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Census area in Alaska, United States Borough in AlaskaBethel Census AreaBoroughSt. Sergius Chapel, ChuathbalukLocation within the U.S. state of AlaskaAlaska's location within the U.S.Coordinates: 60°45′N 160°30′W / 60.75°N 160.5°W / 60.75; -160.5Country United StatesState AlaskaEstablished1980[1]Largest cityBethelArea • Total45,504 sq mi (117,850 km2) • Land40,570 sq mi (105,100 km2) �...

Furiani Vue du village. Administration Pays France Collectivité territoriale unique Corse Circonscription départementale Haute-Corse Arrondissement Bastia Intercommunalité Communauté d'agglomération de Bastia Maire Mandat Pierre-Michel Simonpietri 2020-2026 Code postal 20600 Code commune 2B120 Démographie Gentilé Furianais Populationmunicipale 6 032 hab. (2021 ) Densité 326 hab./km2 Géographie Coordonnées 42° 39′ 32″ nord, 9° 24′ 54�...

إيريك شميت (بالإنجليزية: Eric Emerson Schmidt)‏    معلومات شخصية اسم الولادة (بالإنجليزية: Eric Emerson Schmidt)‏  الميلاد 27 أبريل 1955 (69 سنة)[1]  واشنطن العاصمة[2][3][4]  الإقامة بلاكسبرغأثرتونواشنطن العاصمة  مواطنة الولايات المتحدة[5][6]  عضو في الأكاديم�...

Dutch primatologist and ethologist (1948–2024) In this Dutch name, the surname is de Waal, not Waal. Frans de WaalDe Waal in 2006BornFranciscus Bernardus Maria de Waal(1948-10-29)29 October 1948's-Hertogenbosch, North Brabant, NetherlandsDied14 March 2024(2024-03-14) (aged 75)Stone Mountain, Georgia, U.S.Scientific careerFieldsPrimatology, ethologyInstitutionsEmory UniversityDoctoral advisorJan van HooffDoctoral studentsJessica Flack Franciscus Bernardus Maria de Waal (29 October 1948 ...

Yue JinBiographieNaissance Xian de QingfengDécès 218Noms posthumes 廣昌亭侯, 威Activité Chef militaireEnfant Yue Lin (en)modifier - modifier le code - modifier Wikidata Yue Jin (159 – 218), (chinois traditionnel : 樂進 ; chinois simplifié : 乐进 ; pinyin : yuè jìn), originaire de Wei et fut un général militaire réputé pour sa petite stature mais aussi pour sa valeur et sa bravoure, il rejoint Cao Cao en 190. Il participa aux batailles cont...

شاهزادة إبراهيممعلومات عامةنوع المبنى ضريحالمكان قم[1] المنطقة الإدارية قم[1] البلد  إيرانأبرز الأحداثالافتتاح الرسمي 1403[2]واجهة المبنى : 1854[2] الصفة التُّراثيَّةتصنيف تراثي المعالم الوطنية الإيرانية[1] (1937 – ) التفاصيل التقنيةمواد البناء طابوق مل�...

Questa voce o sezione sugli argomenti sceneggiatori italiani e registi italiani non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Marco Tullio Giordana nel 2006 Marco Tullio Giordana (Milano, 1º ottobre 1950) è un regista, sceneggiatore e scrittore italiano. Conosciuto per le sue opere cinematografiche sp...

此條目需要补充更多来源。 (2021年7月4日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：美国众议院 — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 美國眾議院 United States House of Representatives第118届美国国会众议院徽章 众议院旗...

American chef Kwame OnwuachiBorn (1989-11-11) November 11, 1989 (age 34)Long Island, New YorkEducationThe Culinary Institute of AmericaCulinary career Previous restaurant(s) Shaw Bijou, Philly Wing Fry, Kith and Kin, Tatiana Television show(s) Top Chef: California Award(s) won 2019 James Beard Award, Rising Star Chef Websitekwameonwuachi.com Kwame Onwuachi (/ˈkwɑːmi ənˈwɑːtʃi/; born November 11, 1989)[1] is a Nigerian-American chef based in New York City, New York. A publ...

Questa voce o sezione sull'argomento matematica non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. In questo grafico sono evidenti un massimo e due minimi relativi, di cui uno è anche minimo assoluto. In matematica, con massimo e minimo di una funzione (noti collettivamente come estremi) sì intendono rispe...

乔冠华 中华人民共和国外交部部长 中国人民对外友好协会顾问 任期1974年11月—1976年12月总理周恩来 → 华国锋前任姬鹏飞继任黄华 个人资料性别男出生(1913-03-28)1913年3月28日 中華民國江蘇省盐城县逝世1983年9月22日(1983歲—09—22)（70歲） 中华人民共和国北京市籍贯江蘇鹽城国籍 中华人民共和国政党 中国共产党配偶明仁（1940年病逝） 龚澎（1970年病逝） 章含�...

