RouletteScoutAct I — The birth of roulette

ACT I · THE BIRTH OF ROULETTE

Every spin has a story.

Roulette means “little wheel” in French. But this little wheel has a remarkable past.

A disputed inventor. A game that crossed the Atlantic. And one missing zero that changed the odds.

Begin the story

The wheel turns. The ball travels the other way.

THE ORIGINS · FRANCE, 18TH CENTURY

Who invented roulette?

The surprising truth: nobody knows for certain.

Roulette began taking its familiar form in France during the 18th century, but its original inventor remains unknown.

Engraved artistic portrait of Blaise Pascal
Blaise Pascal · 1623–1662 · Artistic interpretation

1658 · PASCAL’S MATHEMATICAL WORK

Why Pascal gets the credit

The game is often credited to the French mathematician Blaise Pascal. But there’s a catch.

In 1658, Pascal published a work called Histoire de la roulette. Despite its name, it was about geometry, not gambling.

Pascal was studying a cycloid: the curve traced by a point on the edge of a circle as it rolls along a straight line. Imagine a dot of paint on a bicycle tyre and follow the arch it draws as the wheel rolls.

Follow the red dot. The arch it draws is a cycloid.

A cycloid traced by a point on a circle rolling without slippingAB
A closer look

THE ORIGINS · FRANCE, 18TH CENTURY

“Roulette” was also a name for the cycloid. Pascal studied its geometry and published work on it in 1658. That establishes what this document discusses. It does not establish that he invented the casino game. The distinction matters when a familiar origin story is repeated as fact.

There is no reliable historical evidence that Pascal invented the casino game.

To follow the game itself, we have to leave Pascal’s study and step into the gaming rooms of eighteenth-century France.

An imagined candlelit French gaming room

FRANCE · 18TH CENTURY

All eyes on the ball.

Leave Pascal’s geometry behind and step into a gaming room. Here, the question is much simpler: where will the ball stop?

During the eighteenth century, roulette took its familiar form in France. A wheel, a ball and a table of bets turned a single moment of uncertainty into a shared spectacle.

The wheel: The ball settles in one numbered compartment, called a pocket. That is the winning result.

The bets: Players choose what to back before the result: a number, a colour or another group of numbers.

The players: One ball gives everyone at the table the same result. Each person’s bet decides what that result means for them.

An imagined French gaming room · Late 18th century

La rouletteou Histoire d’un joueurJacques Lablée · Paris, 1802

A game with a story of its own.

By 1802, roulette was the title of a novel by the French writer Jacques Lablée. Its subtitle means “the story of a gambler”.

About the book

Jacques Lablée · La roulette, ou Histoire d’un joueur · Paris edition, 1802

The title translates as “Roulette, or the story of a gambler.” The edition identified here was published in Paris in 1802. It gives us a literary object from the period. Its publication date is not the date roulette was invented, and this room is an artistic reconstruction.

HOMBURG · 19TH CENTURY

One less zero. A different game.

The smallest change on the wheel made a measurable difference.

In 1841, twin brothers François and Louis Blanc opened a casino in Homburg, a German spa town. Their licence came with a deal: build a spa house and an English-style park.

38 pockets: 1 to 36, 0 and 0000012345678910111213141516171819202122232425262728293031323334353638POCKETS

Pocket-count comparison · Not a reconstruction of a nineteenth-century wheel.

François became closely associated with single-zero roulette: a wheel with one zero instead of both 0 and 00.

Remove the extra zero and a bet on a number from 1 to 36 has one fewer way to lose. The winning payout stays the same.

5.26%Double zero · 38 pockets
2.70%Single zero · 37 pockets

The house edge—the casino’s average share of money wagered over many bets—falls from 5.26% to 2.70% in this comparison.

A smaller house edge gives the player better odds, but the casino still has an advantage. It does not make the next spin predictable.

Single-number bet · 35:1 profit payout · Equally likely pockets

How the numbers work

HOMBURG · 19TH CENTURY

A winning 1-unit bet pays 35 units in profit and returns the original stake: 36 units in total. With 38 equally likely pockets, its average return is 36/38 of the stake. With 37, it is 36/37. The difference is the house edge. These are long-run averages for this bet, not a prediction for one spin.

