I hadn’t planned to read another Robert Harris novel, but
I found this while tidying up a cupboard in school and re-read it (probably for
the third time in the past 20 years) in an evening.
I had forgotten some of the intricacies of
the story. We usually take Year 7 to Beaumanor Hall in
Leicestershire for their activities week at the end of the summer term – and
this was one of the intercept stations in the novel. Jericho and Hester visit it and glean some
vital plot-point information.
A number of nice bits of logic in the book – and
obviously Turing and the early computers are a key element.
(p384) “What was it Hardy had written? That a
mathematical proof, like a chess problem, to be aesthetically satisfying, must
possess three qualities: inevitability, unexpectedness and economy; that it
should ‘resemble a simple and clear-cut constellation, not a scattered cluster
in the Milky Way’.”
I’m sure I’ll read it again in another 5 or 6 years…
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