World Land

JOY created a space for our avatars to freely roam around!

Numerous Lands in the World Map

The World is a JOYful place where you can communicate with other players and enjoy games together. You can talk to other avatars, make friends, run your own NFT Gatcha Contracts, and relish the moment in the festival. In addition, you can build your own gallery with beautiful Pixel Arts.

Basically, before you get World Land NFT, you start with an avatar at a local land where you learn about necessary information like dolls, machines, and buffs that will be used in running your store. The biggest difference between local land and the World Land is that in local land, you do not need any other NFTs than your own avatar to manage your place.

Features

If you already own a World Land NFT, you can have your avatar deployed in the place and open up your store. The required number of deployed avatars depends on the Land's rarity.

Normal, Rare, Epic and Unique Lands

World Land Rarity	Required Number of Avatars to Open a Store	Land Size
Normal	1	15*15
Rare	2	20*20
Epic	3	30*30
Unique	5	50*50

After opening up, other players can visit your place in the World. The number of users who can visit your place is limited by the size of the Land. And when more players can visit, it will inevitably increase the revenue of your store.

Another important fact to note is the Governance Factor in a Festival. In the World, festivals are held under various conditions. During this festival, you can earn more JOY tokens and by having players visit your wonderfully decorated place you can claim a generous amount of rewards. Imagine your Land in the World being designated as the festive area. Isn't it just thrilling?

Supply

The World Land supply policy is as follows.

$$N = Number\;of\;Accounts\;with\; Avatars \\ K = Correction\;Value \\ t_n = Prev\;World\;Map\;Generate\;Time\\ t_{n+1} = Next\;World\;Map\;Generation\;Voting\;Time \\ \begin{array}{cc} \end{array} \newline f_{avg}(t_n,\,t_{n+1}) = \frac{f(t_n)+f(t_n+1)+f(t_n+2)+\cdots+f(t_{n+1})}{t_{n+1}-t_n} \\ = \frac{1}{t_{n+1}-t_n}\sum_{k=t_n}^{t_{n+1}}f(k) \\ \begin{array}{cc} \end{array} \newline R = To\;Vote\;or\;Not\\ N = Current\;World\;Land\;Count \\ \begin{array}{cc} \end{array} \newline R = \left \{ \begin{array} {cc} \quad0\quad\quad(f_{avg}(t_n,\,t_{n+1}) < N + K) \\ 1\quad\quad\quad\quad\,(Otherwise)\quad\quad \end{array} \right. \\$$

• One World Map contains 4,900 (70 x 70) lands.

• K = Calibrating constant

• When R becomes 1, Governance Poll is generated that can create a World Map.

• This thereby creates a chance to create the World Map depending on the total number of unique wallet accounts with avatars.