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Although Rand believed that her novel, We the Living was not widely reviewed, over 200 publications published approximately 125 different reviews. Overall, they were more positive than those she received for her later work. Her novella Anthem received little review attention, both for its first publication in England and for subsequent re-issues.
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Lorine Pruette's positive review in The New York Times, which called the author "a writer of great power" who wrote "brilliantly, beautifully and bitterly", was one that Rand greatly appreciated. There were other positive reviews, but Rand dismissed most of them for either misunderstanding her message or for being in unimportant publications. Some negative reviews said the novel was too long; others called the characters unsympathetic and Rand's style "offensively pedestrian".
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"path": null
}
|
commanding: 'To a gas chamber—go!.
| 355 |
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"path": null
}
|
Assessments by literary scholars
| 254 |
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",
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}
|
and philosophical strivings".
| 481 |
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She considered Objectivism a systematic philosophy and laid out positions on metaphysics, aesthetics, epistemology, ethics, and political philosophy. Metaphysics and epistemology In metaphysics, Rand supported philosophical realism and opposed anything she regarded as mysticism or supernaturalism, including all forms of religion. Rand believed in free will as a form of agent causation and rejected determinism.
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She considered romanticism to be the approach that most accurately reflected the existence of human free will.
| 174 |
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Rand rejected all claims of non-perceptual knowledge, including instinct,' 'intuition,' 'revelation,' or any form of 'just knowing. In her Introduction to Objectivist Epistemology, Rand presented a theory of concept formation and rejected the analytic–synthetic dichotomy. She believed epistemology was a foundational branch of philosophy and considered the advocacy of reason to be the single most significant aspect of her philosophy.
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Branden said Rand's emphasis on reason led her to denigrate emotions and create unrealistic expectations of how consistently rational human beings should be. Ethics and politics
| 120 |
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In it, she presented her solution to the is–ought problem by describing a meta-ethical theory that based morality in the needs of "man's survival qua man". She condemned ethical altruism as incompatible with the requirements of human life and happiness, and held the initiation of force was evil and irrational, writing in Atlas Shrugged that, "Force and mind are opposites".
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O'Neill in two of the earliest academic critiques of her ideas, said she failed in her attempt to solve the is–ought problem. Critics have called her definitions of egoism and altruism biased and inconsistent with normal usage. Critics from religious traditions oppose her atheism and her rejection of altruism.
| 63 |
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She worked with conservatives on political projects but disagreed with them over issues such as religion and ethics. Rand denounced libertarianism, which she associated with anarchism. She rejected anarchism as a naive theory based in subjectivism that would lead to collectivism in practice.
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Others, like libertarian philosopher Michael Huemer, have gone further, saying that her support of egoism and her support of individual rights are inconsistent positions. Some critics, like Roy Childs, have said that her opposition to the initiation of force should lead to support of anarchism, rather than limited government. Relationship to other philosophers
| 53 |
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Acknowledging Aristotle as her greatest influence, Rand remarked that in the history of philosophy she could only recommend "three A's"—Aristotle, Aquinas, and Ayn Rand. In a 1959 interview with Mike Wallace, when asked where her philosophy came from, she responded: "Out of my own mind, with the sole acknowledgement of a debt to Aristotle, the only philosopher who ever influenced me. "
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Rand took early inspiration from Nietzsche, and scholars have found indications of this in Rand's private journals. In 1928, she alluded to his idea of the "superman" in notes for an unwritten novel whose protagonist was inspired by the murderer William Edward Hickman. There are other indications of Nietzsche's influence in passages from the first edition of We the Living (which Rand later revised), and in her overall writing style. By the time she wrote The Fountainhead, Rand had turned against Nietzsche's ideas, and the extent of his influence on her even during her early years is disputed.
| 127 |
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Philosophers George Walsh and Fred Seddon have argued she misinterpreted Kant and exaggerated their differences. She was also critical of Plato, and viewed his differences with Aristotle on questions of metaphysics and epistemology as the primary conflict in the history of philosophy.
