Magic Squares
Book Details
Author(s)Mark S. Farrar
PublisherBookSurge Publishing
ISBN / ASIN1419646613
ISBN-139781419646614
AvailabilityUsually ships in 24 hours
Sales Rank1,671,621
MarketplaceUnited States 🇺🇸
Description
This illustrated treatise on Magic Squares covers:
Comments from reviews by other magicians and mathematicians include:
'... the definitive work on Magic Squares for years to come' (Joe Riding, M.I.M.C.)
'... a significant addition to the literature of magic squares' (Eddie Dawes, M.I.M.C., in The Magic Circular)
'... a splendid piece of work' (Alan Shaxon, M.I.M.C.)
'I wish a book like this would have been available to me a long time ago' (Jules Lenier)
'... an excellent reference book ...' (Michael Close in Magic)
'... I can honestly say that I have never seen such a thorough treatise on magic squares anywhere ...' (Andrew Jeffrey, Head of Maths, St Aubyns School, Rottingdean)
- the history of Magic Squares
- information about the general classes of Magic Squares
- various formulae for creating Magic Squares
- detailed analyses of 3 x 3, 4 x 4 and 5 x 5 Magic Squares
- variations on Magic Squares
- Magic Square routines, puzzles and presentations, including 'one novel contribution by the author which combines origami (the Crossed Box Pleat) with a Magic Square, The Origami Magic Square' (Eddie Dawes, M.I.M.C., in The Magic Circular)
- as well as references to approximately 40 other works on Magic Squares and mnemonics and over 40 pages of detailed Appendices.
Comments from reviews by other magicians and mathematicians include:
'... the definitive work on Magic Squares for years to come' (Joe Riding, M.I.M.C.)
'... a significant addition to the literature of magic squares' (Eddie Dawes, M.I.M.C., in The Magic Circular)
'... a splendid piece of work' (Alan Shaxon, M.I.M.C.)
'I wish a book like this would have been available to me a long time ago' (Jules Lenier)
'... an excellent reference book ...' (Michael Close in Magic)
'... I can honestly say that I have never seen such a thorough treatise on magic squares anywhere ...' (Andrew Jeffrey, Head of Maths, St Aubyns School, Rottingdean)
