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Fictional character from Sherlock Holmes stories Fictional character Professor MoriartySherlock Holmes characterProfessor James Moriarty, illustration by Sidney Paget which accompanied the original publication of The Final ProblemFirst appearanceThe Final Problem (1893)Created bySir Arthur Conan DoyleIn-universe informationFull nameJames MoriartyOccupationProfessor of mathematics (formerly)Criminal mastermindFamilyOne or two brothers[1]NationalityBritish Professor James Moriarty is a ...

خريطة البلدان التي تحتفظ ببعثات دبلوماسية في جمهورية الصين الشعبية هذه قائمة بالبعثات الدبلوماسية في جمهورية الصين الشعبية. في الوقت الحاضر، تستضيف العاصمة بكين 165 سفارة. ويستثنى من هذه القائمة القنصليات الفخرية والوكالات القنصلية وهونغ كونغ. سفارات في بكين  أفغانستان...

Bourchier knot compilation, Tawstock Church, Devon A heraldic knot (referred to in heraldry as simply a knot) is a knot, unknot, or design incorporating a knot used in European heraldry.[1] While a given knot can be used on more than one family's achievement of arms, the family on whose coat the knot originated usually gives its name to the said knot (the exception being the Tristram knot). These knots can be used to charge shields and crests, but can also be used in badges or as stan...

Opioid analgesic Not to be confused with Dextromethorphan, Dextrorphan, or 3-Methoxymorphinan. LevomethorphanClinical dataDependenceliabilityHighAddictionliabilityHighATC codeNoneLegal statusLegal status AU: S9 (Prohibited substance) BR: Class A1 (Narcotic drugs)[1] CA: Schedule I DE: Anlage I (Authorized scientific use only) UK: Class A US: Schedule II Pharmacokinetic dataElimination half-life3-6 hoursIdentifiers IUPAC name (1R,9R,10R)-4-methoxy-17-methy...

LoucellescomuneLoucelles – Veduta LocalizzazioneStato Francia Regione Normandia Dipartimento Calvados ArrondissementCaen CantoneBretteville-l'Orgueilleuse TerritorioCoordinate49°13′N 0°35′W / 49.216667°N 0.583333°W49.216667; -0.583333 (Loucelles)Coordinate: 49°13′N 0°35′W / 49.216667°N 0.583333°W49.216667; -0.583333 (Loucelles) Superficie3,05 km² Abitanti199[1] (2009) Densità65,25 ab./km² Altre informazioniCod...

State park in Michigan, United States 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) The neutrality of this article is disputed. Relevant discussion may be found on the talk page. Please do not remove this message until conditions to do so are met. (July 2018) (Learn how and when to remove this message) This article is written like a manual or guide. Please help rewrite this article and ...

Сельское поселение России (МО 2-го уровня)Новотитаровское сельское поселение Флаг[d] Герб 45°14′09″ с. ш. 38°58′16″ в. д.HGЯO Страна  Россия Субъект РФ Краснодарский край Район Динской Включает 4 населённых пункта Адм. центр Новотитаровская Глава сельского пос�...

Turkish novelist, academic, and Nobel laureate Orhan PamukPamuk in 2009BornFerit Orhan Pamuk (1952-06-07) 7 June 1952 (age 71)Istanbul, TurkeyOccupationNovelist, screenwriter, Professor of Comparative Literature and Writing (Columbia University)NationalityTurkishPeriod1974–presentGenreNovelSubjectEast–West dichotomy, literature, paintingLiterary movementPostmodern literatureNotable works The White Castle The Black Book My Name Is Red Snow Notable awardsInternational Dublin Literary A...

Australian men's underwear brand 2wink AustraliaCompany typePrivateIndustryFashionFounded2005FounderMark Turner, Eddie Jones.HeadquartersPerth, AustraliaArea servedWorldwideProductsMen's underwearWebsite2wink.com.au 2wink Australia is an Australian men's underwear and swimwear apparel brand based in Perth, Western Australia. The apparel is sold in 30 countries. History 2wink Australia was founded by friends Eddie Jones and Mark Turner in 2005, after being disappointed with other brands of und...

Extinct marsupial genus DiprotodonTemporal range: Pleistocene, 1.77/0.78–0.04 Ma PreꞒ Ꞓ O S D C P T J K Pg N ↓ Diprotodon skeleton cast, MNHN, Paris Illustration of a female Diprotodon with joey and sulphur-crested cockatoo Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Infraclass: Marsupialia Order: Diprotodontia Family: †Diprotodontidae Genus: †Diprotodon Type species Diprotodon optatumOwen, 1838 Synonyms[1] D....

Directly elected legislature of the European Union For the body of the Council of Europe, see Parliamentary Assembly of the Council of Europe. For the upcoming elections, see 2024 European Parliament election. European Parliament Bulgarian: Европейски парламент Croatian: Europski parlament Czech: Evropský parlament Danish: Europa-Parlamentet Dutch: Europees Parlement English: European Parliament Estonian: Euroopa Parlament Finnish: Euroopan parlamentti French: Parlement eu...

