Seeing

Cover of Seeing by José Saramago
Publisher: Harvill Secker
Year: 2006
Language: en
Edition: Uncorrected Proof
Pages: 307
ISBN-13: 9781843432326
Dimensions:
Height: 8.42518 Inches
Length: 5.31495 Inches
Width: 0.90551 Inches
Editorial overview Touché

Seeing by José Saramago, published by Harvill Secker in 2006, is an uncorrected proof edition comprising 307 pages. This novel presents a scenario where disillusionment with the political system transcends individual parties, ultimately leading to a collapse of democratic structures. Saramago’s narrative delves into the implications of such widespread disenchantment, exploring the fragility of societal trust and governance.

Readers will find a thought-provoking exploration of political themes and the consequences of collective disillusionment. The book examines the devastating effects of a populace that has lost faith in its leaders, prompting reflections on the nature of democracy and civic responsibility. Through its literary approach, Seeing invites contemplation on the dynamics of power and the societal ramifications of apathy.


Official synopsis Publisher

In his new novel, Jose Saramago has deftly created the politician’s ultimate nightmare: disillusionment not with one party, but with it all, thereby rendering the entire democratic system useless. ‘Seeing’ explores how simply this could be achieved and how devastating the results might be.”

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What is “Seeing” about?
This page includes the available description and bibliographic details for “Seeing” by José Saramago. Synopsis preview: In his new novel, Jose Saramago has deftly created the politician’s ultimate nightmare: disillusionment not with one party, but with it all, thereby rendering the entire democratic system useless. ‘Seeing’ explores how s…
Who is the author of “Seeing”?
“Seeing” is credited to José Saramago.
When was “Seeing” published?
Publisher: Harvill Secker. Year: 2006.
What is the ISBN for “Seeing”?
ISBN-13: 9781843432326.
What are the book details (language, pages, edition)?
Language: en. Pages: 307. Edition: Uncorrected Proof.

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