephali at the bottom of the image. Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Subphylum: Vertebrata Infraphylum: Gnathostomata Clade: Eugnathostomata Class: ChondrichthyesHuxley, 1880 Living subclasses and orders Subclass Elasm…
الرابطة التونسية المحترفة الأولى 2005–06 تفاصيل الموسم 2005–06 النسخة 51 البلد تونس التاريخ بداية:31 يوليو 2005 نهاية:16 أبريل 2006 المنظم الجامعة التونسية لكرة القدم البطل الترجي الرياضي التونسي (20) مباريات ملعوبة 182 عدد المشاركين 14 أهداف مسجلة 356 معدل الأهداف 1.96 ال…
Grand Prix Jepang 2008 Lomba ke-16 dari 18 dalam Formula Satu musim 2008← Lomba sebelumnyaLomba berikutnya → Detail perlombaan[1][2]Tanggal 12 Oktober 2008Nama resmi 2008 Formula 1 Fuji Television Japanese Grand PrixLokasi Fuji Speedway, Oyama, Sunto District, Shizuoka, JapanSirkuit Permanent racing facilityPanjang sirkuit 4.563 km (2.835[3] mi)Jarak tempuh 67 putaran, 305.416 km (189.780[3] mi)Cuaca Berawan dengan temperatur hingga 17 …
Come leggere il tassoboxAbramideStato di conservazioneRischio minimo[1] Classificazione scientificaDominioEukaryota RegnoAnimalia PhylumChordata ClasseActinopterygii OrdineCypriniformes FamigliaCyprinidae GenereAbramis SpecieA. brama Nomenclatura binomialeAbramis bramaLinnaeus, 1758 Sinonimi Abramis argyreus Abramis media Abramis microlepidotus Cyprinus brama Abramis brama brama Nomi comuni Abramide comune, breme Differenza fra l'occhio e la testa di Blicca bjoerkna (a sinistra…