Talk:Holiday Crates/@comment-5051663-20121224031701

I don't understand the part in this page about "First Chance" and "Second Chance", and I'd really rather not spend 29 crystals to find out. Some of the steps in the challenge can be very expensive. For example, getting Santa is 6%, which means an average of 16.67 tries and 483 crystals. However, all those failures could possibly fit one of the other requirements. But there's always the possibility you have a streak of bad luck and have to stop after, say, a million crystals.

What are the chances of fusing my friend shown as my avatar, the two-tailed Love Stegosaurus? Twice the coins, and no feeding costs.