Флорески човек
|
Read other articles:
ميلرتون الإحداثيات 41°57′14″N 73°30′28″W / 41.9539°N 73.5078°W / 41.9539; -73.5078 [1] تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى مقاطعة دوتشيز خصائص جغرافية المساحة 1.598793 كيلومتر مربع1.609817 كيلومتر مربع (1 أبريل 2010) ارتفاع 216 متر عدد ال...
Cave and archaeological site in Italy Addaura grottoesThe graffiti of AddauraLocationPalermo, SicilyCoordinates38°11′15″N 13°21′8″E / 38.18750°N 13.35222°E / 38.18750; 13.35222Elevation70 metres (230 ft)Discovery1952 The Addaura cave (Italian: Grotta dell'Addaura) is a complex of three natural grottoes located on the northeast side of Mount Pellegrino in Palermo, Sicily, Southern Italy. The importance of the complex is due to the presence of cave-wall ...
السنه دى بتوافق فى التقويمين القبطى والمصرى 1677(قبطى), 6202(مصرى) شوف احداث السنه مواليد وفيات مواليد 1961 وفيات 1961 الفيه: الفيه 2nd قرون: قرن 19th – قرن 20th – قرن 21st عقود: عقد 1940 عقد 1950 – عقد 1960 – عقد 1970 عقد 1980 سنين: 1959 1960 – 1961 – 1962 1963 1961 فى التقاويم التانيهتقويم ...
Questa voce sugli argomenti giocatori di football americano statunitensi e allenatori di pallacanestro statunitensi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Lenny Sachs Lenny Sachs nel 1938 Nazionalità Stati Uniti Pallacanestro Ruolo Allenatore Termine carriera 1942 Hall of fame Naismith Hall of Fame (1961) Carriera Carriera da allenatore 1923-1942 Loyola Ramblers224-129 Il simb...
Barumbu di Kinshasa Barumbu merupakan sebuah distrik di utara Kinshasa, ibu kota Republik Demokratik Kongo. Daerah ini terletak di selatan Gombe dan Boulevard du 30 Juin. Barumbu sangat bersejarah karena tumbuh bersama kota tua Kinshasa, menjadi kota modern Kinshasa, dan sebelumnya bernama Léopoldville. Demografi Riwayat populasi Barumbu Tahun 19671970198420032004 Populasi 449005955369147145370150319 Wikimedia Commons memiliki media mengenai Category:Barumbu (Kinshasa). lbsKomune di provinsi...
Species of fungus Armillaria mellea Scientific classification Domain: Eukaryota Kingdom: Fungi Division: Basidiomycota Class: Agaricomycetes Order: Agaricales Family: Physalacriaceae Genus: Armillaria Species: A. mellea Binomial name Armillaria mellea(Vahl) P.Kumm. (1871) Synonyms[1] Agaricus melleus Vahl (1790) Agaricus sulphureus Weinm. Armillaria mellea var. glabra Gillet (1874) Armillaria mellea var. maxima Barla (1887) Armillaria mellea var. minor Barla (1887) Armillaria mel...
Head of government for the Canadian province of Newfoundland and Labrador Premier of Newfoundland and LabradorPremier ministre de Terre-Neuve-et-LabradorIncumbentAndrew Fureysince August 19, 2020Office of the PremierStyle The Honourable (formal) Premier (informal) StatusHead of GovernmentMember ofHouse AssemblyExecutive CouncilReports toHouse AssemblyLieutenant GovernorSeatConfederation Building, East Block, St. John'sAppointerLieutenant Governor of Newfoundland and Labradorwith the conf...
Торт захер, яблочный штрудель, торт добош, торт эстерхази, кекс гугельхупф — стоит только услышать любое из этих названий, как на ум сразу же приходит Вена. Дж. Миллер. Еда и эволюция. История Homo Sapiens в тарелке[1] Обычаи венских кофеен: кофе, сервированный со стаканчик...
Lambert Daneau (c. 1530 – c. 1590) adalah seorang ahli hukum Perancis dan teolog Calvinis. Kehidupan Ia dilahirkan di Beaugency-sur-Loire, dan menempuh pendidikan di Orléans. Ia belajar bahasa Yunani di bawah bimbingan Adrianus Turnebus, dan kemudian hukum di Orléans dari tahun 1553. Dia pindah ke Bourges pada tahun 1559; dia sangat dipengaruhi oleh François Hotman, dan oleh Anne du Bourg, yang dieksekusi pada tahun itu karena sesat.[1] Dia pergi ke Jenewa pertama kali pada tahu...