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She was dismissive of critics and wrote about ideas she disagreed with in a polemical manner without in-depth analysis. She was in turn viewed very negatively by many academic philosophers, who dismissed her as an unimportant figure who need not be given serious consideration. Early academic reaction
| 74 |
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In an article responding to Nozick, Douglas Den Uyl and Douglas B. Rasmussen defended her positions, but described her style as "literary, hyperbolic and emotional".
| 436 |
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In 1987, the Ayn Rand Society was founded as an affiliate of the American Philosophical Association.
| 250 |
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" Writing in the 1998 edition of the Routledge Encyclopedia of Philosophy, political theorist Chandran Kukathas summarized the mainstream philosophical reception of her work in two parts. He said most commentators view her ethical argument as an unconvincing variant of Aristotle's ethics, and her political theory "is of little interest" because it is marred by an "ill-thought out and unsystematic" effort to reconcile her hostility to the state with her rejection of anarchism. The Journal of Ayn Rand Studies, a multidisciplinary, peer-reviewed academic journal devoted to the study of Rand and her ideas, was established in 1999.
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From 2002 to 2012, over 60 colleges and universities accepted grants from the charitable foundation of BB&T Corporation that required teaching Rand's ideas or works; in some cases, the grants were controversial or even rejected because of the requirement to teach about Rand.
| 112 |
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Philosopher Skye C. Cleary wrote in a 2018 article for Aeon that, "Philosophers love to hate Ayn Rand. It's trendy to scoff at any mention of her. " However, Cleary said that because many people take Rand's ideas seriously, philosophers "need to treat the Ayn Rand phenomenon seriously" and provide refutations rather than ignoring her.
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That same year, the editor of a collection of critical essays about Rand said academics who disapproved of her ideas had long held "a stubborn resolve to ignore or ridicule" her work, but he believed more academic critics were engaging with her work in recent years. Legacy Popular interest
| 97 |
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|
Although Rand's influence has been greatest in the United States, there has been international interest in her work.
| 147 |
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Neil Smith; she has influenced later writers like Erika Holzer, Terry Goodkind, and comic book artist Steve Ditko. Rand provided a positive view of business and subsequently many business executives and entrepreneurs have admired and promoted her work. Businessmen such as John Allison of BB&T and Ed Snider of Comcast Spectacor have funded the promotion of Rand's ideas.
| 47 |
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}
|
postage stamp illustrated by artist Nick Gaetano.
| 489 |
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and Canada by the end of 2020. In 2017, Rand was added to the required reading list for the A Level Politics exam in the United Kingdom. Political influence
| 154 |
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|
Historian Jennifer Burns referred to her as "the ultimate gateway drug to life on the right".
| 339 |
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"path": null
}
|
S. , such as Sajid Javid in the United Kingdom, Siv Jensen in Norway, and Ayelet Shaked in Israel.
| 356 |
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In 2015, Adam Weiner said that through Greenspan, "Rand had effectively chucked a ticking time bomb into the boiler room of the US economy". Lisa Duggan said that Rand's novels had "incalculable impact" in encouraging the spread of neoliberal political ideas. In 2021, Cass Sunstein said Rand's ideas could be seen in the tax and regulatory policies of the Trump administration, which he attributed to the "enduring influence" of Rand's fiction.
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In the 1970s, Peikoff began delivering courses on Objectivism. In 1979, Peter Schwartz started a newsletter called The Intellectual Activist, which Rand endorsed. She also endorsed The Objectivist Forum, a bimonthly magazine founded by Objectivist philosopher Harry Binswanger, which ran from 1980 to 1987.
