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Red Dog Poker Calculator: Card Spread Betting Analysis (2026)

Practical Web Tools Team
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Red Dog Poker Calculator: Card Spread Betting Analysis (2026)

Red Dog Poker Calculator: Betting on the Spread

Red Dog (also called Acey-Deucey or In-Between) is a simple card game where you bet that a third card will rank between two dealt cards. The wider the spread, the better your odds. Our calculator shows optimal raise strategy and reveals why spread size determines everything.

What Is Red Dog Poker?

Red Dog Poker deals two cards and you bet whether a third card will fall between them in rank. A 4 and 10 has a spread of 5 (cards 5, 6, 7, 8, 9 win). Consecutive cards (like 7-8) push. Pairs hope for three of a kind (11:1). You can raise on spreads of 7+.

Quick Answer: Red Dog = bet third card falls between two cards. Spread 5 means 5 ranks win. Consecutive cards push. Pairs: hope for trips (11:1 payout). Raise only on spread 7+. House edge: 2.8-3.5% (varies by rules). Simple game, no skill except raise decision. Wider spread = better odds.

How to Use Our Calculator

Use the Red Dog Calculator →

Calculate win probability based on the spread.

Step-by-Step Instructions

  1. Enter First Card: Left card rank

  2. Enter Second Card: Right card rank

  3. View Spread: Gap between cards

  4. See Win Probability: Third card odds

  5. Get Raise Decision: Optimal play

Input Fields Explained

Field Description Example
Card 1 First dealt 4♠
Card 2 Second dealt 10♦
Spread Gap in ranks 5
Win Probability Hit rate 38.46%
Raise? Optimal No
Payout If win 1:1
House Edge Game edge 2.8%

The Spread Concept

How Spread Is Calculated

Spread = difference in rank - 1

Examples:
4 and 10: 10-4-1 = 5 spread
3 and K: 13-3-1 = 9 spread
7 and 9: 9-7-1 = 1 spread
A and 2: 14-2-1 = 11 spread

Consecutive cards = 0 spread

Spread Values

Spread by card pairs:

Spread 1: 5-7, 6-8, etc.
Spread 2: 4-7, 5-8, etc.
Spread 3: 4-8, 5-9, etc.
...
Spread 11: A-2 only

Higher spread = more winning cards

Win Probability by Spread

Spread | Win Cards | Probability
-------|-----------|------------
1      | 4         | 7.69%
2      | 8         | 15.38%
3      | 12        | 23.08%
4      | 16        | 30.77%
5      | 20        | 38.46%
6      | 24        | 46.15%
7      | 28        | 53.85%
8      | 32        | 61.54%
9      | 36        | 69.23%
10     | 40        | 76.92%
11     | 44        | 84.62%

Win cards = spread × 4 (suits)

Payout Structure

Standard Payouts

Payouts by spread:

Spread 1: 5:1
Spread 2: 4:1
Spread 3: 2:1
Spread 4+: 1:1
Pairs (trips): 11:1
Consecutive: Push

Inverse relationship:
Lower spread = higher payout
Compensates for lower odds

Expected Value by Spread

EV calculation:

Spread 1:
7.69% × 5:1 = 38.46%
Loss: 92.31%
Net: -53.85% (terrible)

Spread 7:
53.85% × 1:1 = 53.85%
Loss: 46.15%
Net: +7.70% (good!)

Raise Strategy

The Raise Decision

Raise option:

On 7+ spread: Can double bet
Additional wager at same odds

Only raise on favorable spreads
7+ has >50% win probability
Lower spreads negative EV to raise

Optimal Raise Threshold

When to raise:

Spread 7+: RAISE (53.85%+ win)
Spread 6 and below: Don't raise

Spread 7 = 53.85% win
EV positive to add money

Spread 6 = 46.15% win
EV negative to add money

Why 7 Is the Threshold

Mathematical reasoning:

Need >50% to profit on 1:1
Spread 7 = 53.85%
Spread 6 = 46.15%

Raising at 6:
Win 46.15% → +$1 each
Lose 53.85% → -$1 each
Net negative

Raising at 7:
Win 53.85% → +$1 each
Lose 46.15% → -$1 each
Net positive

Special Situations

Consecutive Cards

When cards are consecutive:

7-8, K-Q, 5-6, etc.
No spread possible
No winning third card

Result: PUSH
Bet returned
No win or loss

Pairs Dealt

When both cards same rank:

Third card drawn
If trips: Win 11:1
Otherwise: Push

Example:
7-7 dealt
Third card 7: Win 11:1
Third card other: Push

Probability: 1/13 ≈ 7.69%

Ties with Outside Card

What if third card equals?

