Pro Staking Plan
The Pro Staking Plan is a progressive betting strategy designed to recover losses and achieve an increasing profit target.
How the Pro Staking Plan Works
Set a Base Profit Target:
- Begin with a fixed target for the first bet, e.g., 5 units.
- Incrementally increase the target for each subsequent bet by the base target amount (e.g., Bet 2 = 10, Bet 3 = 15, and so on).
Calculate Stakes:
- For each bet, calculate the stake based on the current target and accumulated losses: Stake=(Current Target+Accumulated Losses) / Divisor
- The divisor is typically set to 3 to moderate stakes.
Dynamic Adjustments:
- Wins: Add the profit from the win to the accumulated wins/losses (AWL). The series ends only when the AWL exceeds the target.
- Losses: Add the stake to the accumulated losses and continue to the next bet.
Pro Staking Plan Example with Varied Outcomes
Assumptions:
- Base profit target: 5 units.
- Divisor: 3.
- Odds are dynamic and listed in the Odds column.

Key Takeaways
1. Dynamic Stake Adjustment:
- Stakes increase or decrease based on the accumulated losses or profits, ensuring recovery and progression toward the target.
2. Odds Impact:
- Wins with higher odds (e.g., Bet 8 at 5.0) significantly impact the AWL, helping recover losses more efficiently.
3. Stopping Rule:
- The series ends when the AWL exceeds or equals the target for the current bet (e.g., AWL = +50 at Bet 8).
Benefits of the Pro Staking Plan
Profit Recovery:
- One win not only recovers previous losses but also achieves the profit target for the series.
Flexibility:
- Adjustable divisors and stake calculations allow bettors to customize risk levels.
Discipline and Strategy:
- Encourages disciplined betting with clear progression and stopping rules.
Final Thoughts
The Pro Staking Plan is a robust betting system that balances risk and reward through dynamic stake adjustments. It is most effective when paired with disciplined bankroll management and a clear understanding of odds and probabilities.
The image below shows the example above as it would be in TSM.

