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|Orders||: 1 : 15 : 99|
|Target score||: 30,000 pts|
| Number of|
| 5 |
|Number of spaces||79|
- For mobile players, see here.
Level 149 is the ninth level in Gingerbread Glade and the 13th candy order level. To pass this level, you must collect 1 wrapped candy + wrapped candy combination, 15 striped candies and 90 blue candies in 30 moves or fewer. When you complete the level, Sugar Crush is activated and will score you additional points.
- The chocolate on top can easily seal the entrance, as there are icing below the chocolate, preventing candies from falling down.
- Combining two wrapped candies together is not easy.
- If the chocolate consumes the whole top row, no new candies will spawn, and the player will reach a game over if there are no matches left.
- 15 striped candies may be hard to do in 30 moves.
- The orders are worth 29,900 points. Hence, an additional 100 points is required to earn one star.
- Chocolates are a worry in this level. If you find any possible moves in clearing chocolate, please do them because you may not know if the chocolate will disrupt your plan.
- Vertical striped candies are recommended to be made in this level. Combining them with colour bombs will help clear all the chocolate, lessen your worries and finish your task.
- However, find chances to make wrapped candies because this is the hardest objective to be done in this level.
- This is one of the few levels in this episode that does not have any three-layered icing.
- This is the first candy order level which requires all three types of orders: candies of a colour, special candies, and combinations.
- This is the second level which requires a wrapped candy + wrapped candy combination. The first is level 136.
- This level has an icon bug that shows the first version of this level.
- This level spawns sugar drops, when that feature is active.
- Orange line(s) show where the candies spawn.
- ↑ (99 regular candies × 100 points per regular candy) + (15 special candies × 1,000 points per special candy) + (1 combination × 5,000 points per combination) = 29,900 points