Third card matches one dealt:
Counts as LOSS

Example:
4 and 10 dealt
Third card is 4 or 10
You lose

Not between = lose

House Edge Analysis

Edge Calculation

Red Dog house edge:

Single deck: 3.16%
Multiple decks: 2.80%

More decks = slightly better
But still moderate edge

Why Multiple Decks Help

Deck effect:

Single deck:
Cards removed affect odds
Slightly less predictable

6-8 decks:
Cards nearly replaced
Probabilities more stable
Slightly lower edge

Comparison to Other Games

House edge comparison:

Blackjack (basic): 0.50%
Craps (pass): 1.41%
Red Dog: 2.80%
Roulette (Euro): 2.70%

Red Dog = moderate edge
Not great, not terrible

Real-World Examples

Example 1: Wide Spread

Clear raise situation:

Cards dealt: 3♠ and Q♦
Spread: 12-3-1 = 8

Win cards: 4,5,6,7,8,9,10,J
32 cards win (8 ranks × 4)

Probability: 61.54%
Payout: 1:1

Decision: RAISE
$10 initial → $10 raise
If win: +$20
If lose: -$20

Positive EV

Example 2: Small Spread

Don't raise here:

Cards dealt: 6♣ and 9♥
Spread: 9-6-1 = 2

Win cards: 7,8 only
8 cards win

Probability: 15.38%
Payout: 4:1

Decision: No raise
$10 bet only
If win: +$40
If lose: -$10

Expected value:
15.38% × $40 = $6.15
84.62% × -$10 = -$8.46
Net: -$2.31 (bad but locked in)

Example 3: Consecutive Cards

Automatic push:

Cards dealt: J♠ and Q♦
Spread: 0 (consecutive)

No third card between them
No possible winning card

Result: PUSH
$10 bet returned

No decision to make

Example 4: Pair Dealt

Hope for trips:

Cards dealt: 8♣ and 8♦
Third card drawn automatically

If third is 8♥ or 8♠:
Win 11:1 = $110 on $10

If third is anything else:
Push = $10 returned

Probability: 2/50 = 4%
(Two 8s left in deck)

Expected value:
4% × $110 + 96% × $0 = $4.40
Positive EV!

Strategy Summary

Complete Optimal Strategy

Red Dog optimal play:

1. Spread 7+: RAISE
2. Spread 1-6: Don't raise
3. Consecutive: Accept push
4. Pairs: Hope for trips

That's it!
Only one decision to make
Raise on 7+, otherwise don't

Why Strategy Is Simple

No other decisions:

Cards dealt randomly
Can't change cards
Can only add money

After raise decision:
Game plays out
No further input

Simple entertainment
Low skill ceiling

Bankroll Recommendations

Session planning:

House edge ~2.8%
Moderate variance
20-30 buy-ins adequate

$100 session:
$3-5 base bets
$6-10 total with raise

100+ hands playable

Common Mistakes

1. Raising on Low Spreads

Mistake: Raising on spread 5 or 6 Problem: Negative EV Fix: Only raise on 7+

2. Misunderstanding Ties

Mistake: Expecting push on edge cards Problem: Matching = loss Fix: Between means between

3. Ignoring House Edge

Mistake: Extended sessions Problem: Edge compounds Fix: Entertainment budget

4. Bet Sizing Errors

Mistake: Inconsistent base bets Problem: Uneven risk Fix: Fixed base bet amount

Frequently Asked Questions

What's the optimal strategy for Red Dog?

Simple: Raise only when the spread is 7 or higher. That's the only decision. Everything else is automatic.

Why do consecutive cards push?

Because there's no card between them—no winning outcome is possible. The push returns your bet as fair resolution.

Is Red Dog a good casino game?

Moderate house edge (2.8%), simple rules, quick play. Not as good as blackjack or craps, but reasonable entertainment.

What happens with pairs?

A third card is drawn. If it matches (trips), you win 11:1. Otherwise, it's a push. Pairs are slightly favorable.

Can I count cards in Red Dog?

Theoretically, but minimally useful. Removed cards affect probabilities slightly, but not enough for practical advantage.

What's the best spread to see?

Spread 11 (A-2) gives 84.62% win probability—best possible. Always raise on 11 spread.

Pro Tips

  • Memorize one number: Raise on 7+

  • Spreads 1-3: High payout but low odds

  • Pairs are okay: Slight positive EV

  • Quick game: Rounds are fast

  • Bankroll wisely: Moderate edge accumulates

Conclusion

Red Dog Poker offers simple entertainment—bet that a third card falls between two dealt cards. Our calculator shows why spread size is everything: raise on 7+ spreads (53.85%+ win rate), never raise below. At 2.8% house edge, it's a reasonable casino diversion with just one strategic decision.

Calculate Red Dog Odds Now →

Your 4 and Queen give a spread of 7—that's 28 winning cards and a 53.85% win rate. Our calculator shows why this is exactly the threshold where raising becomes profitable.

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