# Other epochs

This page describes how the airdrop works during other epochs than the genesis one.
The first epoch starts on the 2nd of May at 00:00 UTC.
Here is the airdrop distribution per epoch:
Epoch
Rewards
1
48,215
2
50,374
3
52,625
4
54,975
5
57,425
6
59,981
7
62,648
8
65,430
Total
501,675
​We decided to change the rules from the 8th epoch. Until epoch 8th, 501,675 NST has been distributed; there are 2,123,325 tokens left. The total amount of rewards R to be distributed during the following epochs depends on the volume generated by all the users at each epoch:
Volume in USD
Rewards in NST
1,000,000 and less
10,000
]1,000,000; 3,000,000]
25,000
]3,000,000; 5,000,000]
40,000
5,000,000 and more
50,000
Every hour, users' scores will be computed according to the following formula:
$s_{pjk} = Max(1;f_{jk})^{0.5} * v_j^{0.4} * Max(1;(c_{jk}*L_{jk})^{0.1}) *Max(1;d_{jk})^{0.5}$
We compute the cumulative sum of each score for each user j at the end of an epoch k:
$m_{jk}={\displaystyle\sum_{p=1}^{168}s_{pjk}}$
Rewards will then be distributed according to the following formula:
$r_{jk}=R_k*\frac{m_{jk}}{\displaystyle \sum_{i=1}^{n_{k}}m_{ik}}$
$f_{jk}$
does not take into account transaction fees (gas costs), but only the platform's fees, as stated in
Terms
Definition
$r_{jk}$
Rewards for the user j at the epoch k
$R_k$
Total reward to be split between all users for at the epoch k.
​​
$n_k$
Number of users at the epoch k.
${\displaystyle\sum_{i=1}^{n_k}m_{ik}}$
Sum of all scores at the epoch k.
$s_{pjk}$
Score of the user j at snapshot p for the epoch k.
$f_{jk}$
Nested platform's fees paid by the user j at the epoch k.
​​​
$v_j$
Total value locked (TVL) into Nested dApp by the user j.
$c_{jk}$
Number of copies issued from the portfolios of a user j at epoch k.
$L_{jk}$
Cumulative value of the portfolios issued from the replication of user j's portfolios at the epoch k.
$d_{jk}$
The number of protocols the user j created, managed, or copied a portfolio on (Ethereum, BNB Chain, Avalanche, etc.)
Example:
• Bob obtained a score of 100 at the end of the first epoch.
• The cumulative sum of all user's scores is 1000.
• There is 50,000 NST to be distributed at the end of this first epoch.
$r_{bob}= 50,000 * \frac{100}{1000}=5000 NST$
Bob will earn 5000 NST at the end of the first epoch.