Abstract
1. An overview of oval tracks 2. The transpose puzzle: an introductory tour 3. The slide puzzle: an introductory tour 4. The Hungarian puzzle: an introductory tour 5. Permutation groups: just enough definitions and notation 6. Permutation groups: just enough theory 7. Cycles and transpositions 8. The parity theorem 9. The role of conjugates 10. The role of commutators 11. Mastering the oval track puzzle 12. Transferring knowledge between puzzles 13. What a difference a disk makes!: changing the number of disks, and using Maple or GAP 14. Mastering the slide puzzle 15. Mastering the Hungarian rings with numbers 16. Mastering the Hungarian rings with colours 17. Advanced challenges.
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