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In 2001, historian John McCaskey organized the Anthem Foundation for Objectivist Scholarship, which provides grants for scholarly work on Objectivism in academia. Selected works Fiction and drama: Night of January 16th (performed 1934, published 1968) We the Living (1936, revised 1959) Anthem (1938, revised 1946) The Unconquered (performed 1940, published 2014) The Fountainhead (1943) Atlas Shrugged (1957) The Early Ayn Rand (1984) Ideal (2015) Non-fiction: For the New Intellectual (1961)
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External links Frequently Asked Questions About Ayn Rand from the Ayn Rand Institute Rand's papers at The Library of Congress Ayn Rand Lexicon – searchable database "Writings of Ayn Rand" – from C-SPAN's American Writers: A Journey Through History 1905 births 1982 deaths 20th-century American dramatists and playwrights 20th-century American novelists 20th-century American philosophers 20th-century American screenwriters
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He was awarded the Fields Medal in 1982. Career Alain Connes attended high school at in Marseille, and was then a student of the classes préparatoires in . Between 1966 and 1970 he studed at École normale supérieure in Paris, and in 1973 he obtained a PhD from Pierre and Marie Curie University, under the supervision of Jacques Dixmier. From 1970 to 1974 he was research fellow at the French National Centre for Scientific Research and during 1975 he held a visiting position at Queen's University at Kingston in Canada.
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Besides noncommutative geometry, he has applied his works in various areas of mathematics and theoretical physics, including number theory, differential geometry and particle physics.
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He was a member of Nicolas Bourbaki. Awards and honours Connes was awarded the Peccot-Vimont Prize in 1976, the Ampère Prize in 1980, the Fields Medal in 1982, the Clay Research Award in 2000 and the Crafoord Prize in 2001. The French National Centre for Scientific Research granted him the silver medal in 1977 and the gold medal in 2004.
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He was awarded honorary degrees from Queen's University at Kingston in 1979, University of Rome Tor Vergata in 1997, University of Oslo in 1999, University of Southern Denmark in 2009, Université Libre de Bruxelles in 2010 and Shanghai Fudan University in 2017.
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In 2001 he received (together with his co-authors André Lichnerowicz and Marco Schutzenberger) the Peano Prize for his work Triangle of Thoughts. Books
| 299 |
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B. DeBevoise, Princeton University Press, 1998, Alain Connes, Noncommutative Geometry, Academic Press, 1994, See also Bost–Connes system Cyclic category Cyclic homology Factor (functional analysis) Higgs boson C*-algebra Noncommutative quantum field theory M-theory Groupoid Spectral triple Criticism of non-standard analysis Riemann hypothesis References External links
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Alain Connes' Standard Model An interview with Alain Connes and a discussion about it 1947 births Living people People from Draguignan 20th-century French mathematicians 21st-century French mathematicians Mathematical analysts Differential geometers Fields Medalists Clay Research Award recipients École Normale Supérieure alumni Academic staff of the Collège de France Institute for Advanced Study visiting scholars Foreign associates of the National Academy of Sciences Vanderbilt University faculty Foreign Members of the Russian Academy of Sciences Members of the French Academy of Sciences Members of the Norwegian Academy of Science and Letters Members of the Royal Danish Academy of Sciences and Letters
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Early life Born Joseph Aloysius Dwan in Toronto, Ontario, Canada, Dwan was the younger son of commercial traveler of woolen clothing Joseph Michael Dwan (1857–1917) and his wife Mary Jane Dwan, née Hunt. The family moved to the United States when he was seven years old on December 4, 1892, by ferry from Windsor to Detroit, according to his naturalization petition of August 1939. His elder brother, Leo Garnet Dwan (1883–1964), became a physician.
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At that time, some of the East Coast movie makers began to spend winters in California where the climate allowed them to continue productions requiring warm weather. Soon, a number of movie companies worked there year-round, and in 1911, Dwan began working part-time in Hollywood. While still in New York, in 1917 he was the founding president of the East Coast chapter of the Motion Picture Directors Association. Career
| 139 |
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Dwan wired back to his employers in Chicago, informing them of the situation, and suggested that they disband the company. They wired back, instructing Dwan to direct the film. When Dwan informed the company of the situation, and that their jobs were on the line, they responded: "You're the best damn director we ever saw".
| 166 |
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Flying A was one of the first motion pictures studios in California history. On August 12, 2011, a plaque was unveiled on the Wolff building at Third Avenue and La Mesa Boulevard commemorating Dwan and the Flying A Studios origins in La Mesa, California.
| 42 |
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Dwan directed Gloria Swanson in eight feature films, and one short film made in the short-lived sound-on-film process Phonofilm. This short, also featuring Thomas Meighan and Henri de la Falaise, was produced as a joke, for the April 26, 1925 "Lambs' Gambol" for The Lambs, with the film showing Swanson crashing the all-male club. Following the introduction of the talkies, Dwan directed child-star Shirley Temple in Heidi (1937) and Rebecca of Sunnybrook Farm (1938).
