Author |
Piper, H. Beam, 1904-1964 |
Title |
The Cosmic Computer
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Note |
Reading ease score: 74.4 (7th grade). Fairly easy to read.
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Credits |
Produced by Greg Weeks, Bethanne M. Simms, Jason Isbell, and the Online Distributed Proofreading Team at https://www.pgdp.net
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Summary |
"The Cosmic Computer" by H. Beam Piper is a science fiction novel written in the early 1960s. The story revolves around Conn Maxwell, who returns to his home planet of Poictesme after studying on Terra with the intent of unraveling the mystery surrounding a supposedly all-powerful strategic computer named Merlin. The narrative delves into themes of belief, obsession, and the impact of technology on society, primarily driven by Conn's interactions with various local dignitaries who are eager to locate this fabled machine. At the start of the novel, Conn Maxwell is on a journey back to his home world after years of absence, grappling with the changes that have taken place in his homeland. As he arrives, he encounters several key figures from his past, including his father and the mayor, all of whom are fixated on finding Merlin, a computer rumored to have the potential to restore prosperity to their declining planet. The opening highlights the bleak economic conditions, hints at the dangers posed by pirates, and presents a mix of characters who are both supportive and skeptical of Conn's efforts to uncover the truth behind Merlin's existence. As the story progresses, Conn's inner conflict about misleading those around him while pursuing a larger goal begins to take shape, setting the stage for a captivating exploration of hope amid despair in a technologically advanced yet struggling society. (This is an automatically generated summary.)
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Language |
English |
LoC Class |
PS: Language and Literatures: American and Canadian literature
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Subject |
Science fiction
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Category |
Text |
EBook-No. |
20727 |
Release Date |
Mar 3, 2007 |
Most Recently Updated |
Jan 1, 2021 |
Copyright Status |
Public domain in the USA. |
Downloads |
279 downloads in the last 30 days. |
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