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Candy Crush Friends Saga Level 2538 Gameplay Video
Candy Crush Friends Saga Level 2538
Candy Crush Friends Saga Level 2538 Notes

Goal: Dunk 3 cookies in 30 moves

Friend: Misty


Any Issues / Level changes or requests please let me know on YouTube or Facebook https://www.facebook.com/JustPlayingSaga
Tips for Candy Crush Friends Saga Level 2538
  • Keep making fish
Level Game mode: Dunk the Cookies

Dunk the cookies into the yummy chocolate!

cookie

Clear the candy and blockers between the cookie and the chocolate to clear a path to dunk it into the chocolate at the bottom

General Bring down Cookies Tips
  • Check this for blockers and description
  • How to use Rachel's Rainbow Candy
  • How to use Bubblegum Troll's Bubble Blast Candy
  • If you have no moves to break blockers or move cookies make special candy or collect your friends candy
  • Cookies can have up to 7 Layers

  • Cookie Layers
  • Clear any blocks or trapped candy under the Cookie first...Its hard to clear if the ingredient is in the way
  • Know where you need to bring them down to... its easier to move them over in the middle of the board
  • Fish will go to the square directly next to the cookie in the direction it is going.
  • Working at the bottom of the board to move down the Cookies
  • Vertically Striped Candies in the same column as the cookie will drop it to the bottom (if blocks are not cleared they will get in the way)
  • When a cookie is ready to drop using a vertical striped candy can drop it to the bottom if you are only removing candy in that column (it could drop anywhere candy is removed
  • Special Candies are always helpful
  • Combine Special Candies.. favs Color Bomb + Striped and Wrapped + Striped
  • Use Special Candies to hit the areas you can't reach or make a match in
  • Focus on one area so Cookies drop in the same area
  • Using a Color Bomb also makes it easier to make the other Special Candies since it reduces one of the colors on the board
  • Cookies can fall diagonally if the square above the square diagonal to them is blocked from above or is emptied at the same time as the diagonal square and the square above it is blocked

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