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He died in Los Angeles at the age of 96, and is interred in the San Fernando Mission Cemetery, Mission Hills, California. Dwan has a star on the Hollywood Walk of Fame at 6263 Hollywood Boulevard.
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" Partial filmography as director The Restless Spirit (1913) Back to Life (1913) Bloodhounds of the North (1913) The Lie (1914) The Honor of the Mounted (1914) The Unwelcome Mrs. Hatch (1914) Remember Mary Magdalen (1914) Discord and Harmony (1914) The Embezzler (1914) The Lamb, the Woman, the Wolf (1914) The End of the Feud (1914) The Test (1914) (*writer) The Tragedy of Whispering Creek (1914) The Unlawful Trade (1914) The Forbidden Room (1914) The Hopes of Blind Alley (1914) Richelieu (1914) Wildflower (1914) A Small Town Girl (1915) David Harum (1915)
| 109 |
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Fix-It (1918) He Comes Up Smiling (1918) Cheating Cheaters (1919) The Dark Star (1919) Getting Mary Married (1919) Soldiers of Fortune (1919) In The Heart of a Fool (1920) also producer The Forbidden Thing (1920) also producer A Splendid Hazard (1920) A Perfect Crime (1921) The Sin of Martha Queed (1921) A Broken Doll (1921) Robin Hood (1922) Zaza (1923) Big Brother (1923) Manhandled (1924) Argentine Love (1924) The Coast of Folly (1925) Night Life of New York (1925)
| 167 |
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(1930) Man to Man (1930) Wicked (1931) While Paris Sleeps (1932) Counsel's Opinion (1933) Black Sheep (1935) Navy Wife (1935) High Tension (1936) 15 Maiden Lane (1936) One Mile from Heaven (1937) Heidi (1937) Rebecca of Sunnybrook Farm (1938) Suez (1938) Josette (1938) The Three Musketeers (1939) The Gorilla (1939) Frontier Marshal (1939) Sailor's Lady (1940) Young People (1940) Trail of the Vigilantes (1940) Look Who's Laughing (1941) also producer Rise and Shine (1941) Friendly Enemies (1942) Around the World (1943) also producer
| 135 |
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com; accessed June 16, 2014 1885 births 1981 deaths 20th-century American male writers 20th-century American screenwriters American film directors American film producers American male screenwriters Burials at San Fernando Mission Cemetery Canadian emigrants to the United States Film directors from Toronto Western (genre) film directors Screenwriters from Toronto
| 201 |
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It has a semi-arid geography, with most of the population living in the fertile north and the Sahara dominating the geography of the south. Algeria covers an area of , making it the world's tenth largest nation by area, and the largest nation in Africa, more than 200 times as large as the continent's smallest country, The Gambia. With a population of 44 million, Algeria is the tenth-most populous country in Africa, and the 32nd-most populous country in the world. The capital and largest city is Algiers, located in the far north on the Mediterranean coast.
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The Sétif and Guelma massacre in 1945 marked a turning point in Franco-Algerian relations and sparked the Algerian War which concluded with Algeria gaining its independence on 5 July 1962 and the proclamation of the People's Democratic Republic on 25 September of that year.
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}
|
French also serves as an administrative and educational language in some contexts, but it has no official status.
| 84 |
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Algeria has the world's sixteenth-largest oil reserves and the ninth-largest reserves of natural gas. Sonatrach, the national oil company, is the largest company in Africa, supplying large amounts of natural gas to Europe. Algeria's military is one of the largest in Africa, and has the largest defence budget on the continent. It is a member of the African Union, the Arab League, the OIC, OPEC, the United Nations, and the Arab Maghreb Union, of which it is a founding member.
