Video Poker Hold Percentage Calculator: Understanding Casino Advantage

Hold percentage measures what the casino keeps from video poker play. Our calculator shows how theoretical hold differs from actual hold, how player skill creates the gap, and what hold percentages mean for your expected losses.

What Is Hold Percentage?

Hold percentage represents the portion of money wagered that the casino retains. Unlike house edge (which measures expected loss per bet), hold measures actual money kept from total action—affected by player decisions, play duration, and game selection.

Quick Answer: Hold percentage = casino's actual retention from total wagers. Theoretical hold = 100% - return percentage. Actual hold often higher due to player errors. Example: 99.54% return = 0.46% theoretical hold. Poor play might create 2-5% actual hold. Casinos track hold to evaluate game performance. Lower hold = better for players.

How to Use Our Calculator

Use the Hold Percentage Calculator →

Calculate expected hold based on game and skill level.

Step-by-Step Instructions

1. Select Video Poker Game: Jacks or Better, etc.

2. Enter Pay Table: Specific payouts

3. Estimate Skill Level: Perfect to average

4. View Theoretical Hold: With optimal play

5. Calculate Actual Hold: With skill adjustment

Input Fields Explained

Field	Description	Example
Game Type	VP variant	Jacks or Better
Pay Table	Full/short pay	9/6
Return %	Theoretical	99.54%
Theoretical Hold	Optimal play	0.46%
Skill Level	Your play	95% of optimal
Actual Hold	Estimated	2.96%

Hold vs House Edge

The Distinction

House edge:
Per-bet expected loss
Theoretical, assumes perfect play
Single decision measure

Hold percentage:
Casino's actual retention
Real-world measurement
Includes all player actions

Mathematical Relationship

Theoretical hold = House edge

But actual hold can differ:

Perfect player on 9/6 JoB:
House edge: 0.46%
Theoretical hold: 0.46%

Average player on 9/6 JoB:
Actual hold: 2-4%
(Errors add to casino retention)

Why They Differ

Actual hold exceeds theoretical because:

1. Player strategy errors
2. Playing too fast without thinking
3. Chasing losses with bad holds
4. Not using strategy cards
5. Playing wrong pay tables

Each error gives casino more

Theoretical Hold by Game

Popular Pay Tables

Game/Pay Table         | Return  | Hold
-----------------------|---------|-------
9/6 Jacks or Better    | 99.54%  | 0.46%
8/5 Jacks or Better    | 97.30%  | 2.70%
9/6 Double Double Bonus| 98.98%  | 1.02%
Full Pay Deuces Wild   | 100.76% | -0.76%*
8/5 Bonus Poker        | 99.17%  | 0.83%
9/6 Double Bonus       | 99.11%  | 0.89%

*Negative hold = player advantage

Pay Table Impact

Jacks or Better variations:

9/6 (Full Pay): 0.46% hold
8/6: 1.39% hold
8/5: 2.70% hold
7/5: 3.83% hold
6/5: 5.00% hold

One pay level = ~1% more hold
Always check pay table

Variance Consideration

High variance games:
Same hold percentage
But bigger swings

9/6 Double Double Bonus:
Hold: 1.02%
But quad aces matter more

Short sessions may deviate wildly
Long run approaches theoretical

Skill Level Impact

Perfect Strategy (100%)

Expert player on 9/6 JoB:

Every decision optimal
Uses strategy charts
Never deviates
Takes time to decide

Actual hold ≈ Theoretical hold
0.46% casino advantage

Advanced Player (98%)

Strong player:
Knows most optimal plays
Occasional small errors
Plays quickly but accurately

Error cost: ~0.5-1%
Actual hold: ~1-1.5%

Average Player (90%)

Recreational player:
Basic strategy knowledge
Common error patterns
Plays by feel sometimes

Error cost: ~2-4%
Actual hold: ~2.5-4.5%

Novice Player (75%)

Beginning player:
Many suboptimal holds
Keeps wrong cards often
Doesn't use charts

Error cost: ~5-8%
Actual hold: ~5.5-8.5%

Calculating Your Hold

Step-by-Step Process

1. Find game's theoretical return
   (9/6 JoB = 99.54%)

2. Calculate theoretical hold
   (100% - 99.54% = 0.46%)

3. Estimate your skill level
   (Say 95% of optimal)

4. Calculate error cost
   (5% × ~20% penalty = ~1% extra)

5. Add to get actual hold
   (0.46% + 1% = ~1.46%)

Error Cost Formula

Approximate error cost:

Skill Level | Extra Hold
------------|----------
99%         | +0.2%
95%         | +1.0%
90%         | +2.0%
85%         | +3.0%
75%         | +5.0%

These are approximations
Actual depends on specific errors

Example Calculation

You play 8/5 Jacks or Better
Skill level: 90%

Theoretical return: 97.30%
Theoretical hold: 2.70%
Error cost (~90% skill): +2.0%
Actual hold: ~4.70%

