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В Википедии есть статьи о других людях с такой фамилией, см. Мунтерс. Карл Мунтерс Дата рождения 22 марта 1897(1897-03-22) Место рождения Järna[d], Вансбро[d], Коппарберг, Швеция Дата смерти 29 марта 1983(1983-03-29)[1] (86 лет) Место смерти Швейцария Страна Швеция Род деятельности и
Cet article est une ébauche concernant une écrivaine française. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Céline KnidlerCéline Knidler à la librairie Un Livre Une Tasse De Thé en Mai 2023BiographieNaissance 1983Nationalité françaiseFormation Université Paris-SorbonneUniversité de ToursActivité Écrivainemodifier - modifier le code - modifier Wikidata Céline Knidler, née le 26 décembre 1983 à...
Cómics especiales para Semana de Acceso Abierto 2012. Banner de internet para la Semana del Acceso Abierto. Pastel para la Semana del Acceso Abierto de 2010 durante las celebraciones en la Universidad de Lincoln, presentando el logotipo del Acceso Abierto.La Semana Internacional del Acceso Abierto es una iniciativa anual que promueve la defensa del acceso abierto, y la difusión del contenido académico centrado en acceso abierto y temas relacionados. Se celebra en muchos lugares del mundo d...
Italia 1998III Campeonato Europeo de Balonmano Masculino BalonmanoDatos generalesSede Italia ItaliaCategoría MasculinoFecha Del 29 de mayo al 7 de junio de 1998Edición IIIOrganizador EHFPalmarésPrimero SueciaSegundo EspañaTercero AlemaniaMejor jugador Daniel StephanDatos estadísticosParticipantes 12Partidos 38Goles 1.879 (49,4 por partido)Mayor anotador Jan Filip (48 goles) Cronología España 1996 Italia 1998 Croacia 2000 Sitio oficial [editar datos en Wikida...
دراغوش غريغوري (بالرومانية: Dragoș Grigore) معلومات شخصية الميلاد 7 سبتمبر 1986 (العمر 37 سنة)فاسلوي، رومانيا الطول 1.85 م (6 قدم 1 بوصة) مركز اللعب قلب دفاع الجنسية رومانيا معلومات النادي النادي الحالي رابيد بوخارست الرقم 21 مسيرة الشباب سنوات فريق 2002–2005 LPS Vaslui المسيرة ا...
For another Bee Gees song that have the same title, see My World. 1967 single by the Bee GeesWorldSingle by the Bee Geesfrom the album Horizontal B-sideSir Geoffrey Saved the WorldReleasedDecember 1967Recorded3, 28 October 1967StudioIBC (London)GenrePsychedelic popLength3:20LabelPolydor (United Kingdom)Songwriter(s) Barry Gibb Robin Gibb Maurice Gibb Producer(s) Robert Stigwood Bee Gees The Bee Gees UK singles chronology Massachusetts (1967) World (1967) Words (1968) Audio sampleWorldfile...
Untuk kegunaan lain, lihat Babka. BabkaBabka PaskahNama lainBobka, baba, kulichJenisKueDaerahPolandia Media: Babka Babka, yang juga dikenal sebagai Kulich (Alfabet Kiril: кулич), adalah sebuah kue manis berragi. Versi Kristen Babka adalah sebuah kue spongy yang berbentuk seperti brioche yang umumnya dibuat di Eropa Tengah dan Eropa Timur. Kue tersebut biasanya dipanggang untuk Minggu Paskah di Polandia, Lithuania, Bulgaria, Makedonia, dan Albania, dan untuk hari-hari raya besar...
خارطة المملكة العربية السعودية يعتبر قطاع الطاقة في السعودية المصدر الأساسي للطاقة عالميا، متمثلا في منتجات النفط والغاز الطبيعي والبتروكيماويات، ويشرف عليه وزارة الطاقة والصناعة والثروة المعدنية، وتتولى شركة أرامكو السعودية عمليات التنقيب والتكرير والأعمال المتعلقة...
Wolken Wolken in 2011 Kunstenaar Raymond Perridon Jaar 1977 Materiaal beton, koper, roestvast staal, staalplaat (geen rvs) Locatie BijlmerweideKantershof, Amsterdam-Zuidoost Portaal Kunst & Cultuur Wolken is een artistiek kunstwerk in Amsterdam-Zuidoost. Het werk van Raymond Perridon (Den Bosch, 1943) bestaat uit een drietal palen waarop een aantal tweedimensionale wolken elkaar kruisen. Het geheel staat op een betonnen fundering in een vijver, in het park Bijlmerweide, nabij...
Academic journalMeasurement Science and TechnologyDisciplineEngineeringLanguageEnglishEdited byAndrew YacootPublication detailsFormer name(s)Journal of Scientific Instruments, Journal of Physics E: Scientific Instruments, Journal of Scientific InstrumentsHistory1923–presentPublisherIOP Publishing (United Kingdom)FrequencyMonthlyOpen accessHybridImpact factor2.046 (2020)Standard abbreviationsISO 4 (alt) · Bluebook (alt1 · alt2)NLM (alt) · M...