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The name was given by Buluggin ibn Ziri after he established the city on the ruins of the Phoenician city of Icosium in 950. It was employed by medieval geographers such as Muhammad al-Idrisi and Yaqut al-Hamawi. The Ottoman Empire extended the name of al-Jazā'ir over the entire country, deriving it from the name of the capital city.
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}
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History Prehistory and ancient history
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4 million years. Hence, the Ain Boucherit evidence shows that ancestral hominins inhabited the Mediterranean fringe in northern Africa much earlier than previously thought. The evidence strongly argues for early dispersal of stone tool manufacture and use from East Africa, or a possible multiple-origin scenario of stone technology in both East and North Africa.
| 172 |
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}
|
Algeria was the site of the highest state of development of Middle Paleolithic Flake tool techniques. Tools of this era, starting about 30,000 BC, are called Aterian (after the archaeological site of Bir el Ater, south of Tebessa).
| 63 |
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The mixture of peoples of North Africa coalesced eventually into a distinct native population that came to be called Berbers, who are the indigenous peoples of northern Africa.
| 252 |
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As Carthaginian power grew, its impact on the indigenous population increased dramatically. Berber civilisation was already at a stage in which agriculture, manufacturing, trade, and political organisation supported several states. Trade links between Carthage and the Berbers in the interior grew, but territorial expansion also resulted in the enslavement or military recruitment of some Berbers and in the extraction of tribute from others.
| 168 |
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"path": null
}
|
The Carthaginian state declined because of successive defeats by the Romans in the Punic Wars.
| 213 |
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Two of them were established in Numidia, behind the coastal areas controlled by Carthage. West of Numidia lay Mauretania, which extended across the Moulouya River in modern-day Morocco to the Atlantic Ocean. The high point of Berber civilisation, unequalled until the coming of the Almohads and Almoravids more than a millennium later, was reached during the reign of Masinissa in the 2nd century BC.
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}
|
Masinissa's line survived until 24 AD, when the remaining Berber territory was annexed to the Roman Empire.
| 51 |
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They did not make any significant settlement on the land, as they were harassed by local tribes. In fact, by the time the Byzantines arrived Leptis Magna was abandoned and the Msellata region was occupied by the indigenous Laguatan who had been busy facilitating an Amazigh political, military and cultural revival. Furthermore, during the rule of the Romans, Byzantines, Vandals, Carthaginians, and Ottomans the Berber people were the only or one of the few in North Africa who remained independent. The Berber people were so resistant that even during the Muslim conquest of North Africa they still had control and possession over their mountains.
| 405 |
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During the reign of Kusaila its territory extended from the region of modern-day Fez in the west to the western Aurès and later Kairaouan and the interior of Ifriqiya in the east. Middle Ages After negligible resistance from the locals, Muslim Arabs of the Umayyad Caliphate conquered Algeria in the early 8th century.
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Christians, Berber and Latin speakers remained in the great majority in Tunisia until the end of the 9th century and Muslims only became a vast majority some time in the 10th. After the fall of the Umayyad Caliphate, numerous local dynasties emerged, including the Rustamids, Aghlabids, Fatimids, Zirids, Hammadids, Almoravids, Almohads and the Zayyanids. The Christians left in three waves: after the initial conquest, in the 10th century and the 11th. The last were evacuated to Sicily by the Normans and the few remaining died out in the 14th century.
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",
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The indigenous Amazigh tribes, however, remained largely independent, and depending on tribe, location and time controlled varying parts of the Maghreb, at times unifying it (as under the Fatimids). The Fatimid Islamic state, also known as Fatimid Caliphate made an Islamic empire that included North Africa, Sicily, Palestine, Jordan, Lebanon, Syria, Egypt, the Red Sea coast of Africa, Tihamah, Hejaz and Yemen. Caliphates from Northern Africa traded with the other empires of their time, as well as forming part of a confederated support and trade network with other Islamic states during the Islamic Era.
| 528 |
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|
Each region of the Maghreb contained several tribes (for example, Sanhadja, Houara, Zenata, Masmouda, Kutama, Awarba, and Berghwata). All these tribes made independent territorial decisions.
