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I like this book very much and here are 11 curious facts about it:
★ The chapters are numbered, but not like 1, 2, 3, 4, … but by using the prime numbers 2, 3, 5, 7, … and there are 51 chapters in this book, which is also a prime number.
★ The page numbers appear on the bottom center of each page in little circles and they look like this: ① ② ③ . . .
★ The page numbers run from 1 to 268 in the regular chapters and from 269 to 271 in the appendix. The appendix has 4 pages. Conclusion: The last page number, 272, is missing. Therefore the last page number you can actually see in this book is 271, which is a prime number.
★ The first chapter – the one with the number 2 – starts on page ①, so the book’s title, dedication, front matter etc are not numbered like in almost any other book.
★ If you make a table of all the chapter numbers next to the number of the page on which the chapters start you will see that there are pairs in which the page number is also a prime number. I counted 11 of those pairs, which is also a prime number:
★ There are three chapters (199, 229, 233) for which the chapter number is smaller than the page number. For the rest the chapter number is greater than the page number. The largest difference between chapter number and page number is 35 (chapter 149 which starts on page 114) and the graph of all the numbers looks like this:
★ If you like to see a proof of why you can never move a tile beyond the fourth horizontal line in the game of Conway’s Soldiers (pages 181-183 in the book) you can read about it on Wikipedia: https://en.wikipedia.org/wiki/Conway&...
★ I don’t like the timetable at the beginning of chapter 193 (on page 192) very much because it says that Christopher cleans his teeth at 7:20 a.m. and has his breakfast afterwards at 7:40 a.m. and that he also doesn’t clean his teeth at all before going to bed at 9:30 p.m.!
★ I tried to solve the two quadratic equations from page 201:
0 = 437x² + 103x + 11
0 = 79x² + 43x + 2089
I found that they don’t have real solutions. There are complex ones, of course, but I don’t think those actually count here. I wish the author had picked some other equations, like this one:
0 = 10x² + 220x - 4080
★ The narrator’s first name Christopher and last name Boone have 11 and 5 letters respectively, both of which are prime numbers.
★ I read this book for the second time now and I finished it the first time 3137 days ago and that is also a prime number.
n n
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.
★ The chapters are numbered, but not like 1, 2, 3, 4, … but by using the prime numbers 2, 3, 5, 7, … and there are 51 chapters in this book, which is also a prime number.
★ The page numbers appear on the bottom center of each page in little circles and they look like this: ① ② ③ . . .
★ The page numbers run from 1 to 268 in the regular chapters and from 269 to 271 in the appendix. The appendix has 4 pages. Conclusion: The last page number, 272, is missing. Therefore the last page number you can actually see in this book is 271, which is a prime number.
★ The first chapter – the one with the number 2 – starts on page ①, so the book’s title, dedication, front matter etc are not numbered like in almost any other book.
★ If you make a table of all the chapter numbers next to the number of the page on which the chapters start you will see that there are pairs in which the page number is also a prime number. I counted 11 of those pairs, which is also a prime number:
★ There are three chapters (199, 229, 233) for which the chapter number is smaller than the page number. For the rest the chapter number is greater than the page number. The largest difference between chapter number and page number is 35 (chapter 149 which starts on page 114) and the graph of all the numbers looks like this:
★ If you like to see a proof of why you can never move a tile beyond the fourth horizontal line in the game of Conway’s Soldiers (pages 181-183 in the book) you can read about it on Wikipedia: https://en.wikipedia.org/wiki/Conway&...
★ I don’t like the timetable at the beginning of chapter 193 (on page 192) very much because it says that Christopher cleans his teeth at 7:20 a.m. and has his breakfast afterwards at 7:40 a.m. and that he also doesn’t clean his teeth at all before going to bed at 9:30 p.m.!
★ I tried to solve the two quadratic equations from page 201:
0 = 437x² + 103x + 11
0 = 79x² + 43x + 2089
I found that they don’t have real solutions. There are complex ones, of course, but I don’t think those actually count here. I wish the author had picked some other equations, like this one:
0 = 10x² + 220x - 4080
★ The narrator’s first name Christopher and last name Boone have 11 and 5 letters respectively, both of which are prime numbers.
★ I read this book for the second time now and I finished it the first time 3137 days ago and that is also a prime number.
n n
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License.