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Гренландская экспедиция Нансена Участники экспедиции во время перехода через ледник Страна Норвегия Дата начала 2 мая 1888 Дата окончания 30 мая 1889 Руководитель Фритьоф Нансен Состав 6 членов экспедиции, включая Отто Свердрупа Маршрут      Предполагаемый первон

У Вікіпедії є статті про інших людей із прізвищем Аршинов. Аршинов Микола МиколайовичНародження 1887Суми, Харківська губернія, Російська імперіяСмерть 1957  Льгов, Курська область, РРФСР, СРСРКраїна  Російська імперія Українська РСР СРСРЖанр пейзаж і натюрмор

Хосе Наполіс Загальна інформаціяПовне ім'я Хосе Анхель Наполес (исп. Jose Angel Napoles)Прізвисько Масло (исп. Mantequilla)Громадянство Куба МексикаНародився 13 квітня 1940Сантьяго-де-Куба, КубаПомер 16 серпня 2019 (79 років)Мехіко, МексикаВагова категорія легка, 1-а напівсередня, напівсередн...

Perhitungan awal diameter CoC (indistinctness) oleh T.H. pada tahun 1866. Lingkaran gamang (en:Circle of confusion, CoC atau disk of confusion, circle of indistinctness, blur circle, blur spot) adalah sebuah lingkaran citra pada bidang fokal yang terbentuk oleh kerucut (en:cone) proyeksi lensa yang tidak sempurna karena objek berada relatif jauh dari bidang fokus. Sebelum populer dalam bidang fotografi, konsep lingkaran gamang diperkenalkan oleh Henry Coddington pada tahun 1829 dalam A Treati...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (ديسمبر 2020) أندريس برينك معلومات شخصية الميلاد 21 يوليو 1877  سومرست ويست  الوفاة 17 أكتوبر 1947 (70 سنة)   بريتوريا  مواطنة جنوب إفريقيا  الحياة العملية المهنة سياس

International organization Commonwealth Games FederationPredecessorBritish Commonwealth Games FederationFormation1932; 91 years ago (1932)as British Empire Games FederationTypeSports federationHeadquartersLondon, EnglandMembership 72 member associations[1]Official language English[2]PresidentDame Louise Martin[3]Vice Presidents Bruce Robertson[4] Chris Jenkins[5] Kereyn Smith[6]PatronKing Charles III[7]Vice-PatronThe Du...

Russian writer For her present-day distant cousin of the same name, see Alexandra Tolstoy. 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: Alexandra Tolstaya – news · newspapers · books · scholar · JSTOR (May 2014) (Learn how and when to remove this template message) Alexandra Lvovna TolstayaAlexandra with h...

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 Januari 2023. Katak Parasut Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Amphibia Ordo: Anura Famili: Hylidae Genus: Litoria Spesies: L. pterodactyla Nama binomial Litoria pterodactylaOliver, Günther, Mumpuni, dan Richards, 2019 Katak Parasut a...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (سبتمبر 2018) نموذج لمملحة. المِمْلَحَة (الجمع: مِمْلَحَات، مَمَالِح) هي وعاء يستخدم لحفظ الملح، ليكون من السهل ضغطه ووضعه في الأطباق. وهي تصنع من مواد عديدة، ولكن بصفة عا...

This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (October 2018) (Learn how and when to remove this template message) CSIR - National Institute for Interdisciplinary Science and Technology (NIST)നാഷണൽ ഇൻസ്റ്റിറ്റ്യൂട്ട് ഫോർ ഇന്റർ ഡിസിപ്ലിനറി സയൻസ് ആൻഡ് ടെക...

建議将阿拉巴马悖论併入此條目或章節。（討論） 政治主題的一部分選舉／投票制度 多數／複數制 多數制 領先者當選 不可轉移單票制 有限投票制 全票制 總選票 多輪選舉制 两轮选举制 多輪絕對多數制 排名投票制 排序複選制 權變投票制（英语：Contingent vote） 庫姆斯法（英语：Coombs' method） 孔多塞投票法 科普蘭法（英语：Copeland's method） 道格森法（英语：Dodgson's method）...

