Fortuna Casino

[V.I.R.O.S.]

[glow=green,2,300]Fortuna Casino[/glow]

Welcome to Fortuna Casino! Located in downtown ODBF, we are the only Casino in this part of town! We offer many exciting games of chance, and we are completely impartial. We use a system of random number generators to decide who wins, who loses, and who gets the jackpot! We are still installing all the machines, so check back every once in a while to see if more games appear.

Fruit-Themed Slots (Three Fruit generated per use)
Cost: 25 Dan-Balls
Payouts...

Two of any of the same fruit: 25
Three of any of the same fruit: 50
Two Durians: 50
Three Durian Fruits: 100

Money-Themed Slots (Three Currencies generated per use)
Cost: 75 Dan-Balls
Payouts...

Two of any of the same currency: 75
Three of any of the same currency: 150
Two Dan-Balls: 150
Three Dan-Balls: 300 Dan-Balls

Treasure-Themed Slots (Three treasured objects generated per use)
Cost: 150 Dan-Balls
Payouts...

Two of any of the same treasure: 150
Three of any of the same treasure: 300
Two Treasure Chests: 300
Three Treasure Chests: 600

Lucky Slots (Three lucky objects generated per use)
Cost: 300 Dan-Balls
Payouts...

Two of any of the same lucky things: 300
Three of any of the same things: 600
Two #7s: 600
Three #7s: 1200
Two Die: Random amount between 500-600
Three Die: Random amount between 1200-1400

Wonderland Slots (5 items per use)
Cost: 500 Dan-Balls
Payouts...

Walrus & Carpenter: 500
Walrus, Carpenter, & Oyster: 2000
Three Oysters: 1000
Cabbage & King: 1000

If you would like to know what the possible items are for each slot, and what number they correspond to from our number generator, here they are...

Fruit-Theme: 1-Cherry, 2-Banana, 3-Orange, 4-Durian, 5-Coconut
Money-Theme: Pound Sterling-1, Yen-2, US Dollar-3, DanBall-4, Euro-5
Treasure: Dubloon-1, Crown-2, Gold Bar-3, Treasure Chest-4, Goblet-5
Lucky: 4-Leaf Clover-1, Horseshoe-2, Rabbit's foot-3, Number Seven-4, Dice-5
Wonderland: Walrus-1, Carpenter-2, Cabbage-3, King-4, Oyster-5

The Wonderland Slots were inspired by Alice in Wonderland, namely, this part.

[vaconcovat]

I would like to play the fruit slots 4 times.

Cost: 100 (+losses/-wins)

[V.I.R.O.S.]

Orange, Cherry, Durian
Cherry, Coconut, Banana
Orange, Cherry, Orange-25
Banana, Banana, Orange-25

Net winnings: -50

Come back soon!

[vaconcovat]

Again. Play 4 times on the fruit slots.

[V.I.R.O.S.]

Cherry, Orange, Durian
Banana, Cherry, Cherry- 25
Coconut, Banana, Orange
Durian, Durian, Coconut- 50

Net winnings: -25

Come back again and be a winner! We are adding a new slot machine soon!

Come back soon and be a winner!

[vaconcovat]

This is rigged.
Fruit slots 4 times plz.

[V.I.R.O.S.]

Orange, Orange, Cherry-25
Durian, Coconut, Durian-50
Coconut, Banana, Banana-25
Orange, Cherry, Banana

Net Winnings: 0

Come back soon and be a winner!

[vaconcovat]

Stop saying that.

Come back soon and be a winner!

[Qwerty]

It's not rigged. This is how slot-machines work: You are destined to never come out on top.

5 times on lucky slots, please.

[V.I.R.O.S.]

Lucky: 4-Leaf Clover-1, Horseshoe-2, Rabbit's foot-3, Number Seven-4, Dice-5

4-Leaf Clover, Rabbit's Foot, 4-Leaf Clover- 300
Rabbit's Foot, Dice, Dice- 573
4-Leaf Clover, Rabbit's Foot, Dice
Dice, Horseshoe, Rabbit's Foot
4-Leaf Clover, Dice, Number 7

Net Winnings: -627

Come back soon and be a winner!

[General Veers]

It seems to me that the following are true for your slots:

Event (Three Slots, Four Objects, One "Special" Object)	Probability
Pair of ANY of 4 objects	12/125 (9.6%)
Pair of a special object	3/125 (2.4%)
Triple of ANY of 4 objects	4/125 (3.2%)
Triple of a special object	1/125 (0.8%)

Considering the price of each trial and the amount for each prize with these given probabilities, the house will very nearly win every time; however, I will still give support to your business and ask for four trials from the fruits machine. I will actually pay for these trials, too...

[Qwerty]

Ah, a mathematician: A Casino's worst nightmare.

[General Veers]

Indeed, for the fruit slots alone, it would be more appealing to the player if triple-Durians would result in a minimum of 3125 Dan-Balls, so that in the 125 tries it would take to get that triple-Durian event, all of the trials will have been paid off.

Winnings of 782 Dan-Balls (which exceeds the calculated 781.25) would very slightly more than pay off the trials necessary to reach a single triple-non-Durian event.

Winnings of 1042 (which exceeds the calculated 1041 and 2/3) would very slightly more than pay off the trials necessary to reach a single double-Durian event.

Winnings of 261 (which exceeds the approximated 260.41667) would very slightly more than pay off the trials necessary to reach a single double-non-Durian event.

Without a doubt, this is a profitable business...

[artik]

i would lik to play fruit slots

1337 times.

You only have enough to play 29 times, leaving you with 22 Dan-Balls.

-General Veers

[Qwerty]

Being a governator does not mean infinite dan-balls, sorry. Are you sure you wish to do this?

[V.I.R.O.S.]

Wow. Apparently your magic mathematical powers have gone well for you, GV. ._.

Durian, Durian, Durian- 100
Coconut, Orange, Banana
Banana, Banana, Banana- 50
Orange, Durian, Banana

Net Winnings: 50

Come back soon and be a winner!

[artik]

CALCULATOR FTW!!!

i would lik to play wit fruit slots 30 times.

[Qwerty]

For 750 dan-balls? Wow, high-roller.