Dino Pool

The winning probability is calculated based on your votes and the total votes, with winning numbers drawn using on-chain randomness.

Each round awards 35% of the total prize pool! The sources for the Dino Pool include ad revenue, community events, weekly and monthly card earnings, and sponsor bonuses!

Theoretically, the more votes you cast, the greater your chances of winning. Each round will randomly select 50 lucky co-founders based on on-chain randomness and the number of votes, ranking them in order of selection to distribute rewards accordingly.

Rank	Ratio
1	20%
2	10%
3	8%
4	6%
5	5%
6	4.5%
7	4%
8	3.5%
9	3%
10	2.5%
11 - 20	1.5%
21 - 40	0.75%
41 - 50	0.35%

How it work?

Players can use Tickets to enter — the more used, the greater their odds of winning. Your chances of taking home the top prize are proportional to the amount of Tickets you've entered vs. the total amount entered by all participants.

Consider the breakdown below:

• Alice uses 100 Tickets

• Bob uses 650 Tickets

• Carol uses 250 Tickets

• Dan uses 1000 Tickets

Here, we've got four players, and 2,000 Tickets in total:

• Alice has a 5% chance of winning (100/2,000)

• Bob has a 32.5% chance of winning (650/2,000)

• Carol has a 12.5% chance of winning (250/2,000)

• Dan has a 50% chance of winning (1,000/2,000)

When a weekly Draw begins, a winner is randomly selected for first place — a grand prize of 18% of the pot. Let's suppose that Dan takes it home.

Dan's 1,000 Tickets are now removed from the pool, as each player can only win one prize per Draw. Let's take another look at the odds, where only 1,000 Tickets remain:

• Alice has a 10% chance of winning (100/1,000)

• Bob has a 65% chance of winning (650/1,000)

• Carol has a 25% chance of winning (250/1,000)

With her 100 Tickets, Alice wins this round — nabbing a second prize worth 10% of the pot. You know the drill — we remove her Tickets and draw again for the third prize:

• Bob has a 72% chance of winning (650/900)

• Carol has a 28% chance of winning (250/900)

Congrats to Bob — who takes home 5% of the pot. With her new 100% win chance, it shouldn't come as a surprise that Carol bags the fourth — worth 2% of the pot.

In this example, you might notice that only 35% of the pot has been distributed across players. That's because lotteries are designed to produce 50 winners. In the event that there are less than 50 players, the remaining prizes will be set aside for future incentives.

Dino Pump Links:

Game Bot: https://t.me/dinopump_bot

Chat: https://t.me/dinopumpchat

Channel: https://t.me/dinopumpann

X: https://x.com/dinopump_bot