| 86 |
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The Fatimids which was created and established by the Kutama Berbers conquered all of North Africa as well as Sicily and parts of the Middle East.
| 356 |
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In Algeria the Rustamid Kingdom was established. The Rustamid realm stretched from Tafilalt in Morocco to the Nafusa mountains in Libya including south, central and western Tunisia therefore including territory in all of the modern day Maghreb countries, in the south the Rustamid realm expanded to the modern borders of Mali and included territory in Mauritania.
| 44 |
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The Zirids recognized nominal suzerainty of the Fatimid caliphs of Cairo. El Mu'izz the Zirid ruler decided to end this recognition and declared his independence. The Zirids also fought against other Zenata Kingdoms, for example the Maghrawa, a Berber dynasty originating from Algeria and which at one point was a dominant power in the Maghreb ruling over much of Morocco and western Algeria including Fez, Sijilmasa, Aghmat, Oujda, most of the Sous and Draa and reaching as far as M'sila and the Zab in Algeria.
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Between the Nile and the Red Sea were living Bedouin nomad tribes expelled from Arabia for their disruption and turbulency. The Banu Hilal and the Banu Sulaym for example, who regularly disrupted farmers in the Nile Valley since the nomads would often loot their farms. The then Fatimid vizier decided to destroy what he could not control, and broke a deal with the chiefs of these Beduouin tribes. The Fatimids even gave them money to leave.
| 57 |
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The Arabs usually did not take control over the cities, instead looting them and destroying them.
| 225 |
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Some of these territories were forcibly taken back by the Almohads in the second half of the 12th century. The influx of Bedouin tribes was a major factor in the linguistic, cultural Arabization of the Maghreb and in the spread of nomadism in areas where agriculture had previously been dominant. Ibn Khaldun noted that the lands ravaged by Banu Hilal tribes had become completely arid desert.
| 137 |
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During the time of the Almohad Dynasty Abd al-Mu'min's tribe, the Koumïa, were the main supporters of the throne and the most important body of the empire. Defeating the weakening Almoravid Empire and taking control over Morocco in 1147, they pushed into Algeria in 1152, taking control over Tlemcen, Oran, and Algiers, wrestling control from the Hilian Arabs, and by the same year they defeated Hammadids who controlled Eastern Algeria.
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Warring with the Almohad forces attempting to restore control over Algeria for 13 years, they defeated the Almohads in 1248 after killing their Caliph in a successful ambush near Oujda.
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Much of the eastern territories of Algeria were under the authority of the Hafsid dynasty, although the Emirate of Bejaia encompassing the Algerian territories of the Hafsids would occasionally be independent from central Tunisian control. At their peak the Zayyanid kingdom included all of Morocco as its vassal to the west and in the east reached as far as Tunis which they captured during the reign of Abu Tashfin.
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"path": null
}
|
Ottoman era
| 368 |
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The Ottoman sultan gave him the title of beylerbey and a contingent of some 2,000 janissaries. With the aid of this force and native Algerians, Hayreddin conquered the whole area between Constantine and Oran (although the city of Oran remained in Spanish hands until 1792).
| 269 |
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Subsequently, with the institution of a regular administration, governors with the title of pasha ruled for three-year terms. The pasha was assisted by an autonomous janissary unit, known in Algeria as the Ojaq who were led by an agha. Discontent among the ojaq rose in the mid-1600s because they were not paid regularly, and they repeatedly revolted against the pasha. As a result, the agha charged the pasha with corruption and incompetence and seized power in 1659.
| 136 |
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|
Algiers lost between 30,000 and 50,000 inhabitants to the plague in 1620–21, and had high fatalities in 1654–57, 1665, 1691 and 1740–42.
