Which Textbooks Best Prepare for the IMO?

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For preparing for the International Mathematical Olympiad (IMO), several textbooks are recommended for number theory, geometry, and algebra. A beginner-friendly option for number theory is "Elementary Number Theory" by David M. Burton, which serves as an introductory text. For more advanced training, "Putnam and Beyond" is suggested, particularly for its focus on Olympiad-level problems. It's also noted that finding a mentor or trainer with experience in preparing students for high-level competitions can significantly enhance preparation, as they can provide valuable tips and strategies. Additional resources include websites like imomath.com, which offer further materials and guidance for IMO preparation.
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I am looking for some good mathematical textbooks to learn number theory, geometry, algebra at an IMO level. I wish to attend the IMO in two years time, so I have quite a while to prepare. For number theory, I was considering https://www.amazon.com/dp/048646931X/?tag=pfamazon01-20 just so i can get my feet wet, and then I will probably move onto some harder stuff. If you guys could recommend any other textbooks I will be grateful.
 
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https://www.amazon.com/dp/0387982191/?tag=pfamazon01-20

is a training manual for the Olympiad. There is a newer edition but I'm not sure what the differences might be.

Finding someone who has successfully trained individuals who received high scores is very important to score high on the Putnam, tips and strategies that you would likely never find in time on your own can make all the difference there. I don't know if that also the case with the IMO.
 
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Putnam and Beyond
 

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