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العلاقات النمساوية الناوروية النمسا ناورو النمسا ناورو تعديل مصدري - تعديل العلاقات النمساوية الناوروية هي العلاقات الثنائية التي تجمع بين النمسا وناورو.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة النم
Schweden Rasmus Dahlin Geburtsdatum 13. April 2000 Geburtsort Trollhättan, Schweden Größe 189 cm Gewicht 83 kg Position Verteidiger Nummer #26 Schusshand Links Draft NHL Entry Draft 2018, 1. Runde, 1. PositionBuffalo Sabres Karrierestationen bis 2015 HC Lidköping 2015–2018 Frölunda HC seit 2018 Buffalo Sabres Rasmus Dahlin (* 13. April 2000 in Trollhättan) ist ein schwedischer Eishockeyspieler, der seit Juli 2018 bei den Buffalo Sabres in der National Hockey League unter Ve...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) جوشوا روبرتس معلومات شخصية الميلاد 17 يوليو 1986 (37 سنة) إبسوتش مواطنة أستراليا الحياة العملية المهنة لاعب كرة قاعدة، ولاعب دوري الرغبي اللغات ...
?Chlamyphorus truncatus Охоронний статус Даних недостатньо (МСОП 3.1)[1] Біологічна класифікація Домен: Ядерні (Eukaryota) Царство: Тварини (Animalia) Тип: Хордові (Chordata) Підтип: Черепні (Craniata) Надклас: Щелепні (Gnathostomata) Клас: Ссавці (Mammalia) Підклас: Звірі (Theria) Інфраклас: Плацентарні (Eutheria) Надр
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Maret 2023. Mukaab (Arab: مكعب[butuh rujukan]) adalah proyek arsitektur Arab Saudi yang diusulkan untuk membangun gedung pencakar langit berbentuk kubus raksasa di Riyadh yang secara volumetrik dapat menampung dua puluh Gedung Empire State. Berkas:Cu...
Фузилер 3-го Морського полку (зимова форма; ліворуч) і матрос Гвардійського екіпажу (зимова форма), з серії «Російська армія в 1812 році». Морські полки — частини морської піхоти, що існували на Російському імперському флоті з 1803 по 1811 роки, а після в Російській імперській а
Argentine politician Rosana BertoneRosana Bertone in 2016National DeputyIncumbentAssumed office 10 December 2019ConstituencyTierra del FuegoIn office10 December 2001 – 10 December 2013ConstituencyTierra del FuegoGovernor of Tierra del Fuego, Antarctica and Southern Atlantic IslandsIn office10 December 2015 – 10 December 2019Vice GovernorJuan Carlos ArcandoPreceded byFabiana RíosSucceeded byJuan Carlos ArcandoNational SenatorIn office10 December 2013 – 10 ...
Company based in Latvia MÁDARA CosmeticsTypeLimited companyIndustryCosmeticsFoundedJuly 28, 2006HeadquartersMarupe, LatviaProductsBody lotion, Balm, Skin careNumber of employees180Websitewww.madaracosmetics.com MADARA Cosmetics also known as MÁDARA, is a Latvian manufacturer of organic skin care, hair care and baby care products. The ingredients include biologically certified blossoms and herbal extracts from the Northern and Baltic region.[1] The brand name MADARA is the Latvian na...
Sebuah taman kantong di Yogyakarta. Taman kantong (juga disebut taman saku) adalah taman kecil yang dapat dimasuki oleh masyarakat umum. Meskipun letak, unsur, dan penggunaan taman kantong sangat beragam, ciri umum dari taman ini adalah ukurannya yang kecil dibandingkan dengan jenis taman umum lainnya.[1] Biasanya taman kantong berukuran lebih kecil dari satu hektar.[2] Taman kantong dapat berada di perkotaan, pinggiran kota, atau pedesaan, tetapi biasanya muncul di daerah per...
2016 documentary film directed by Kahane Cooperman Joe's ViolinDirected byKahane CoopermanProduced byKahane CoopermanRaphaela NeihausenCinematographyBob RichmanEdited byAmira DughriAndrew SaundersonMusic byGary MeisterProductioncompanyLucky Two ProductionsDistributed byThe New YorkerRelease date April 14, 2016 (2016-04-14) (Tribeca) Running time24 MinutesCountryUnited StatesLanguageEnglish Joe's Violin is a 2016 American short documentary film directed by Kahane Cooperman, ...
Austrian video game publisher JoWooD Entertainment AGFormerlyJoWooD Productions Software GmbH (1995–2000)JoWooD Productions Software AG (2000–2009)TypePublicIndustryVideo gamesFounded1995; 28 years ago (1995)FoundersAndreas ToblerHans SchilcherDefunctJune 2011 (2011-06)FateBankruptcyHeadquartersRottenmann, AustriaProductsGothic seriesSpellForce seriesThe Guild and The Guild 2AquaNox seriesNeighbours from HellSki Racing seriesSubsidiariesDreamCatcher Interactive...
