Drop Rate Starlight Lucky Chest Layla Twilight Waltz Mobile Legends (ML)

Mobile Legends always gives us various new things that are fun to explore. So, this time, we will discuss the Starlight Lucky Chest Drop Rate for the Layla Twilight Waltz skin in Mobile Legends (ML). This is really interesting, here!

ML players are always waiting for the latest updates which are continuously announced. Starting from exciting events to new features that can make the game even more exciting. So that later you players can try playing it.

But if you want to know more details, you can read the article specifically for this. Previously, it is also important to check how to change the Squad Name in Mobile Legends , so that we can understand more about all this in the game.

In this article, we will explain in detail about the drop rate for the Starlight Lucky Chest for the Layla Twilight Waltz skin in the ML game. This information will definitely make players excited to find out more about this.

Drop Rate Starlight Lucky Chest Layla Twilight Waltz Mobile Legends (ML)

In Mobile Legends, there are lots of exciting things we can try. So, for example now, there is a Starlight Lucky Chest event for the Layla Twilight Waltz skin. In this event, players can find out how big their chances are of getting certain items from the drop rate:

  • Starlight Card: 2.5%
  • Premium Starlight Card: 1%
  • Starlight Fragments (Random from 30-120): 30%
  • Starlight Points (Random from 100-1000): 33%
  • Crystals of Aurora (Random from 5-30): 33.5%

So, as you can see, the chance of getting Starlight at the Starlight Lucky Chest event this time is really small. This information can help you to try it later at this event to draw.

Of course, with this explanation, you ML players can now know about the Starlight Lucky Chest drop rate information. So, you can plan and try this better later.

So, that’s the explanation regarding the drop rate in the Starlight Lucky Chest event in the MLBB game this time. Of course, with this information, you really know now. So, what do you think, what do you think about this explanation?