الدورى الفنلندى الممتاز 2002
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كامدن تاون الإحداثيات 51°32′28″N 0°08′36″W / 51.541°N 0.1433°W / 51.541; -0.1433 تقسيم إداري البلد المملكة المتحدة[1][2] التقسيم الأعلى لندن بورو كامدن معلومات أخرى NW1NW5 رمز جيونيمز 3345437 الموقع الرسمي الموقع الرسمي تعديل مصدري - تعديل كامدن تاو
Agricultural school in Athens, Greece Agricultural University of AthensΓεωπονικό Πανεπιστήμιο ΑθηνώνLogo of the Agricultural University of AthensLatin: Universitas Αgriculturae AtheniensisTypePublicGreece University SystemHigher Education InstitutionEstablished1920ChancellorSpyridon KintziosVice-ChancellorSerko Haroutounian Iordanis Chatzipavlidis Stavros ZografakisLocationAthens, Attica, GreeceCampus250,000 m²Websitewww.aua.gr The Agricultural University of Athen...
For other uses, see It's not easy being green (disambiguation). This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: It's Not Easy Being Green – news · newspapers · books · scholar · JSTOR (October 2014) (Learn how and when to remove this template message) British TV series or programme It's Not Easy Being G...
Paraguayan footballer (born 1971) In this Spanish name, the first or paternal surname is Gamarra and the second or maternal family name is Pavón. Carlos Gamarra Gamarra in 2019Personal informationFull name Carlos Alberto Gamarra Pavón[1]Date of birth (1971-02-17) 17 February 1971 (age 52)Place of birth Ypacaraí, ParaguayHeight 1.80 m (5 ft 11 in)Position(s) Centre backSenior career*Years Team Apps (Gls)1991–1992 Cerro Porteño 35 (2)1992–1993 Indepen...
Japanese automobile Not to be confused with Dodge Lancer. Motor vehicle Mitsubishi Lancer2007–2009 Mitsubishi Lancer VR sedan (Australia)OverviewManufacturerMitsubishi MotorsProductionFebruary 1973 – August 2017 (worldwide)[1]1991–2023 (Taiwan and China) [2]Body and chassisClassSubcompact car (1973–1995)Compact car (1996–present)LayoutFront-engine, rear-wheel-drive (1973–1987)Front-engine, front-wheel-drive (1982–present)Front-engine, four-wheel-drive (2007–201...
Australian filmmaker In this Chinese name, the family name is Wan. James WanWan in 2019Born (1977-02-26) 26 February 1977 (age 46)Kuching, Sarawak, MalaysiaNationalityAustralian[1]Alma materRMIT University (B.A., 1998)OccupationsFilm directorscreenwriterfilm producerfilm editorcomic book writerYears active1998–presentSpouse Ingrid Bisu (m. 2019)Chinese nameTraditional Chinese溫子仁Simplified Chinese温子仁TranscriptionsStandard...
Emilie SchenklEmilie Schenkl bersama dengan Subhas Chandra BoseLahirEmilie Schenkl(1910-12-26)26 Desember 1910MeninggalMaret 1996Suami/istriSubhas Chandra Bose (m. 1937) Emilie Schenkl (26 Desember 1910 – Maret 1996), adalah istri,[1] atau rekan,[2] dari Subhas Chandra Bose—seorang pemimpin utama dari nasionalisme India—dan ibu dari putri mereka, Anita Bose Pfaff.[1][3] Kehidupan awal Emilie Schenkl lahir di Vienna pada 26 Desember 1910 dalam sebuah kelua...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (فبراير 2019) شريان تحت الترقوة أيسر تفاصيل يتفرع من قوس الأبهر نوع من شريان تحت الترقوة[1] FMA 4694 UBERON ID 0001584 [عدل في ويكي بيانات ] تعديل مصدري - تعديل
Takahiko Ota (太田 貴彦code: ja is deprecated , Ōta Takahiko), terlahir sebagai Takeshi Ota (太田 毅code: ja is deprecated , Ōta Takeshi) (lahir 1 Februari 1963) adalah aktor asal Jepang. Penggemar memanggilnya sebagai Naoto Ota (太田 直人code: ja is deprecated , Ōta Naoto). Dia dikenal dengan peran-perannya dalam serial tokusatsu dan drama: sebagai Shingo Takasugi / Green Two dalam serial Super Sentai Choudenshi Bioman. Filmografi Drama televisi Serial Shounen Drama / Dakara Se...