MONACO · 1863–1879

A place worth the journey.

François Blanc’s next venture lay on the Mediterranean. In 1863, he took charge of the Société des Bains de Mer, the company developing Monaco’s casino resort.

The ambition reached beyond the gaming table: hotels, gardens and entertainment would give visitors reasons to arrive—and to stay.

Artistic interpretation of Monaco in 1863

1863 · The venture begins

Prince Charles III’s new company brings François Blanc to Monaco.

1866 · A name for the dream

On 1 June, the district receives the name Monte-Carlo.

1879 · The curtain rises

Architect Charles Garnier’s theatre opens, with actress Sarah Bernhardt at its inauguration.

Elsewhere, earlier…

NEW ORLEANS · 1835

Meanwhile, across the Atlantic.

Before Monte-Carlo had a name, roulette was already being described on the other side of the ocean.

In his 1835 travel book, Joseph Holt Ingraham takes us into a New Orleans gambling room: silver clinks, players call out, and a small ball rattles around a wheel.

An imagined nineteenth-century New Orleans gaming room, engraved in copper tones
An imagined nineteenth-century gaming room · Artistic interpretation
“in one a single cipher, in the other two ciphers”

J. H. Ingraham · The South-West · 1835

Read the 1835 description

J. H. Ingraham · The South-West, Volume I · 1835

Ingraham describes “two squares additional, in one a single cipher, in the other two ciphers”. Here, “cipher” means zero. This is evidence of a double-zero wheel in his account of New Orleans. It does not tell us when roulette first arrived in America or what every American table looked like.

37 pockets: 1 to 36, 0012345678910111213141516171819202122232425262728293031323334353637POCKETS
Single zero
38 pockets: 1 to 36, 0 and 0000012345678910111213141516171819202122232425262728293031323334353638POCKETS
Double zero

Cipher meant zero. His description includes numbers 1 to 36, plus 0 and 00. It is a glimpse of one table, not a date for the game’s first arrival in America.

Pocket-count diagrams · 1–36, with one zero or two

The story has branches.

Now look inside the wheel.NEXT · INSIDE THE WHEEL

ACT II · INSIDE THE WHEEL

Take the wheel apart.

What actually happens inside a roulette wheel?

The numbered disc spins inside a stationary wooden bowl. Meanwhile, a small ball travels around the outer track in the opposite direction. As the ball slows down, it drops toward the spinning numbers, bounces off obstacles and eventually lands in a pocket.

Take the wheel apart to see how it all works.

The parts, separated

01
Spindle & capstan

The central axis and the fitting used to turn the rotor.

0321519421225173462713361130823105241633120143192218297281235326
02
Numbered rotor

The numbers, dividers and pockets turn together.

03
Stationary bowl

The ball circles the outer track, then crosses the slope and deflectors.

Single-zero study model · one design, seen layer by layer

01 · The bowl

The bowl is the fixed outer body. Its raised circular track carries the ball during the opening laps; the slope beneath leads towards the numbered disc.

02 · The rotor

The rotor is the inner disc that turns around the central spindle. The numbers and their pockets move together, while the outer bowl stays still.

03 · The pockets

A pocket is a small compartment that can hold the ball. Thin dividers separate neighbouring pockets. The number beside the pocket where the ball finally stays is the result.

A small obstacle. A big change of direction.

The raised bumps on the slope are deflectors: obstacles that interrupt the ball’s smooth path. A collision can send it bouncing towards the moving pockets.

26032

The numbers have neighbours. Just not the ones you expect.

On this single-zero wheel, 0 sits between 26 and 32. Follow the ring and you will not count from 1 to 36. Its 37 places hold 18 red numbers, 18 black numbers and one green zero.

This is one conventional single-zero design. Real wheels vary: even the angle of the ball track and the depth of the pockets can differ between models.

07 · THE PHYSICS OF THE SPIN

A spin is a journey.

Two directions. One eventual resting place.

The dealer sends the ball around the outer track, opposite the spinning rotor. Follow it from the fast opening laps to the final bounce.