Marathi-language biopic series SavitrijotiGenreBiopicDirected byMahesh TilekarStarringSee belowCountry of originIndiaOriginal languageMarathiNo. of episodes205ProductionProducerNitin VaidyaProduction locationsMumbai, Maharashtra, IndiaCamera setupMulti-cameraRunning time22 minutesProduction companyDashami CreationOriginal releaseNetworkSony MarathiRelease6 January (2020-01-06) –26 December 2020 (2020-12-26) Savitrijoti is an Indian Marathi language biopic TV series which aire...
Constituency of the Madhya Pradesh legislative assembly in India HuzurConstituency for the Madhya Pradesh Legislative AssemblyConstituency detailsCountryIndiaRegionCentral IndiaStateMadhya PradeshDistrictBhopalLS constituencyBhopalEstablished2008ReservationNoneMember of Legislative Assembly16th Madhya Pradesh Legislative AssemblyIncumbent Rameshwar Sharma PartyBharatiya Janata Party Huzur is one of the 230 assembly constituencies of Madhya Pradesh. It is a part of Bhopal district and came int...
Flint Public LibraryFlint Public Library Main LibraryLocationFlint Cultural Center, Flint, Michigan, United StatesTypePublic libraryEstablished1851Other informationWebsitefpl.info The Flint Public Library is the public library serving Flint, Michigan. It was founded in 1851, and its current building on the Flint Cultural Center campus was built in 1958. It has hosted the Michigan Storytellers Festival since 1981 and the Julia A. Moore Poetry Contest (to celebrate bad poetry) since 1994. Durin...
City in Minnesota, United States City in Minnesota, United StatesMorrisCityCity of MorrisMorris Carnegie Library, now Stevens County Historical Society MuseumNickname: MotownMotto(s): It starts here., There's More in Morris!Location of Morriswithin Stevens County and state of MinnesotaCoordinates: 45°35′08″N 95°54′17″W / 45.58556°N 95.90472°W / 45.58556; -95.90472CountryUnited StatesStateMinnesotaCountyStevensFounded1871Founded byCharles F. Morris...
Constituency of the Kerala legislative assembly in India ChengannurConstituency for theCollege of Engineering ChengannurConstituency detailsCountryIndiaDistrictAlappuzhaEstablished1957Total electors2,06,858 (2021)ReservationNoneMember of Legislative AssemblyIncumbent Saji Cheriyan PartyCPI(M)Alliance LDFElected year2021 Chengannur State assembly constituency is one of the 140 state legislative assembly constituencies in Kerala state in southern India. It is also one of the 7 state ...
Swedish conscripts in 2008. Conscription1780 caricature of a press gang Related concepts Alternative civilian serviceCivil conscriptionConscientious objectorConscription crisisDraft evasionImpressmentMilitary serviceNational serviceWar resister By historical country Ottoman EmpireRussian EmpireSoviet Union By modern country AustraliaAzerbaijanBermudaBrazilCanadaChinaCongo-Kinshasa (child soldiers)CubaCyprus (reduction)DenmarkEgyptFinlandFranceGermanyGreeceIsraelIranNorth KoreaSouth KoreaLatvi...
American college football season 1906 Army Cadets footballConferenceIndependentRecord3–5–1Head coachHenry Smither (1st season; first game)Ernest Graves Sr. (1st season, final 8 games)CaptainRay HillHome stadiumThe PlainSeasons← 19051907 → 1906 Eastern college football independents records vte Conf Overall Team W L T W L T Princeton – 9 – 0 – 1 Yale – 9 – 0 – 1 Ha...
لمعانٍ أخرى، طالع الحصن (توضيح). 35°34′06″N 139°29′02″E / 35.56833°N 139.48389°E / 35.56833; 139.48389 قلعة تاكيشي أو الحصن احدى جولات المسابقة النوع برنامج مسابقات تأليف تاكيشي كيتانو تقديم تاكيشي كيتانو، وهاياتو تاني بطولة تاكيشي كيتانو، هاياتو تاني البلد الياب...
Mobil Building redirects here. For the New York City building, see Socony–Mobil Building. Office in LA, United States1250 Poydras PlazaGeneral informationTypeOfficeLocation1250 Poydras StreetNew Orleans, LAUnited StatesCoordinates29°57′03″N 90°04′39″W / 29.950696°N 90.077409°W / 29.950696; -90.077409Completed1979HeightAntenna spireN/ARoof342 ft (104 m)Technical detailsFloor count24Design and constructionArchitect(s)3/D International 1250 Poydras...
Triangular array of natural numbers Narayana numberNamed afterTadepalli Venkata NarayanaNo. of known termsinfinityFormula N ( n , k ) = 1 n ( n k ) ( n k − 1 ) {\displaystyle \operatorname {N} (n,k)={\frac {1}{n}}{n \choose k}{n \choose k-1}} OEIS indexA001263Triangle of Narayana In combinatorics, the Narayana numbers N ( n , k ) , n ∈ N + , 1 ≤ k ≤ n {\displaystyle \operatorname {N} (n,k),n\in \mathbb {N} ^{+},1\leq k\leq n} form a triangular arr...