Magicians of Gor, Paperback/John Norman
Descriere
Chaos reigns on the Counter-Earth in the long-running series that "draw s] on a combination of philosophy, science-fiction, and erotica" (Vice). After the disaster of the delta campaign, Ar is essentially defenseless. The forces of Cos and her allies are welcomed into the city as liberators. Ar's Station, which held out so valiantly against superior forces in the North, is denounced as traitorous. Veterans of the delta campaign are despised and ridiculed. Patriotism and manhood are denigrated. Lawlessness and propaganda are rampant. Marlenus, the great ubar, who might have organized and led a resistance, who might have rallied the city, is presumed dead somewhere in the Voltai Mountains. Tarl is concerned with a warrior's vengeance upon sedition and treachery, and, in particular, with meeting one who stands high among the conspirators--a beautiful woman now enthroned as ubara, whose name is Talena. Rediscover this brilliantly imagined world where men are masters and women live to serve their every desire. Magicians of Gor is the 25th book in the Gorean Saga, but you may enjoy reading the series in any order. About the Author: John Norman, born in Chicago, Illinois, in 1931, is the creator of the Gorean Saga, the longest-running series of adventure novels in science fiction history. Starting in December 1966 with Tarnsman of Gor, the series was put on hold after its twenty-fifth installment, Magicians of Gor, in 1988, when DAW refused to publish its successor, Witness of Gor. After several unsuccessful attempts to find a trade publishing outlet, the series was brought back into print in 2001. Norman has also produced a separate science fiction series, the Telnarian Histories, plus two other fiction works (Ghost Dance and Time Slave), a nonfiction paperback (Imaginative Sex), and a collection of thirty short stories, entitled Norman Invasions. The Totems of Abydos was published in spring 2012. All of Norman's work is available both in print and as ebooks. The Internet h