In-game emojitokens make up the bulk the rewards to users for learn-to-earn gameplay. You can think of Aha emojitokens as the $SLP Axie-equivalent. The key differences between Aha and other play-to-earn games are:

  1. There are a multiple of in-game emojitokens.
  2. All emojitokens will be of finite supply.

Figure 30b - Aha Emojitokens

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One Token Per Emoji

We will have multiple in-game emojitokens for learn-to-earn and staking rewards. We will launch an emojitoken for each NFT Avatar PET emoji. Each NFT Avatar will only earn emojitokens for the emoji that is present in the NFT avatar. This is to ensure a rarity factor in the NFTs. For example, an avatar with only 👻 emojis can only earn $BOO emojitokens. An avatar with 🐱🐶 can only earn $MEOW and $WOOF emojitokens.

Figure 30c - Emoji NFT to Emojitoken Payout Mapping

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Sharding and Entropy

The splitting of the in-game tokens into many emojitokens protects the ecosystem from broken tokenomics or price crash from damaging the Aha reputation. The siloing of emojitokens effectively silos our users into emoji “buckets”.

The fact that these silos exists creates differences in earning potential of NFTs, and encourages users to buy more NFTs in order to collect all the emojis or move into a higher-earning silo.

The variety of emojitokens and variance in prices allows to recreate for Aha’s web3 wallet holders the allusion of a stock market with only just in-game tokens. This will help with funneling users into dex, liquidity pool features, and opens up another revenue avenue in the form of liquidity yield farming.

Finite Supply

All in-game emojitokens will be of finite, fixed supply. Unlimited supply tokens like $SLP do not succeed because it lacks rarity. Rarity and finite supply is what confers value to tokens and NFTs. Each type of emoji that appears in a PET NFT will only have a finite supply of in-game emojitokens. Each emojitoken may be appeal to users that have specific attachment to the specific emoji, similar to meme tokens like Doge or Shiba Inu tokens.

Constant-Product Pricing and AMM Liquidity Pools