Drop Rate Christmas Suprise Box 2023 Mobile Legends (ML)

There’s exciting news for you players Mobile Legends! There will be really cool updates, one of which is called Drop Rate Christmas Surprise Box 2023 Mobile Legends (ML). If you are curious and want to know more details, just check the explanation below.

Of course, we are already familiar with the fun updates on Mobile Legends which always make us excited. It’s not surprising, because this game always has cool events that you can enjoy together.

Okay, for a more detailed explanation, let’s wait for the next article. But while we’re waiting, there’s no harm in taking a peek first The name of the newest Squad in Mobile Legends. So that we already know beforehand.

For ML games, there is the Drop Rate Christmas Suprise Box 2023. So, in this article, we will discuss this event so that you understand it more clearly. Come on, let’s look at the explanation below to get detailed information.

Drop Rate Christmas Suprise Box 2023 Mobile Legends (ML)

For the Mobile Legends game, as we all know, they keep making updates that make you curious. So, for example, there is a Christmas Surprise Box that will appear in December 2023. There, you can try luck to find out how many cool items you can get.

Elite Box:

  • Skin Special – 2%
  • Skin Elite – 3%
  • Skin Basic – 95%

Epic Box:

  • Skin Collector-2%
  • Skin Epic – 12,8%
  • Skin Special – 7,5%
  • Skin Elite-7,5%
  • Skin Basic – 75,6%

So, in this way, you can try it first to find out how big your chances are of getting cool skins by trying to draw in the Skin Surprise Box which will appear in December 2023 in the MLBB game.

So, you as a player will be better prepared when you want to try to draw at that event. You can be absolutely sure that you will get a skin every time you draw in the Surprise Box. So, prepare yourself to get cool skin/

That’s an explanation of what drop rate you can get from the Christmas Surprise Box in Mobile Legends this time. Of course, with that information, you can know more. So, what do you think about this explanation?