#threespuzzle

Every Monday this month (at least), we will post a puzzle. Each of these puzzles is a statement about Threes!; you have to determine if it is true or false. If true, explain why, and if false, give a picture of a counterexample (and/or explain when in general that counterexample might arise).

Here's the second puzzle: If you still have moves, you always have at least two choices.

This is a tougher puzzle than the previous one, so I will begin posting hints next Monday and the full solution the Monday after that.

Every Monday this month (at least), we will post a puzzle. Each of these puzzles is a statement about Threes!; you have to determine if it is true or false. If true, explain why, and if false, give a picture of a counterexample (and/or explain when in general that counterexample might arise). We will give a solution the following Monday.

A little Independence Weekend group discussion

What would you aim to do from here over the next 10-15 moves?