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بطولة العالم لسباقات فورمولا 1 موسم 2006الفائزفرناندو ألونسوالشرکةرينوالتسلسل الزمنيالموسم السابقالموسم التاليعنت بطولة العالم لسباقات فورمولا 1 موسم 2006 هو الموسم السابع والخمسون لسباقات الفئة الأولى للسيارات. ضمن بطولة العالم لسباق سيارات الفورمولا واحد التي ينظمها ال�...

المهارات الإدراكية (بالإنجليزية: Cognitive skill)‏ هي مصطلح يشير إلى قدرة الفرد على معالجة الأفكار التي لا ينبغي أن تستنفد على نطاق واسع في الأفراد الأصحاء.[1] ويعرف بأنه قدرة الفرد على القيام بالعديد من الأنشطة العقلية المرتبطة بشكل وثيق بالتعلم وحل المشكلات. ساعدنا على تلقي م

Natalia Almada Natalia Almada adalah seorang pembuat film dokumenter keturunan Meksiko-Amerika Serikat. Film dokumenter yang dibuatnya selalu mengungkapkan permasalahan lintas budaya.[1] Natalia Almada lahir di Kota Meksiko City pada tahun 1974.[2] Almada telah merilis beberapa film, yaitu To the Other Side (2005), El General (2009), dan El Velador (2012).[1] Film-film Almada telah diputar di Documenta, Museum Seni Modern, Museum Guggenheim dan The Whitney Biennial. ...

LGBT rights in GeorgiaGeorgia (US)StatusLegal since 1998(Powell v. Georgia)Gender identitySex change legalDiscrimination protectionsEnacted on June 26, 2020;Gender identity protected under Glenn v. BrumbyFamily rightsRecognition of relationshipsSame-sex marriage since 2015 (Obergefell v. Hodges)AdoptionSame-sex couples allowed to adopt Lesbian, gay, bisexual, and transgender (LGBT) residents in the U.S. state of Georgia enjoy most of the same rights and liberties as non-LGBT Georgians. LGBT r...

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: Gibson Sonex – news · newspapers · books · scholar · JSTOR (December 2017) (Learn how and when to remove this template message) Gibson SonexGibson Sonex 180 Deluxe (under repair).ManufacturerGibsonPeriod1980–1984ConstructionBody typeSolidNeck jointBolt-on...

2023年 8月（葉月） 日 月 火 水 木 金 土 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 365日 各月 1 2 3 4 5 6 7 8 9 10 11 12 8月17日（はちがつじゅうななにち、はちがつじゅうしちにち）は、グレゴリオ暦で年始から229日目（閏年では230日目）にあたり、年末まであと136日ある。 できごと ロバート・フルトンの蒸気船「クラーモント号（英語版）」の初航行成�...

Pemilihan Member Single ke-6 JKT48Logo Pemilihan Member Single ke-6 JKT48 bersama Honda The Power of DreamsTanggal5 Maret 2014 - 22 April 2014 (pemungutan suara)26 April 2014 (pengumuman hasil)LokasiANTV Epicentrum Studio ComplexKomplek Rasuna Epicentrum Lot. 9Jl. HR Rasuna Said, Karet Kuningan - Setiabudi), Jakarta, Jakarta Selatan 12940 (pengumuman hasil pemilu)Peserta/Pihak terlibatAnggota JKT48Hasil Anggota senbatsu untuk singel ke-6 JKT48 Gingham Check Melody terpilih menjadi center pada...

Онацька Надія Василівна Файл:Надежда Васильевна Онацкая.jpgНародилася 9 серпня 1923(1923-08-09)Яготин, Прилуцька округа, Полтавська губернія, Українська СРР, СРСРПомерла 10 жовтня 1995(1995-10-10) (72 роки)Київ, УкраїнаКраїна  СРСР УкраїнаДіяльність шкільний учительAlma mater Національ�...

Département de la Marne. La liste des cavités naturelles les plus profondes de la Marne recense, sous forme de tableau(x), les cavités souterraines naturelles connues dans ce département français, dont le dénivelé est supérieur ou égal à dix mètres. La communauté spéléologique considère qu'une cavité souterraine naturelle n'existe vraiment qu'à partir du moment où elle est « inventée » c'est-à-dire découverte (ou redécouverte), inventoriée, topogra...

Indonesian actor (1918–1975) This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: A. Sarosa – news · newspapers · books · scholar · JSTOR (October 2023) A. SarosaSarosa in 1955BornAli Sarosa(1918-02-20)20 February 1918Banyumas, Dutch East IndiesDied19 November 1975(1975-11-19) (aged 57)Jakarta, I...