Statute of Ontario, Canada Accessibility for Ontarians with Disabilities Act, 2005Legislative Assembly of Ontario Long title An Act respecting the development, implementation and enforcement of standards relating to accessibility with respect to goods, services, facilities, employment, accommodation, buildings and all other things specified in the Act for persons with disabilities Enacted byLegislative Assembly of OntarioRoyal assent13 June 2005[1]Commenced13 June 2005[1]...
Fauna and flora Bukhara deer pair, extremely endangered Central Asian deer The wildlife of Turkmenistan is the flora and fauna of Turkmenistan, and the natural habitats in which they live. Turkmenistan is a country in Central Asia to the east of the Caspian Sea. Two thirds of the country is hot dry plains and desert, and the rest is more mountainous. Very little rain falls in summer and the chief precipitation occurs in the southern part of the country in the winter and spring. The Caspian co...
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. (March 2008) (Learn how and when to remove this message) NaasNás na RíoghFounded:1887County:KildareColours:Blue and whiteGrounds:Sallins Road, NaasCoordinates:53°13′26″N 6°39′41″W / 53.224009°N 6.661406°W / 53.224009; -6.661406Playing kits Standard colours Senior Club Champio...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Kota Baru, Ende – berita · surat kabar · buku · cendekiawan · JSTOR Untuk kegunaan lain, lihat Kotabaru. Kota BaruKecamatanNegara IndonesiaProvinsiNusa Tenggara TimurKabupatenEndePemerintahan �...
Animation of Scherk's first and second surface transforming into each other: they are members of the same associate family of minimal surfaces. In mathematics, a Scherk surface (named after Heinrich Scherk) is an example of a minimal surface. Scherk described two complete embedded minimal surfaces in 1834;[1] his first surface is a doubly periodic surface, his second surface is singly periodic. They were the third non-trivial examples of minimal surfaces (the first two were the cateno...
Robotic antagonist in Terminator 2: Judgment Day This article is about the fictional character. For other uses, see T1000. Fictional character T-1000Terminator characterRobert Patrick as the T-1000 inTerminator 2: Judgment Day (1991)First appearanceTerminator 2: Judgment Day (1991)Last appearanceCall of Duty: Vanguard (2022)Created byJames CameronWilliam Wisher Jr.Portrayed byRobert Patrick (Terminator 2)Lee Byung-hun (Terminator Genisys)In-universe informationSpeciesAndroidOccupationTerminat...
Computer graphics rendering technique used to mimic the look of 2D animation 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: Cel shading – news · newspapers · books · scholar · JSTOR (March 2009) (Learn how and when to remove this message) A representation of a spacesuit from The Adventures of Tintin comic E...
British research council Arts and Humanities Research CouncilAbbreviationAHRCPredecessorArts and Humanities Research Board (AHRB)Formation1998; 26 years ago (1998)Legal statusNon-departmental public bodyPurposeFunding of arts and humanities researchHeadquartersPolaris House, Swindon, UKRegion served United KingdomChairmanSir Drummond BoneExecutive ChairProfessor Christopher SmithMain organAHRC CouncilParent organisation Department for Business, Energy and Industrial Strategy...
Main Street Mallow (Mala, Magh Ealla atau sejumlah varian dalam sejumlah dialek bahasa Irlandia). Magh Ealla berarti daratan angsa dalam bahasa Irlandia. Mala adalah Keltifikasi resmi atas Mallow, yang merupakan Anglisisasi atas Magh Ealla. Kota ini terletak di County Cork, Provinsi Munster, bagian selatan Republik Irlandia, dan berpenduduk (termasuk lingkungannya) 10.241 jiwa pada tahun 2006 (8.937 pada tahun 2002). Mallow terletak di perempatan Munster, dan merupakan pusat administratif bag...
この記事の項目名には以下のような表記揺れがあります。 ケント・エマヌエル ケント・エマニュエルKent Emanuelマイアミ・マーリンズ #74 マイアミ・マーリンズ時代(2024年3月17日)基本情報国籍 アメリカ合衆国出身地 ジョージア州ウッドストック生年月日 (1992-06-04) 1992年6月4日(32歳)身長体重 6' 4 =約193 cm225 lb =約102.1 kg選手情報投球・打席 左投左打ポジション 投�...
Schools established by feudal domains in Edo period Japan For the Chinese intellectual movement prominent during the Qing dynasty (漢學), see Han learning. Shintokukan is a han school in Nagano Prefecture that opened in 1860 The han school was a type of educational institution in the Edo period of Japan. They taught samurai etiquette, the classical Confucian books, calligraphy, rhetoric, fighting with swords and other weapons; some also added subjects such as medicine, mathematics and Weste...