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    <name><![CDATA[Bill]]></name>
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  <id type="integer">38412</id>
  <isbn>0385493622</isbn>
  <isbn13>9780385493628</isbn13>
  <ratings_count type="integer">798</ratings_count>
  <text_reviews_count type="integer">106</text_reviews_count>
  <title>Fermat's Enigma: The Epic Quest to Solve the World's Greatest Mathematical Problem</title>
  <average_rating></average_rating>
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  <link>http://www.goodreads.com/book/show/38412.Fermat_s_Enigma_The_Epic_Quest_to_Solve_the_World_s_Greatest_Mathematical_Problem</link>
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  <id type="integer">10894</id>
  <name>Simon Singh</name>
  <ratings_count type="integer">2419</ratings_count>
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    <rating>3</rating>
  <votes>0</votes>
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  <read_at>Sat Mar 07 00:00:00 -0800 2009</read_at>
  <date_added>Thu Dec 11 08:33:40 -0800 2008</date_added>
  <date_updated>Fri Mar 13 11:29:29 -0700 2009</date_updated>
  <read_count></read_count>
    <body><![CDATA[I've read so many of these math histories lately that the first half of the book wasn't interesting (at first). So I skipped to the middle and read to the end. Then I went kind of backward through the first half of the book.<br/><br/>While Singh make the point more than once, that the math behind Andrew Wiles’ is really hard and therefore pretty much beyond the scope of a popular account, I have to wonder whether Singh could have tried a little harder. I felt that Singh's technical presentation could have been better (read John Derbyshire for instance).<br/><br/>All that being said, the story itself is riveting and Singh does tackle it from a number of angles. I'm going to look for some more books on Fermat and Wiles. Until then though, this will have served as an entertaining introduction to what has to be one of the greatest stories in math. ]]></body>
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