(ENDED) Let's celebrate the month of May 🌻🌷 win a badge or gold bars

Since May is the 5th month of the year, let's celebrate by playing 5️⃣ levels that end in 5️⃣5️⃣.

Rules 👇

Most of you play several of our Community games, so you can choose which game(s) you want to play in this contest. The challenge is to win 5 different levels that end in "55."

• Option A: You can play 5 different levels in the same game. For example, you can play levels 55, 155, 755, 1555, and 3955 in Candy Crush Saga -- all 5 levels are different and each level number ends with "55."
• Option B: You can play 5 levels in 2 or more different games. For example, you can play level 55 in one game, levels 55 and 155 in a different game, and 155 and 655 in a third game.

Choose any of the Community games to play with either Option A or Option B.

Each level can only be played once, so you will need to play 5 different levels.

You must win each level played, but the number of stars or the final score do not matter.

You can replay levels you have previously won, but you cannot use old screenshots.

Two screenshots are required for each level played:

1. Take a screenshot of your game board when you have 5 moves left. No other screenshot of the game in progress will count.
2. Take a screenshot after you win the level -- it must clearly show the level number, your avatar, and your final score.

Please post your screenshots individually -- do not post them side-by-side, even though I have done so in my example below.

You can add a personal identifier to your screenshots so they are not "borrowed."

What can I win?

• Five players who complete this challenge and post valid entries will be randomly selected to win 20 gold bars in the game of their choice.
• All players who complete this challenge and post valid entries will win this fun badge created by our dear @PummyRaj.

Dates 👇

This contest ends on 31 May 2023, 17:00 Central European Summer Time (11:00 Eastern Daylight Time)

New to the Community? Register here in a few seconds.

Terms and Conditions here.