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Der Chelmos-Vouraikos UNESCO Global Geopark befindet sich im nördlichen Teil der Peloponnes in Griechenland. Er verfügt über zahlreiche Geotope von besonderem wissenschaftlichen Wert[1]. Dazu gehören u. a. Flüsse, Seen, die gesamte Kette des Chelmos-Gebirges sowie die Vouraikos-Schlucht[2]. Das Gebiet erstreckt sich über die Provinzen Achaia bis Korinthia. Mit einer Fläche von 654 km²[3] umfasst es 62 Gemeinden mit insgesamt 27125 Einwohnern[4]. Gebirgs...
?Mauritiella Mauritiella armata Біологічна класифікація Домен: Ядерні (Eukaryota) Царство: [Рослини]] (Plantae) Відділ: Вищі рослини (Streptophyta) — Streptophytina — Ембріофіти (Embryophyta) — Судинні (Tracheophyta) — Euphyllophyta — Насінні (Spermatophyta) — Покритонасінні (Magnoliophyta) Клас: Однодольні (Liliopsida) Ряд: Пальмоцвіті (Arecales) Ро...
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 2021) Em teoria dos conjuntos, uma classe (também chamada coleção ou família) é uma coleção (não necessariamente um conjunto, por exemplo a classe de todos os conjuntos) constituída de outros conjuntos (ou outros objetos matemáticos) de um espa
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: ヒュンダイ・エクセル – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2019年4月) この項目では、1994年までに販売さ...
Jamie RickersBornJamie Rickers (1974-05-21) 21 May 1974 (age 49)Chelmsford, United KingdomNationalityBritishYears active2002–presentKnown forUp On The RoofToonattikProve it!Children2 James Rickers (born 21 May 1974) is an English former television presenter, best known as the co-presenter of children's programmes Prove It!, Toonattik and Up On The Roof on CITV.[1] Career Rickers presented Up On The Roof between 2002 and 2005. From 2005 to 2010, Rickers presented Toona...
Lower house of legislature in Maharashtra, India Maharashtra Legislative AssemblyMahārāṣhṭra Vidhāna Sabhā14th Maharashtra AssemblyTypeTypeLower house of the Maharashtra Legislature Term limits5 yearsLeadershipGovernor of MaharashtraRamesh Bais since 18 February 2023 Speaker of the HouseRahul Narwekar, BJP since 3 July 2022 Deputy Speaker of the HouseNarhari Sitaram Zirwal, NCP(AP) since 14 March 2020 Leader of The House(Chief Minister)Eknath Shinde, SHS since 02 July 2022...
Boxing competitions Men's middleweight boxingat the Games of the XXXI OlympiadVenueRiocentro – Pavilion 6Date8–20 August 2016Competitors28 from 28 nationsMedalists Arlen López Cuba Bektemir Melikuziev Uzbekistan Kamran Shakhsuvarly Azerbaijan Misael Rodríguez Mexico← 20122020 → Boxing at the2016 Summer OlympicsQualificationMenWomen49 kg51 kg52 kg60 kg56 kg75 kg60 kg64 kg69 kg75 kg81 kg91 kg+91 kgvte The men's middleweight boxing co...
Технологі́чні схе́ми збага́чення ко́ри́сних копа́лин — графічне зображення послідовності технологічних операцій, яким піддають корисну копалину на збагачувальній фабриці. Розрізняють технологічні, водно-шламові, якісно-кількісні схеми збагачення та схеми обладн...
1912 robbery of a Southern Pacific freight train in Texas Baxter's Curve Train RobberyThe bodies of Ben Kilpatrick (left) and Ole Hobek in front of the Sanderson depot.DateMarch 13, 1912LocationNear Sanderson, Texas, USAAlso known asSanderson Train RobberyParticipantsBen KilpatrickDeaths2 The Baxter's Curve Train Robbery, also known as the Sanderson Train Robbery, occurred in 1912 near the town of Sanderson, Texas. Ben Kilpatrick and his partner, Ole Hobek, attempted to rob a Southern Pacific...
Devices to replace damaged ligaments Artificial ligaments are devices used to replace damaged ligaments. Today, the most common use of artificial ligaments is in anterior cruciate ligament reconstruction.[1] Although autotransplantation remains the most common method of ligament reconstruction, numerous materials and structures were developed to optimize the artificial ligament since its creation in the World War I era.[2] Many modern artificial ligaments are made of synthetic...