Housing estate in Shatin, New Territories This article is about Shatin Plaza, a private housing estate in Sha Tin, Hong Kong. For Another private housing estate in Sha Tin, see Shatin Centre. Sha Tin Plaza Sha Tin Plaza Shopping Arcade Shatin Plaza (Chinese: 沙田廣場) is one of the main private housing estates in Sha Tin Town Centre, Sha Tin District, New Territories, Hong Kong, which is near New Town Plaza Phase I, Lucky Plaza and Shatin Centre.[1] Formerly Sha Tin Hui Bus Te...

District in Isfahan province, Iran For the city, see Qamsar. For the village in Tehran province, see Qamsar. District in Isfahan, IranQamsar District Persian: بخش قمصرDistrictQamsar DistrictCoordinates: 33°41′13″N 51°18′45″E / 33.68694°N 51.31250°E / 33.68694; 51.31250[1]Country IranProvinceIsfahanCountyKashanCapitalQamsarPopulation (2016)[2] • Total13,247Time zoneUTC+3:30 (IRST) Qamsar District (Persian: بخش ...

Філія «Науково-дослідний та конструкторсько-технологічний інститут залізничного транспорту» ПАТ «Укрзалізниця» Основні дані Засновано 19 липня 2001 Приналежність Укрзалізниця Контакт Ключові особи Петренко Вячеслав Олександрович, директор філіїКраїна  УкраїнаАдре�...

Airline of the United States 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. (July 2012) (Learn how and when to remove this template message) Talkeetna Air TaxiCommenced operations1947 (1947)HeadquartersTalkeetna, Alaska, United StatesKey peopleDonald Sheldon, Founder[1]Websitewww.talkeetnaair.com The Talkeetna Air Taxi office at Talkeetna Airport...

This article is about novel by Candia McWilliam. For lands contested between England and Scotland in the 13th–17th centuries, see Debatable Lands. This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Debatable Land – news · newspapers · books · scholar · JSTOR (June 2020) (Learn how and when to remove this template message) Firs...

Not to be confused with the Lou Donaldson album Good Gracious!. 2010 studio album by M-PhazesGood GraciousStudio album by M-PhazesReleasedFebruary 2010 (2010-02)GenreHip hopLength66:16LabelObeseProducerM-PhazesM-Phazes chronology Good Gracious(2010) Phazed Out(2012) Good Gracious is the first album by Australian hip hop producer M-Phazes. Released in February 2010 on Obese Records, each track features different artists, including Drapht, Bliss n Eso, Illy and Forthwrite (360...

Outdated grouping of human beings For other uses, see Mongoloid (disambiguation). Mongoloid (/ˈmɒŋ.ɡə.lɔɪd/[1]) is an obsolete racial grouping of various peoples indigenous to large parts of Asia, the Americas, and some regions in Europe and Oceania. The term is derived from a now-disproven theory of biological race.[2] In the past, other terms such as Mongolian race, yellow, Asiatic and Oriental have been used as synonyms. The concept of dividing humankind into the Mon...

2017 KNSB Dutch Single Distance Championships – Men's 1000 mVenueThialf, HeerenveenDates30 December 2016Competitors22Medalist men Kai Verbij  NED Kjeld Nuis  NED Ronald Mulder  NED←20162018→ 2017 Dutch Single Distance ChampionshipsMen and women500 mmenwomen1000 mmenwomen1500 mmenwomen3000 mwomen5000 mmenwomen10,000 mmenMass startmenwomenvte The men's 1000 meter at the Dutch Single Distance Championships 2017 took place in Heerenveen at the Thialf ice skating rink on Frida...

For the former national park, see Te Urewera National Park.Lake Waikaremoana in Te Urewera Te Urewera is an area of mostly forested, sparsely populated rugged hill country in the North Island of New Zealand, a large part of which is within a protected area designated in 2014, that was formerly Te Urewera National Park. Te Urewera is the rohe (historical home) of Tūhoe, a Māori iwi (tribe) known for its stance on Māori sovereignty.[1] Geography The extent of Te Urewera is not formal...

Geometric model of the planar projection of the physical universe Plane (geometry) redirects here. For generalizations, see Plane (mathematics). For its applications, see Plane (physics). Bi-dimensional Cartesian coordinate system GeometryProjecting a sphere to a plane OutlineHistory (Timeline) Branches Euclidean Non-Euclidean Elliptic Spherical Hyperbolic Non-Archimedean geometry Projective Affine Synthetic Analytic Algebraic Arithmetic Diophantine Differential Riemannian Symplectic Discrete...