Voce principale: UEFA Champions League 2003-2004. Questa voce raccoglie un approfondimento sulle gare della fase a gironi dell'edizione 2003-2004 della UEFA Champions League. UEFA Champions League 2003-2004 - Fase a gironiUEFA Champions League 2003-2004 - Group stage Competizione UEFA Champions League Sport Calcio Edizione 49ª Organizzatore UEFA Partecipanti 32 Statistiche Incontri disputati 96 Cronologia della competizione UCL 2002-2003 GS UCL 2004-2005 GS Manuale Indice 1 Formula 2 S...

This article is about the village of Keadue in County Roscommon. For the townland in County Donegal, see Keadue, County Donegal. Village in Connacht, IrelandKeadue / Keadew Irish: CéideadhVillageKeadue's main streetKeadue / KeadewLocation in IrelandCoordinates: 54°04′05″N 8°11′58″W / 54.0681°N 8.1994°W / 54.0681; -8.1994CountryIrelandProvinceConnachtCountyCounty RoscommonElevation82 m (269 ft)Population (2016)[1]154Time zoneUTC+0 (WE...

هامار City  علمOfficial seal of هامارشعارالشعار الرسمي ل هامارHedmark within Norway Hamar within Hedmark الإحداثيات 60°47′57″N 11°3′22″E / 60.79917°N 11.05611°E / 60.79917; 11.05611 تاريخ التأسيس 1848[1]  تقسيم إداري  البلد النرويج  مقاطعات النرويج هدمارك  Municipality ID أيزو 3166-2:NO Administrative centre Hamar ا�...

American politician, nurse, and activist (born 1976) Cori BushMember of the U.S. House of Representativesfrom Missouri's 1st districtIncumbentAssumed office January 3, 2021Preceded byLacy Clay Personal detailsBorn (1976-07-21) July 21, 1976 (age 47)St. Louis, Missouri, U.S.Political partyDemocraticOther politicalaffiliationsDemocratic Socialists of America[a]SpouseCortney Merritts (m. 2023)Children2EducationLutheran School of NursingWebsiteHouse website Cori Bush'...

Gondal kacamata Phocoena dioptrica Subadult female spectacled porpoiseSize compared to an average humanStatus konservasiRisiko rendahIUCN41715 TaksonomiKelasMammaliaOrdoArtiodactylaSuperfamiliDelphinoideaFamiliPhocoenidaeGenusPhocoenaSpesiesPhocoena dioptrica (Lahille, 1912) Tata namaSinonim taksonAustralophocaena dioptricaProtonimPhocaena dioptrica DistribusiSpectacled porpoise range Gondal kacamata ( Phocoena dioptrica ) merupakan gondal berukuran kecil hingga sedang yang berasal dari Samud...

Australian rugby league series 2000 State of Origin seriesWon by New South Wales (9th title)Series margin3-0Points scored146Attendance159,074 (ave. 53,025 per match)Top points scorer(s) Ryan Girdler (52)Top try scorer(s) Ryan Girdler (5) ← 1999 State of Origin series 2001 → The 2000 State of Origin series was the 19th year that the annual three-game series between the Queensland and New South Wales representative rugby league football teams was played entirely under 'state of origin'...

القزم الأسود أو القزم المعتِم هو بقايا نجم نسق أساسي ينشأ عندما يبرد القزم الأشعل بشكل كبير ولا يرسل حرارة أو ضوء لمسافة كبيرة. وقدر الزمن اللازم لتحول القزم الأشعل إلى قزم معتِم بأنه أكبر من عمر الكون الحالي والمقدر 13.7 مليار سنة. لذلك لا يتوقع وجود أقزام معتِمة في الكون حا�...

System of interacting nucleons Nuclear physics Nucleus Nucleons p n Nuclear matter Nuclear force Nuclear structure Nuclear reaction Models of the nucleus Liquid drop Nuclear shell model Interacting boson model Ab initio Nuclides' classification Isotopes – equal Z Isobars – equal A Isotones – equal N Isodiaphers – equal N − Z Isomers – equal all the above Mirror nuclei – Z ↔ N Stable Magic Even/odd Halo Borromean Nuclear stability Binding energy p–n ratio Drip ...

NHK紅白歌合戦 > 第62回NHK紅白歌合戦 第62回NHK紅白歌合戦 会場のNHKホールジャンル 大型音楽番組司会者  総合  阿部渉 紅組  井上真央 白組  嵐（大野智、櫻井翔、相葉雅紀、二宮和也、松本潤）出演者 #出場歌手および#ゲスト出演者の節を参照オープニング 菅野よう子「1231」エンディング 「蛍の光」製作制作 日本放送協会【放送媒体：総合�...