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",
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|
Barbary pirates often attacked the Balearic Islands. The threat was so severe that residents abandoned the island of Formentera. The introduction of broad-sail ships from the beginning of the 17th century allowed them to branch out into the Atlantic.
| 407 |
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}
|
In 1629, pirate ships from Algeria raided the Faroe Islands.
| 165 |
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|
Although Algiers remained nominally part of the Ottoman Empire, in reality they acted independently from the rest of the Empire, and often had wars with other Ottoman subjects and territories such as the Beylik of Tunis.
| 231 |
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Autonomous tribal states were tolerated, and the regency's authority was seldom applied in the Kabylia, although in 1730 the Regency was able to take control over the Kingdom of Kuku in western Kabylia. Many cities in the northern parts of the Algerian desert paid taxes to Algiers or one of its Beys, although they otherwise retained complete autonomy from central control, while the deeper parts of the Sahara were completely independent from Algiers.
| 247 |
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In 1792, Algiers took back Oran and Mers el Kébir, the two last Spanish strongholds in Algeria. In the same year, they conquered the Moroccan Rif and Oujda, which they then abandoned in 1795. In the 19th century, Algerian pirates forged affiliations with Caribbean powers, paying a "license tax" in exchange for safe harbor of their vessels.
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"path": null
}
|
French colonization (1830–1962)
| 197 |
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A combination of violence and disease epidemics caused the indigenous Algerian population to decline by nearly one-third from 1830 to 1872. On 17 September 1860, Napoleon III declared "Our first duty is to take care of the happiness of the three million Arabs, whom the fate of arms has brought under our domination. " During this time, only Kabylia resisted, the Kabylians were not colonized until after the Mokrani Revolt in 1871.
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Between 1825 and 1847, 50,000 French people emigrated to Algeria. These settlers benefited from the French government's confiscation of communal land from tribal peoples, and the application of modern agricultural techniques that increased the amount of arable land. Many Europeans settled in Oran and Algiers, and by the early 20th century they formed a majority of the population in both cities.
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During the Second World War, Algeria came under Vichy control before being liberated by the Allies in Operation Torch, which saw the first large-scale deployment of American troops in the North African campaign.
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In addition, the French destroyed over 8,000 villages and relocated over 2 million Algerians to concentration camps.
| 421 |
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The war against French rule concluded in 1962, when Algeria gained complete independence following the March 1962 Evian agreements and the July 1962 self-determination referendum. The first three decades of independence (1962–1991)
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The exodus to mainland France accelerated after the Oran massacre of 1962, in which hundreds of militants entered European sections of the city, and began attacking civilians.
| 49 |
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However, he relied much more on the army for his support, and reduced the sole legal party to a symbolic role. He collectivised agriculture and launched a massive industrialisation drive. Oil extraction facilities were nationalised. This was especially beneficial to the leadership after the international 1973 oil crisis.
| 204 |
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"path": null
}
|
Political parties developed, such as the Islamic Salvation Front (FIS), a broad coalition of Muslim groups. Civil War (1991–2002) and aftermath
| 307 |
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At several points in the conflict, the situation in Algeria became a point of international concern, most notably during the crisis surrounding Air France Flight 8969, a hijacking perpetrated by the Armed Islamic Group. The Armed Islamic Group declared a ceasefire in October 1997.
| 285 |
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He worked to restore political stability to the country and announced a "Civil Concord" initiative, approved in a referendum, under which many political prisoners were pardoned, and several thousand members of armed groups were granted exemption from prosecution under a limited amnesty, in force until 13 January 2000. The AIS disbanded and levels of insurgent violence fell rapidly. The Groupe Salafiste pour la Prédication et le Combat (GSPC), a splinter group of the Armed Islamic Group, continued a terrorist campaign against the Government.
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It also included a second amnesty initiative, the Charter for Peace and National Reconciliation, which was approved in a referendum in September 2005. It offered amnesty to most guerrillas and Government security forces.
| 146 |
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This change enabled Bouteflika to stand for re-election in the 2009 presidential elections, and he was re-elected in April 2009. During his election campaign and following his re-election, Bouteflika promised to extend the programme of national reconciliation and a $150-billion spending programme to create three million new jobs, the construction of one million new housing units, and to continue public sector and infrastructure modernisation programmes.
| 76 |
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However, elections are routinely criticised by opposition groups as unfair and international human rights groups say that media censorship and harassment of political opponents continue. On 2 April 2019, Bouteflika resigned from the presidency after mass protests against his candidacy for a fifth term in office.
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