It features 120 scalene triangular faces and 62 vertices. That creates the largest number of symmetrical faces possible for an icosahedron and the biggest, most complex fair dice possible. To be considered fair, a dice must be equally likely to land on any of its sides when you roll it.
Do we have any mathematicians in the house who can explain:
- Is this true? Is it impossible to create a fair die with more than 120 faces?
- If so, can you explain why, in layman’s terms?
Thank you!
