Time's Shadow (TPB) nr. 1: Dark Diamond (Asher, Neal)

Doomed to die. And die again. Captain Blite knows that someone, or something, is trying to kill him. But a device he possesses, known only as the dark diamond, won't let that happen. After surviving a series of catastrophic accidents and assassination attempts, Blite realizes that whenever he dies the dark diamond reverses time to a moment before his death. He must go through the traumatic experience again and again until he escapes. . Every encounter Blite survives generates a time flash which reveals potential futures. This extraordinary phenomenon attracts the attention of Polity agents and the crab-like p-Prador who wish to acquire this power for themselves. Hunted across space and time, Blite must uncover the true nature of the dark diamond before it causes his destruction . . . .

Udgivet af TOR, U.K. 

Neal Asher
Neal Asher (born 4 February 1961 in Billericay, Essex, England) is an English science fiction writer. Both of Asher's parents are educators and science fiction fans. Although he began writing speculative fiction in secondary school, Asher did not turn seriously to writing until he was 25. Asher identifies The Lord of the Rings, The Hobbit and other fantasy work including Roger Zelazny’s The Chronicles of Amber series as important early creative influences. The majority of Asher's work is set in one future history, the "Polity" universe. It encompasses many classic science fiction tropes including world-ruling artificial intelligences, androids, hive minds and aliens. His novels are characterized by fast-paced action and violent encounters. While his work is frequently epic in scope and thus nominally space opera, its graphic and aggressive tone is more akin to cyberpunk. When combined with the way that Asher's main characters are usually acting to preserve social order or improve their society (rather than disrupt a society they are estranged from), these influences could place his work in the subgenre known as post-cyberpunk.

Vare tilføjet til kurv

Gå til kurv