Revenue Share

30% of {REDACTED}'s net gaming revenue (total wagered - total wins - withdrawal bonuses) will be distributed to Moonbears stakers.

The revenue distribution mechanism works on a point-based system:

Staked NFT	Points
Moonbear	1 Point
with Diamond Pass	+3 Points
with Gold Pass	+1 Point
with Silver Pass	+¼ Point

Upon reaching the target snapshot block, all wallets containing staked Moonbear(s) will have a total point associated. If the wallet has pass(es) staked alongside the Moonbear(s), the bonus(es) will be added up to a total point value associated with that wallet.

Additional requirements to qualify for revenue share (all of these requirements need to be met):

1. Must be staking at least one bear 14 days prior to snapshot date

2. Must be staking at least one pass 14 days prior to snapshot date

3. To get points off your VIP Passes they must be staked 1:1 with a Moonbear

A particular staker's share will be the percentage share of the total point value associated with that wallet against the total points across all qualifying wallets.

Moonbears and VIP Passes need to be staked at least 14 days prior to be qualified for revenue share.

Calculation Example

{REDACTED} issues monthly P&L and reports a $500,000 net gaming revenue.

All eligible stakers will receive $150,000 (30%) distributed based on the points derived on the snapshot block.

Let's assume we have the following stakers (staked for 14 days prior to snapshot date):

• Staker A (2 x Moonbears, 1 x Diamond Pass, 1 x Gold, 5 x Silver)

• Staker B (20 x Moonbears, 2 x Diamond Pass, 2 x Gold)

• Staker C (3 x Moonbears, 1 x Silver)

• Staker D (1 x Moonbears)

Their points would be as follows:

Staker A

= 2 + (3 + 1)
= 6

Staker B

= 20 + (6 + 2)
= 28

Staker C

= 3 + (0.25)
= 3.25

Staker D

= 1

Their payouts would be as follows:

Total points across all stakers

= 6 + 28 + 3.25 + 1
= 38.25

Staker A

= $150,000 x 6/38.25
= $23,529

Staker B

= $150,000 x 28/38.25
= $109,804

Staker C

= $150,000 x 3.25/38.25
= $12,745

Staker D

= $150,000 x 1/38.25
= $3,922

Total distributed = $23,529 + $109,804 + $12,745 + $3,922 = $150,000