Carnival Slots is a documented design for a casual slot machine game. The game is setup with three reels and seven symbols appearing in unique probabilities on each reel. The game includes a progressive payout system and bonus game playable on a particular winning combination. All probabilities and payouts have been calculated and balanced to keep the return rate within a desired range.
Theme: Carnival/Carnival Games
- “Carnival” sign (CSN)
- Golden Ticket (TIX)
- Balloons (BAL)
- Popcorn (POP)
- Ferris Wheel (FW)
- Candy Apple (CAP)
- Clown (CLN)
|CSN, CSN, CSN||250|
|TIX, TIX, TIX||150|
|BAL, BAL, BAL||100|
|CAP, CAP, CAP||50|
|FW, FW, FW||15|
|POP, POP, POP||5|
|CSN, CSN, CSN||250||0.096||0.000384|
|TIX, TIX, TIX||150||0.1152||0.000768|
|BAL, BAL, BAL*||100||0.1728||0.001728|
|CLN, CLN, CLN||75||0.1296||0.001728|
|CAP, CAP, CAP||50||0.256||0.00512|
|FW, FW, FW||15||0.1152||0.00768|
|POP, POP, POP**||5||0.048||0.0096|
(Full spreadsheet available at https://docs.google.com/spreadsheets/d/1mLdcY83yo_y9pWsgPQ6_0xJnhxncSu5QYaK5ODPAYkU/edit?usp=sharing)
Payout Rate = .9328 + .05 (Progressive return) = .9828 = 98.28%
*Bonus Game – average payout over time for the bonus game. See Bonus Game section for details.
**Payout Reduced to accommodate return of progressive system
This progressive system takes .05 cents from each dollar spin to add to a progressive jackpot paid out on hitting three Carnival signs. Initially, in designs prior to adding the progressive system, the hit of three Popcorns paid out $10. This provided the system with a 98.08% return. With the addition of the progressive system, the Popcorn payout was reduced to $5 to accommodate the additional return. This reduction resulted in an overall return of 93.28%. Adding the 5% progressive return back into the system results in the final return of 98.28%.
In this bonus game, the player will select balloons from a set to pop. The set of balloons will be 4×4 (16 balloons in total) and the player will select 4 to pop. Balloons will contain either $0 or $50 in an equal distribution of 8 balloons each arranged randomly on the board. Players will earn the cumulative amount from the 4 balloons they have selected.
The player will have four darts representing the four selections they may make. Each balloon will contain either $50 or $0 (eight balloons of each).
Clicking on a balloon will pop that balloon revealing its contents.
After all four darts have been used, the game will total the winnings from the selected balloons and present the total winnings from the bonus game to the player.
The probability of selecting some combination that rewards the potential payouts is as follows:
Given these probabilities, if 2730 games are played, the total payout amounts will be the following:
105 games x $0 = $0
672 games x $50 = $33,600
1176 games x $100 = $117,600
672 games x $150 = $100,800
105 games x $200 = $21,000
Total Payouts = $273,000
$273,000 / 2730 plays = $100 per play