1947 film by W. Lee Wilder The PretenderTheatrical release posterDirected byW. Lee WilderWritten byDon MartinDoris MillerProduced byW. Lee WilderStarringAlbert DekkerCatherine CraigCharles DrakeAlan CarneyCinematographyJohn AltonEdited byJohn F. Link Sr.Asa Boyd ClarkMusic byPaul DessauProductioncompanyW. Lee Wilder ProductionsDistributed byRepublic PicturesRelease date August 13, 1947 (1947-08-13) (United States) Running time69 minutesCountryUnited StatesLanguageEnglish Th...

1869, Second issue stamp from Antioquia. Antioquia was one of the states in the original United States of Colombia, and is now a department in the northwest of the Republic of Colombia. Prior to the constitution of 1886, Antioquia and the other states were sovereign governments in their own right, and even afterwards retained some rights, such as the management of finances. Postage stamps Antioquia became a sovereign state in 1858, by recognition as Estado de la Federación in the constitutio...

Министерство охраны природы Туркменистана Государство  Туркменистан Министерство охраны природы Туркменистана (туркм. Türkmenistanyñ tebigaty goramak ministrligi) — упразднённый орган исполнительной власти, осуществлявший государственное управление и единую государственную пол�...

Intersection of Armitage Av and Halsted St The Armitage-Halsted District is a historic district in the Lincoln Park community area of Chicago, Illinois, United States. The district was built between 1870 and 1930 by various architects. It was designated a Chicago Landmark on February 5, 2003.[1] References ^ Armitage-Halsted District. City of Chicago Department of Planning and Development, Landmarks Division. 2003. Retrieved June 26, 2007. vteChicago Landmark districtsNational Histori...

American actor (1939–2023) Mark MargolisMargolis at the premiere of Noah in 2014Born(1939-11-26)November 26, 1939Philadelphia, Pennsylvania, U.S.DiedAugust 3, 2023(2023-08-03) (aged 83)New York City, U.S.Alma materTemple UniversityActors StudioOccupationActorYears active1960s–2023Spouse Jacqueline Petcove ​(m. 1962)​Children1 Mark Margolis (/mɑːrˈɡoʊlɪs/, mar-GOH-liss; November 26, 1939 – August 3, 2023) was an American actor, best known...

This article is about the court superseded in 1800. For the current highest court in Iceland, see Supreme Court of Iceland. 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: High Court Iceland – news · newspapers · books · scholar · JSTOR (November 2019) (Learn how and when to remove this template message...

Apartment building in Sri Lanka One Galle FaceLocation in central ColomboGeneral informationTypeMixed-useLocation1A, Centre Road, Galle Face, Colombo 02, Sri LankaCoordinates06°55′40″N 79°50′41″E / 6.92778°N 79.84472°E / 6.92778; 79.84472Completed2017-2019Opening8 November 2019CostUS$608 million[1]OwnerShangri-La (90%)[2]HeightTop floor51Technical detailsFloor count51 (two apartment towers) 3,733 (residential) 33 (58,166 Office space) (offic...

Glamorgan Bird Club is based in Glamorgan in South Wales, and is dedicated to the study and conservation of the avifauna of Eastern Glamorgan which is the club's bird 'recording area'. This comprises the Counties of Caerphilly (west of the Rhymney River), Merthyr Tydfil, Cardiff, Rhondda Cynon Taf, Vale of Glamorgan, and Bridgend). Glamorgan Bird ClubFounded1989TypeCharitable Incorporated Organisation number 1177991Focusbirdwatching, surveys, conservation, ringing projects, publishing papers ...

Font with glyphs of two different fixed widths Visual comparison of a duospaced CJK font (Migu 2M) versus a monospaced font (Consolas). A duospaced font (also called a duospace font) is a fixed-width font whose letters and characters occupy either of two integer multiples of a specified, fixed horizontal space. Traditionally, this means either a single or double character width,[1] although the term has also been applied to fonts using fixed character widths with another simple ratio ...