Follow the ball

01
Around the track

Ball and rotor travel in opposite directions.

02
Down the slope

As speed falls, the ball leaves the outer track.

03
Across the obstacles

A deflector or divider can redirect the ball.

04
Into a pocket

The ball settles and moves with the rotor.

Illustrative motion · timing and bounces simplified

01 · Launch

The ball follows the circular track while the rotor turns the other way. The track keeps bending the ball’s path into a circle; the ball gradually loses speed.

02 · Descent

Once the ball is too slow to keep circling high on the track, it rolls down the sloping bowl under gravity. The rotor is still turning underneath.

03 · Deflection

A deflector or a pocket divider can change the ball’s direction. It may touch a pocket, bounce out and cross into another. The first contact is not the finish.

04 · Settle

Eventually the ball stays in one pocket and travels with the rotor. It has stopped moving relative to that pocket, even though the whole disc may still be turning.

Why watching is easier than predicting.

The ball’s starting speed, the rotor’s speed and the points of impact all matter. A small change can bring a different pocket under the ball when it arrives. Physics describes the motion; a short animation cannot predict a real spin.

Now you know the wheel. Next comes the table.

In the next chapter: where bets go, what the dealer calls and how to read a result.NEXT · MASTER THE GAME
An illustrated dealer placing a 5-unit chip on green felt

ACT III · MASTER THE GAME

Your first spin.

The wheel gives one answer. Your chip decides which question you ask.

  1. 1 · Choose a table
  2. 2 · Choose a chip
  3. 3 · Place a bet
  4. 4 · No more bets
  5. 5 · Read the result

A guided round · practice chips

One zero. Thirty-seven answers.

Find the green 0. Our practice table covers 0–36 and accepts 1–100 units per round.

Teaching example · the result is chosen to explain the payout.

37pockets
0–36
01234567891011121314151617181920212223242526272829303132333435362 to 12:12 to 12:12 to 12:1
1st 122nd 123rd 12
1–18EvenRedBlackOdd19–36
Single zero · ordinary rulesZero loses on red.

01 · Read the table first.

Start with the zeros and the limits. A single-zero table has 37 possible results: 0 to 36. Check the minimum and maximum stakes before choosing a chip; limits can differ between bets. Here, you have 100 practice units and an ordinary single-zero table.

02 · Give the chip a value.

At many live tables, each player receives a different colour of roulette chip so the dealer can tell their bets apart. Agree the value before playing: the same-looking chip can represent different amounts. Here, one chip is worth 5 practice units.

03 · Ask a question with your bet.

Place one 5-unit chip on red and you are asking: will the ball land on any red number? That covers 18 of the 37 pockets. You do not need to name the exact number, but a black number or zero will lose this bet.

04 · “No more bets.”

The dealer can start the ball while bets are still open. Once “no more bets” is announced, stop adding, moving or removing chips. The ball keeps travelling, but your choices for that round are fixed.

05 · Read the return, not just the win.

Our teaching round finishes on 32, a red number. Your 5-unit stake wins 5 units and the original stake comes back too: 10 units returned in total. Had the ball landed on 17 or 0, nothing would come back under these ordinary rules.

09 · THE ART OF BETTING

A chip changes everything.

On a number. Between two. At the meeting of four. A few millimetres change the bet.

Choose a chip, then click a number. Hover or focus to see what it covers.

Available100practice units
On the table0
—

Your table is open.

Choose a chip and place your first bet. No money is used.

Your placed bets will appear here.

Explore a particular result

This chooses the result for learning. “Spin the wheel” makes a fresh random draw instead.

European single zero · 1–100 units per round · ordinary zero rule · 100 starting units · no cash value

The table is a map of possibilities.

Inside bets sit on the numbered grid. A straight bet covers one number; a split covers two touching boxes. A street covers a row of three, a corner covers four adjoining numbers, and a six line covers two neighbouring rows. Select a type above to reveal its exact chip positions.

Outside bets sit around the grid. A dozen covers 1–12, 13–24 or 25–36. A column follows every third number, such as 1, 4, 7 and so on. Red/black, odd/even and low/high each cover 18 numbers. None of these outside bets includes zero.