Максимова Антоніна Михайлівна Дата народження 25 жовтня 1916(1916-10-25)Місце народження Тула, Російська імперіяДата смерті 7 жовтня 1986(1986-10-07) (69 років)Місце смерті Москва, СРСРПоховання Долгопрудненське кладовищеГромадянство СРСР Російська імперія Російська СФРРПро...
В Википедии есть статьи о других людях с такой фамилией, см. Марченко; Марченко, Алексей. Алексей Пахомович Марченко Дата рождения 20 октября 1938(1938-10-20) Место рождения Беткудук, Уланский район, Восточно-Казахстанская область, Казахская ССР, СССР Дата смерти 28 ноября 2017(...
OranjestadKota prajaPantai di Lower Town.Lokasi Oranjestad di pulau Sint EustatiusKoordinat: 17°29′N 62°59′W / 17.483°N 62.983°W / 17.483; -62.983Koordinat: 17°29′N 62°59′W / 17.483°N 62.983°W / 17.483; -62.983NegaraBelandaWilayah administratifSint EustatiusZona waktuUTC-4 (AST)IklimAw Mercusuar Oranjestad Lokasi OranjestadSint Eustatius Koordinat 17°29′01.7″N 62°59′13.1″W / 17.483806°N 62.986972°W...
Sporting event delegationChina at the2024 Summer OlympicsIOC codeCHNNOCChinese Olympic CommitteeWebsitewww.olympic.cn (in Chinese and English)in Paris, France26 July 2024 (2024-07-26) – 11 August 2024 (2024-08-11)Competitors230 in 23 sportsMedals Gold 0 Silver 0 Bronze 0 Total 0 Summer Olympics appearances (overview)19521956–198019841988199219962000200420082012201620202024Other related appearances Republic of China (1924–1948) The People's Re...
Грацско-Амштеттинская наступательная операцияОсновной конфликт: Великая Отечественная война Дата 15 апреля — 9 мая 1945 года Место Восточная и Центральная Австрия Итог Победа СССР Противники Германия Венгрия СССР Болгария Командующие Лотар Рендулич Ф. И. Толбухин В....
Japanese OVA series 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 needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Tenchi Muyo! War on Geminar – news · newspapers · books · scholar · JSTOR (March 2010) ...
Brand of soft drink This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (August 2022) (Learn how and when to remove this template message) This article needs additional citations for verification. Pleas...
Este artigo não cita fontes confiáveis. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW • CAPES • Google (N • L • A) (Junho de 2019) Duque de Wellington Duque de Wellington Pariato Inglaterra Criação Jorge III da Grã-Bretanha1814 Ordem Nobreza Titulada Tipo Hereditário 1.º Titular Arthur Wellesley, 1.º Duque de Wellington Linhagem Casa de Stuart Títulos Subsidiár...
Any of several styles of historic handwriting This article is about the European style of writing. For the Chinese style of calligraphy, see Clerical script. English chancery hand. Facsimile letter from Henry V of England, 1418. The term chancery hand can refer to either of two distinct styles of historical handwriting. A chancery hand was at first a form of handwriting for business transactions that developed in the Lateran chancery (the Cancelleria Apostolica) of the 13th century, then spre...
1989–90 concert tour by Aerosmith Pump TourTour by AerosmithAssociated albumPumpStart dateOctober 18, 1989 (1989-10-18)End dateOctober 15, 1990 (1990-10-15)Legs9No. of shows164Aerosmith concert chronology Permanent Vacation Tour(1987–1988) Pump Tour(1989–1990) Get a Grip Tour(1993–1994) The Pump Tour was a concert tour by American rock band Aerosmith that lasted twelve months, from mid-October 1989 to mid-October 1990. The tour was put on in support of th...
Primo de FermatNombrado por Pierre de FermatNo. de términos conocidos 5No. conjeturado de términos 5Subsecuencia de Números de FermatPrimeros términos 3, 5, 17, 257, 65537Mayor término conocido 65537índice OEIS A019434[editar datos en Wikidata] Un número de Fermat, nombrado en honor a Pierre de Fermat, quien fue el que formuló e investigó estos números, es un número natural de la forma: F n = 2 2 n + 1 {\displaystyle F_{n}=2^{2^{n}}+1} donde n es natural. De particular in...