On $1,000 coin-in:
Expected loss: $47

Real-World Examples

Example 1: Expert Player Session

1,000 hands on 9/6 JoB, $1.25 max bet:

Total coin-in: 1,000 × $1.25 × 5 = $6,250

Theoretical hold: 0.46%
Expected loss: $28.75

Expert play achieves near-theoretical
Actual results vary by luck

Example 2: Average Player Session

Same session, average skill:

Total coin-in: $6,250

Theoretical hold: 0.46%
Skill-adjusted hold: ~3%
Expected loss: $187.50

Strategy errors cost $158.75 extra
That's the cost of not learning

Example 3: Bad Pay Table Choice

Expert on 7/5 Jacks or Better:

Coin-in: $6,250

Theoretical hold: 3.83%
Even with perfect play
Expected loss: $239.38

Pay table choice > strategy mastery
Always find best pay tables

Example 4: Positive EV Game

Expert on Full Pay Deuces Wild:

Coin-in: $6,250

Theoretical return: 100.76%
Theoretical hold: -0.76%
Expected WIN: $47.50

Player advantage game
But must play perfectly
One of few +EV casino games

What Casinos See

Casino Hold Reporting

Casinos track actual hold:

Monthly report might show:
"VP machines held 4.2%"

This includes all players:
- Experts
- Novices
- Everyone in between

Higher than theoretical = player errors

Why Hold Exceeds Theory

Typical casino VP hold: 3-6%

Theoretical on good machines: 0.5-2%

Gap explained by:
- Bad pay table selection
- Strategy mistakes
- Fast, careless play
- Bonus hunting errors

Casino Perspective

Casino wants higher hold:
- More profit per machine
- Better return on floor space

But too high = lose players
Balance between hold and traffic

Reducing Your Hold

Game Selection

Always verify pay table:
Full pay 9/6 vs short pay 8/5
Difference: 2.24% more hold

Five minutes of searching
Saves thousands over time

Strategy Improvement

Use strategy cards:
$5-10 investment
Reduces errors dramatically

Each 1% improvement:
$10 saved per $1,000 play

Slow Down

Rushing increases errors:
400 vs 800 hands/hour

Same hourly exposure
Fewer mistakes when slower
Better decisions = lower hold

Session Discipline

Set win/loss limits
Avoid tilt plays
Stay focused

Emotional play = more errors
More errors = higher hold

Common Mistakes

1. Ignoring Pay Tables

Mistake: Play any Jacks or Better Problem: 8/5 vs 9/6 = 2.24% more hold Fix: Always verify payouts

2. Playing Without Charts

Mistake: Trust your instincts Problem: Intuition makes errors Fix: Use strategy cards

3. Equating Hold to Luck

Mistake: "I'm unlucky today" Problem: Hold is structural Fix: Understand it's mathematical

4. Ignoring Skill Factor

Mistake: "All VP the same" Problem: Your play affects hold Fix: Study optimal strategy

Frequently Asked Questions

What's a good hold percentage to look for?

Under 1% theoretical hold with optimal play. Full-pay 9/6 Jacks or Better (0.46%) or Full Pay Deuces Wild (player advantage) are excellent.

How do I know the hold percentage of a machine?

Check the pay table. Look up that pay table's theoretical return online. Hold = 100% minus return.

Can I consistently beat video poker?

A few full-pay games with perfect strategy offer player advantage. But most games have casino edge—you can minimize it, not eliminate it.

Why do casinos still offer low-hold games?

Low-hold games attract skilled players who still make some errors. Volume and player errors often create acceptable profit.

Does betting max affect hold percentage?

Not the percentage, but max bet often qualifies for royal flush bonus, improving your return and lowering hold.

How much does perfect strategy reduce hold?

Depends on the game and your starting skill. Going from average to expert might save 2-3% of your action.

Pro Tips

• Pay table first: Verify before playing

• Use strategy cards: Eliminate most errors

• Slow and accurate: Speed kills bankroll

• Track your play: Know your actual results

• Seek low hold: Under 1% theoretical

Related Calculators

• Video Poker Return Calculator - Return percentage
• Video Poker Strategy Calculator - Optimal holds
• Video Poker Variance Calculator - Bankroll needs
• Video Poker Expected Value Calculator - EV analysis
• House Edge Calculator - Compare games

Conclusion

Hold percentage measures what the casino keeps from your video poker action. Our calculator shows how game selection and player skill combine to determine actual hold—and how reducing errors puts more money back in your pocket.

Calculate Video Poker Hold Now →

That 9/6 Jacks or Better machine has 0.46% theoretical hold, but your actual hold depends on your play. Strategy errors can add 2-4% to the casino's take. Our calculator reveals the true cost of playing without optimal strategy.