More ways to win. A smaller payout.

A single number has one winning outcome out of 37 and pays 35 to 1 in profit. A corner has four winning outcomes and pays 8 to 1. You hit more often by covering more numbers, but the reward per chip is smaller.

On this ordinary single-zero table, every bet in the guide has the same expected loss per unit staked: 1/37, about 2.70%. Changing the shape of the bet changes how often and how much you win. It does not remove the casino’s mathematical advantage.

A winning bet can sit in a losing round.

Put 1 unit on 17 and 40 units on red. The ball lands on 17, which is black. Your number bet wins and returns 36 units, but the red bet loses. You staked 41 units altogether, so the whole round ends 5 units down. A winning bet is only part of the story: compare everything returned with everything you put on the table.

One unit, every standard bet
BetNumbersChanceProfitReturned
Straight12.70%35:136
Split25.41%17:118
Street38.11%11:112
Corner410.81%8:19
Six line616.22%5:16
Dozen1232.43%2:13
Column1232.43%2:13
Even money1848.65%1:12
Zero trio38.11%11:112
First four410.81%8:19

Amounts are in units. Profit excludes the original stake. Returned includes it. Probabilities assume a fair 37-pocket wheel.

10 · BEYOND THE BASICS

Neighbours, in another order.

The table counts upward. The wheel does not. Follow a sector and watch its bets appear.

032151942122517346271336113082310524163312014319221829728123532617 / 37numbers covered
Voisins du Zéro17 numbers · 9 units

From wheel to table.

Each mark shows the units staked on that position.

01234567891011121314151617181920212223242526272829303132333435362 to 12:12 to 12:12 to 12:1
1st 122nd 123rd 12
1–18EvenRedBlackOdd19–36
20 / 2 / 314 / 7112 / 15118 / 21119 / 22225 / 26 / 28 / 29132 / 35

A name can place a whole group of chips.

Think of a sector name as an instruction to place several bets at once. With 1-unit chips, Voisins du Zéro (“neighbours of zero”) costs nine units and covers 17 numbers. Tiers du Cylindre costs six for 12 numbers on the opposite side. Orphelins, the “orphans”, costs five for the eight numbers left over. The layout below shows where every unit goes.

A Neighbours bet starts with a number you choose. Here it places one 1-unit chip on that number and one on each of the two pockets on either side. Choose 0 and the five numbers are 3, 26, 0, 32 and 15. They are neighbours on the wheel, even though they are far apart on the table.

Seventeen has a surprise.

In Orphelins, 17 belongs to two splits: 14/17 and 17/20. If 17 lands, both win. With one unit on each position, the five-unit group returns 36 units. If 6 lands, only the 6/9 split wins and the same group returns 18. This is why the group summary gives a range, while the receipt checks each bet separately.

When zero changes
the rules.

Red and black look like two halves of a wheel, until you notice the green zero. Under ordinary rules, a red bet loses when zero lands. Some tables soften that loss for even-money bets: red/black, odd/even and low/high, which normally pay one chip of profit for each chip staked.

The same 10-unit bet on red

10On red
0Zero lands
0units returned

The 10 units are lost. Zero is neither red nor black.

This example resolves En Prison with a non-zero result. Repeated-zero rules vary; check the table before you play.

La Partage · half comes back.

With La Partage, zero returns half an eligible stake immediately. Put ten units on red and zero returns five. The rule does not protect a dozen, a column or a bet on individual numbers. On a fair single-zero wheel it reduces the expected loss on eligible bets to about 1.35% of the stake.

En Prison · the stake waits.

With En Prison, the eligible stake stays on the table after zero. If the next result is a winning non-zero number for that bet, you recover the original stake without profit. A losing non-zero number takes it. What happens if zero repeats depends on the table’s rules; check those before choosing where to play.

You can now read a chip’s position, follow a round and separate a payout from a profit. The next question is the table itself: how many zeros does it have, and which rules does it use?

Return to the practice table
Illustrative close-up of an ivory ball beneath the green zero, between 26 and 32

11 · THE ROULETTE FAMILY

Same game. Different odds.

Before you choose a number, look for the zeros. One small detail changes every bet that follows.

