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Would like to add that this level is just about as close mathematically impossible (without boosters) as it gets. We need 40 chocolate pieces in thirty moves and the board only starts out with 20. And since they only add 1 per turn when you don't get rid of them, that means you are only allowed 10 of the 30 moves to destroy the chocolate because anything over that, you wont get the additional 20 chocolate pieces necessary to complete the level. Unfortunately, it requires almost all 10 of those moves to get rid of the licorice that are in the way of the chocolate pieces. So now we are back to the mathematical impossibility that is this level.