Artikel ini memiliki beberapa masalah. Tolong bantu memperbaikinya atau diskusikan masalah-masalah ini di halaman pembicaraannya. (Pelajari bagaimana dan kapan saat yang tepat untuk menghapus templat pesan ini) Biografi ini tidak memiliki sumber tepercaya sehingga isinya tidak dapat dipastikan. Bantu memperbaiki artikel ini dengan menambahkan sumber tepercaya. Materi kontroversial atau trivial yang sumbernya tidak memadai atau tidak bisa dipercaya harus segera dihapus.Cari sumber: Muhamm...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) روب نجوين معلومات شخصية الميلاد 18 أغسطس 1980 (43 سنة) بريزبان مواطنة أستراليا الحياة العملية المهنة سائق سباق تعديل مصدري - تعديل روب نجوين (بال...
2009 film by Nancy Bardawil For the Netflix television series, see Surviving Summer (TV series). According to GretaTheatrical release posterDirected byNancy BardawilWritten byMichael GilvaryProduced by Rick Rosenthal Gary Dean Simpson Douglas J. Sutherland Starring Hilary Duff Evan Ross Melissa Leo John Rothman Maury Ginsberg Michael Murphy Ellen Burstyn CinematographyMichael LohmannEdited byMichelle BotticelliMusic byJohn E. NordstromProductioncompanies Whitewater Films Rafter H Entertainmen...
Chilean politician You can help expand this article with text translated from the corresponding article in Spanish. (October 2021) Click [show] for important translation instructions. View a machine-translated version of the Spanish article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text in...
Бинарная диаграмма решений (БДР) или программа с ветвлением является формой представления булевой функции f ( x 1 , x 2 , . . . , x n ) {\displaystyle f(x_{1},x_{2},...,x_{n})} от n {\displaystyle n} переменных в виде направленного ациклического графа, состоящего из внутренних узлов решений (помеченных x i {\disp...
Hut in Samoan architecture A Samoan beach fale A beach fale is a simple thatched hut in the architecture of Samoa. Beach fales are also common in other parts of Polynesia. They have become popular in tourism as a low budget accommodation situated by the coast, built with a few posts, no walls and a thatched roof with a round or oval shape. The word fale (pronounced fah-leh) is the Samoan word for any type of building. A similar word is used in other Polynesian languages, for example whare in ...
Le département français des Pyrénées-Orientales est un département créé le 4 mars 1790 en application de la loi du 22 décembre 1789, à partir des anciennes provinces du Roussillon et de Languedoc. Les 226 actuelles communes, dont presque toutes sont regroupées en intercommunalités, sont organisées en 17 cantons permettant d'élire les conseillers départementaux. La représentation dans les instances régionales est quant à elle assurée par 14 conseillers régionaux. Le départe...
Dassault Étendard IV Dassault Étendard IVM expuesto en un museo. Tipo Cazabombardero embarcadoFabricante Dassault AviationPrimer vuelo 21 de mayo de 1958Introducido 26 de julio de 1961Retirado 1991 (Étendard IVM) 2000 (Étendard IVP)Estado RetiradoUsuario principal Aviación Naval FrancesaN.º construidos 90Desarrollado en Dassault-Breguet Super Étendard[editar datos en Wikidata] El Dassault Étendard IV («estandarte» en francés) fue un cazabombardero monomotor a reacción fa...
Bangladeshi Canadian mathematician and writer (1932–2015) Mizan RahmanBorn(1932-09-16)September 16, 1932Dacca, East Bengal, British IndiaDiedJanuary 5, 2015(2015-01-05) (aged 82)Ottawa, Ontario, CanadaAlma materUniversity of Dhaka University of Cambridge University of New BrunswickKnown forcoauthor of the book Basic Hypergeometric SeriesScientific careerFieldsMathematicsInstitutionsCarleton University Mizan Rahman (September 16, 1932 – January 5, 2015) was a Bangladeshi Can...
Cree First Nations, Saskatchewan, Canada Flying Dust First NationBand No. 395KopahawakenumPeopleCreeTreatyTreaty 6HeadquartersMeadow LakeProvinceSaskatchewanLandMain reserveFlying Dust 105[1]Other reserve(s) Flying Dust 105D Flying Dust 105E Flying Dust 105F Flying Dust 105H Flying Dust 105I Flying Dust 105J Flying Dust 105L Flying Dust 105O Gladue Lake 105B Meadow Lake 105A Meadow Lake 105C Land area94.00[1] km2Population (2021[2])On reserve592Off reserve937Total popu...