Compare the wheels ↓
An illustrated study of zero

Four names. Three pocket counts.

One zero. Standard payouts. The reference point for the comparisons that follow.

Chance of red
48.65%
Edge on red
2.70%
Edge on a straight bet
2.70%
37POSSIBLE RESULTS0
18 red 18 black 1 greenPocket-count diagram, not the order around a real wheel.

Count the pockets, not the name.

European roulette has 37 pockets: the numbers 1 to 36 and a single zero. American roulette adds 00, making 38. Triple-zero roulette adds a third green result, making 39. The ordinary payout for a single number stays 35 to 1 across all three. More possible results, the same reward: that is the difference you are buying into.

French roulette usually uses the same single-zero wheel as European roulette. The useful question is which rules the table offers. With La Partage, zero returns half of a red/black, odd/even or low/high stake. A bet on an individual number gets no such protection. The comparison here uses French roulette with La Partage; the name alone is not a promise of that rule.

A green pocket is still a number you can bet on. What makes it special is that it belongs to neither red nor black, neither odd nor even, and neither 1–18 nor 19–36. It adds a way for all of those bets to lose.

12 · THE POWER OF ZERO

Zero is not nothing.

Eighteen red. Eighteen black. It looks like a fifty-fifty choice — until the wheel makes room for green.

18red results · +1 each
−
19black or zero · −1 each
=
−1net across 37 possibilities

The missing unit.

Imagine staking 1 unit on red on a single-zero wheel. There are 18 results that give you 1 unit of profit and 19 that lose your unit. Add those possibilities together: +18 minus 19 leaves −1. Divide by the 37 equally likely outcomes and the average loss is 1/37 of the stake, or about 2.70%.

This is an accounting of possible outcomes, not a prediction that the next 37 spins will contain each number once. Real results can repeat, cluster and leave some numbers unseen for a long time.

The expected share of every 100 units staked
97.30%returned, on average
Theoretical return2.70%house edge

Red bet · standard single zero. The red slice is the expected loss, not a fee taken from every bet.

What does 97.30% RTP actually mean?

RTP means return to player: the theoretical share of total stakes returned over a very large number of bets, including returned winning stakes. House edge is the share lost on average. For an ordinary single-zero bet, they are about 97.30% and 2.70%, which add up to 100%.

Total staked is not the same as money brought to the table. If you stake 10 units on each of 100 spins, you have wagered 1,000 units, even if some of those units were winnings you used again. The mathematical expected loss is about 27.03 units. Your actual session can finish far above or below that figure.

13 · ODDS, BETS & PAYOUTS

A payout is only half the story.

Thirty-five to one sounds generous. To judge it, you need the other number: how many ways can this bet lose?

Profit is not the whole return.

A winning 10-unit straight bet pays 350 units of profit and gives back your 10-unit stake: 360 units returned. On a single-zero wheel, though, that number has only one chance in 37. A mathematically fair payout would be 36 to 1 in profit. The actual 35 to 1 leaves the same 2.70% edge as an ordinary bet on red.

Covering more numbers makes wins more frequent and smaller. It does not improve the average return on an ordinary European table. Change the bet below and watch the winning share and reward move together.

Build a comparison

Keep the same bet and stake for this comparison. All results are theoretical.

Chance of winning one bet48.65%18 winning results / 37 pockets
Win 48.65%Lose 51.35%
Profit when it wins 1 to 1
+10
Total returned when it wins Profit + original stake
20
House edge / theoretical RTP
2.70% / 97.30%
Total staked 10 × 100 rounds
1,000
Expected loss Average over many repetitions; not a session prediction
27.03

All amounts are in units. Ordinary payouts; no bonus or multiplier rules.

One American bet breaks the pattern.

The American five-number basket covers 0, 00, 1, 2 and 3 and pays 6 to 1. Five winning outcomes return seven times the stake, including the stake itself: 35 units for every 38 units in the outcome ledger. That means a 7.89% house edge, worse than the ordinary American edge of 5.26%. A larger group is not automatically a better deal.

These calculations use conventional payouts and equally likely, independent results. Multiplier games, bonus bets and promotional rules need their own calculations. Check the actual table rules before applying a percentage.