Sanica Boru ElazığsporNama lengkapSanica Boru Elazığspor KulubüJulukanGakgoşlarBerdiri1967StadionElazığ Atatürk Stadium, Elazığ(Kapasitas: 13,923)KetuaSelçuk Cengiz ÖztürkManajerTrond SolliedLigaSüper Lig2012–13Süper Lig, 13thSitus webSitus web resmi klub Kostum kandang Kostum tandang Elazığspor adalah tim sepak bola profesional asal Turki yang kini berkompetisi di Süper Lig. Tim ini bermarkas di Elazığ Atatürk Stadium di kota Elazığ yang berkapasitas 13,923 pen...

Legendary king turned into an eagle by Zeus Illustration of a slab now in the British Museum of the apotheosis of the king and queen of Athens. In Greek mythology, Periphas (/ˈpɛrɪfəs/; Ancient Greek: Περίφας,[1] Períphās conspicuousness) was a legendary king of Attica, whom Zeus turned into an eagle.[2] Aside from a passing reference in Ovid's Metamorphoses, the only known source for this story is the second century AD or later Metamorphoses of Antoninus Liberali...

Former main legal form of industrial enterprise in East Germany Full logo of the VEB. The Publicly Owned Enterprise (German: Volkseigener Betrieb; abbreviated VEB) was the main legal form of industrial enterprise in East Germany. These state-owned enterprise were all publicly owned and were formed after mass nationalisation between 1945 and the early 1960s, and the handing back in 1954 of some 33 enterprises previously taken by the Soviet Union as reparations.[citation needed] The man...

Richard Leslie Taylor Oscar al miglior trucco 2002 Oscar ai migliori effetti speciali 2002 Oscar al miglior trucco 2004 Oscar ai migliori costumi 2004 Oscar ai migliori effetti speciali 2006 Sir Richard Leslie Taylor (Cheshire, 7 febbraio 1965[1]) è un effettista, truccatore, costumista, disegnatore e produttore cinematografico neozelandese, cofondatore della Weta Workshop e Weta Digital. Ha collaborato con Peter Jackson nella trilogia del Signore degli Anelli e nel remake di King Ko...

معركة كينغز ماونتن جزء من حرب الاستقلال الأمريكية    التاريخ 7 أكتوبر 1780  البلد الولايات المتحدة  الموقع 35°07′10″N 81°23′37″W / 35.11935°N 81.39359°W / 35.11935; -81.39359   تعديل مصدري - تعديل   معركة كينغز ماونتن هي معركة دارت بين الميليشيا الوطنية (الثورية) والميل...

Ikan dari ordo Lophiiformes menggunakan antena yang bercahaya sebagai pancingan untuk menangkap mangsanya. Mimikri agresif adalah jenis mimikri yang terjadi ketika suatu predator, parasit atau parasitoid memiliki sinyal yang mirip dengan mangsa atau inangnya dengan tujuan agar mereka tidak dikira sebagai predator atau parasit oleh mangsa atau inangnya. Dalam artian yang lebih luas, mimikri agresif dapat mencakup berbagai jenis muslihat, seperti saat bunga anggrek memperdaya serangga jantan de...

NGC 1836 L'amas ouvert NGC 1836 dans le Grand Nuage de Magellan Données d’observation(Époque J2000.0) Constellation Dorade[1] Ascension droite (α) 05h 05m 34,4s[2] Déclinaison (δ) −68° 37′ 40″ [2] Magnitude apparente (V) 12,2[3] Dimensions apparentes (V) 0,8′[3] Localisation dans la constellation : Dorade Astrométrie Distance environ 48,5 kpc (∼158 000 al) [4] Caractéristiques physiques Type d'objet Amas ouvert Gala...

National forest in Idaho, United States Salmon–Challis National ForestLost River Range in Salmon–Challis National ForestLocationIdaho, United StatesNearest citySalmon, IdahoCoordinates45°16′54″N 114°11′45″W / 45.28167°N 114.19583°W / 45.28167; -114.19583Area4,235,940 acres (17,142.2 km2)EstablishedJuly 1, 1908Governing bodyU.S. Forest ServiceWebsiteSalmon-Challis National Forest Interactive map of Salmon–Challis National Forest Salmon�...

This article summarizes the classes of discrete symmetry groups of the Euclidean plane. The symmetry groups are named here by three naming schemes: International notation, orbifold notation, and Coxeter notation. There are three kinds of symmetry groups of the plane: 2 families of rosette groups – 2D point groups 7 frieze groups – 2D line groups 17 wallpaper groups – 2D space groups. Rosette groups There are two families of discrete two-dimensional point groups, and they are specified ...