Adventure

What is adventure?

Adventure is content that enjoys adventures using avatars. Player must meet all the requirements for an adventure in order to proceed. Player can place up to 5 avatars, and if all requirements are met, can proceed with the adventure with 5 or fewer avatars.

As the difficulty increases, player need an avatar that meets multiple conditions.

Adventure List and Reroll

The adventure difficulty levels are provided as follows: Rank D (3), Rank C (3), Rank B (2), Rank A (1), Rank S (1). Upon completing an adventure, a new adventure of the same difficulty is generated.

If it's challenging to proceed with an adventure due to certain conditions not being met, you can use META to reroll and generate a new adventure of the same difficulty, as shown in the screenshot guide below.

A pop-up as below is generated when pressing the “Reroll” button at the bottom of the card.

Reroll cost

The reroll price for each Rank are as below:

  • Rank D: 20 META

  • Rank C: 40 META

  • Rank B: 80 META

  • Rank A: 140 META

  • Rank S: 200 META

If the timer is 0 after creating an adventure, it can be changed without consuming META.

50% of the META used for the adventure will be bought back to preserve the worth of $META and reward for governance contribution. It will be distributed to vMETA holders as tokens, and 50% will be fully burned after being bought back to preserve the worth of $META.

Extra Energy and vMETA

The player can choose where to use Extra Energy before starting the adventure. Using Extra Energy can reduce the adventure time by 10%. Energy consumption differs for each adventure.

Choosing Avatar

After a player selects an adventure, the Avatars with the requirements of the adventure will be displayed above.

Reward

Players can obtain Meta Points and craft materials through the adventure. Craft materials will be used as materials to craft items to be released in future updates.

The rewards and amount changes depending on the grade and difficulty of the adventure.​​​

Reward probability

The probability of getting each item is as follows:

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