Miss Heritage 2014Miss Heritage 2014DateDecember 20, 2014VenueJohannesburg, South Africa[1]Entrants42Placements10DebutsAlgeria, Angola, Bangladesh, Belarus, Belgium, Benin, Brazil, Bulgaria, Canada, Ethiopia, Egypt, Guadeloupe, Haiti, Indonesia, Ivory Coast, Kenya, Mauritius, Morocco, Myanmar, New Zealand, Paraguay, Philippines, Portugal, Rwanda, Spain, Swaziland, Thailand, Uganda, United StatesWithdrawalsPakistanWinnerOdessa Mae Tadaya Philippines← 20132015 → Mi...
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: Scottish Asians – news · newspapers · books · scholar · JSTOR (July 2007) (Learn how and when to remove this template message) Scottish Asian (Asian-Scottish or Asian-Scots) is a term defined within the 2011 Scottish census as including people of Bangladeshi, C...
Chromone Names IUPAC name Chromen-4-one Preferred IUPAC name 4H-1-Benzopyran-4-one Other names 4-Chromone; 1,4-Benzopyrone; 4H-Chromen-4-one; Benzo-gamma-pyrone; 1-Benzopyran-4-one; 4H-Benzo(b)pyran-4-one Identifiers CAS Number 491-38-3 Y 3D model (JSmol) Interactive image ChEBI CHEBI:72013 N ChEMBL ChEMBL13311 N ChemSpider 9866 N ECHA InfoCard 100.007.035 PubChem CID 10286 UNII 20C556MJ76 Y CompTox Dashboard (EPA) DTXSID40197680 InChI InChI=1S/C9H6O2/c10-8-5-6-11-9-4...
Street in Yerevan, Armenia Aram StreetAram Street in the 1920sNative nameԱրամի Փողոց (Armenian)Former name(s)Tsarskaya Street (1837-1919)Aram Manukian Street (1919-1921)Spandaryan Street (1921-1991)Length1.2 km (0.75 mi)Width10 metresLocationKentron district Yerevan, ArmeniaConstructionInauguration1837 Aram Street (Armenian: Արամի Փողոց), is a street at the central Kentron district of the Armenian capital Yerevan, named after Aram Manukian; the leader of the...
Family of flowering plants BurmanniaceaeTemporal range: Late Cretaceous - Recent 85–0 Ma PreꞒ Ꞓ O S D C P T J K Pg N Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Monocots Order: Dioscoreales Family: BurmanniaceaeBlume[1] Genera See text Range of Burmanniaceae Synonyms Burmanniae Burmanniaceae is a family of flowering plants, consisting of 99 species of herbaceous plants in eight genera.[2] Description These pl...
English actor (born 1986) For the singer with the band Triple 8, see Jamie Bell (singer). Jamie BellBell at the 2019 BerlinaleBornAndrew James Matfin Bell (1986-03-14) 14 March 1986 (age 37)Billingham, County Durham, EnglandOccupationActorYears active2000–presentSpouses Evan Rachel Wood (m. 2012; div. 2014) Kate Mara (m. 2017)Children3 Andrew James Matfin Jamie Bell (born 14 March 1986) is an Englis...
Family of Israeli ballistic missiles Jericho (Hebrew: יריחו, romanized: Yericho) is a general designation given to a loosely-related family of deployed ballistic missiles developed by Israel since the 1960s. The name is taken from the first development contract for the Jericho I signed between Israel and Dassault in 1963, with the codename as a reference to the Biblical city of Jericho. As with most Israeli unconventional weapons systems, exact details are classified, though there a...
Greek sprinter Panagiotis SarrisPanagiotis Sarris in Helsinki, 2005Personal informationBorn (1975-09-14) 14 September 1975 (age 48)SportCountry GreeceSportAthleticsEvent(s)200m, 100m ,400mAchievements and titlesPersonal best(s)20.48 sec, 10.17 sec, 46.37 sec (45.08 sec 3rd leg relay WC 2003) Medal record Mediterranean Games 2001 Rades 200 metres Panagiotis Sarris (born 14 September 1975) is a retired Greek sprinter who specialized in the 200 metres. He won the bronze medal at the 20...
この項目では、数学について説明しています。プログラミング言語については「演算子の結合性(英語版)」をご覧ください。 数学における結合性(けつごうせい、英: associative property[1],associativity)は、一部の二項演算がもつ性質である。演算が結合的であるための必要十分条件を結合法則(けつごうほうそく、英: associative law; 結合律、結合則)という。...