14 · CAN YOU BEAT ROULETTE?

Can a system change the odds?

Double after a loss. Follow a hot number. Wait for black to be due. The ideas sound different; each asks the past to help with the next spin.

1loss 1
2loss 2
4loss 3
8loss 4
16loss 5
32loss 6
64next bet

A small win can hide a large risk.

Martingale doubles the stake after every loss. Starting with 1 unit, six losses cost 1 + 2 + 4 + 8 + 16 + 32 = 63 units. The next bet is 64. If that one wins, the whole sequence makes just 1 unit of profit. If the table maximum is 32, you cannot place it at all.

Fibonacci and D’Alembert increase bets more gradually. They change the pattern of wins, losses and required funds, but an ordinary bet still has the same negative expectation per unit staked. A system can produce winning sessions without producing a mathematical advantage.

The experiment

Thousands of sessions.
No chosen winners.

Same wheel. Same starting funds.
Six different ways to bet.

Choose the conditions and run a fresh experiment. No real money is used.

One base stake on red every spin. No change after a win or a loss.

1 → 2 → 4 → 8 → 16 → 32 → 64

How many small wins can one losing run erase?

Run the experiment to reveal all six systems.
How the six systems bet
Flat betting
One base stake on red every spin. No change after a win or a loss.
Martingale
Bet on red. Double after a loss; return to the base stake after a win. A run of losses grows the next bet very quickly.
Fibonacci
Bet on red using 1, 1, 2, 3, 5, 8… times the base stake. Move one place forward after a loss and two back after a win, stopping at the start.
D’Alembert
Bet on red. Add one base unit after a loss; subtract one after a win, with a minimum of one.
Hot number
Stake the base amount on the most frequent result in the previous 12 spins. Ties use the lowest result, with 00 after 36.
Cold number
Stake the base amount on the least frequent result in the previous 12 spins. Ties use the lowest result, with 00 after 36.

Give every system the same spins.

The experiment compares six precisely defined approaches. Within each simulated session they see the same sequence of fair, independent outcomes. Each starts with the same funds. A session stops before the next prescribed bet would exceed those funds or the table maximum; the simulation never lends extra money or quietly reduces the stake.

Hot and cold approaches look only at the previous 12 results, after 12 unbet opening spins. Every session, including those that stop early, stays in the results. The lines show the first 24 sessions, not the best 24. Run it again and you will get a fresh sample.

Ten reds behind you. Still 18 black pockets ahead.

The wheel has no memory.

On a fair single-zero wheel, black has 18 chances out of 37 on the next spin. That remains true after five reds, ten reds or no red at all. A streak can be surprising when viewed from its beginning; once it has happened, it does not make black due.

The lesson is not that every player loses every session. Some finish ahead. It is that changing stakes or consulting past numbers does not remove the edge under these rules. Total action matters: a system that repeatedly puts more money at risk also exposes more money to that edge.

Illustrated live roulette studio with a croupier, physical wooden wheel, overhead lights and broadcast cameras

15 · FROM CASINO TO SCREEN

The table comes to you.

A screen can show a real wheel — or a game with no physical wheel at all. The difference is behind the picture.

Go behind the picture ↓
An original illustration of a live roulette studio

One game. Three ways to make a number.

For centuries, playing roulette meant being in the room. Online play separates the place where you make a bet from the place where the result is produced. Sometimes that place is a studio. Sometimes it is software.

The screen alone cannot tell you the rules. A filmed wheel can have one zero or two; a beautifully animated wheel can be entirely digital. First identify how the result is made. Then check the wheel, the payouts and any special rules.

0321519421225173462713361130823105241633120143192218297281235326
Your screen32Example result

Where does the number come from?

A ball finds a pocket

You watch a real table through a video stream. Players can share the same round while placing different bets.

Simplified result journey. Betting can overlap the spin; acceptance ends before the outcome is known.

  1. 01

    Your bet is accepted

  2. 02

    The real wheel and ball turn

  3. 03

    The result is recorded and shown

  4. 04

    The paytable settles your bet

Live dealer · Your bet is accepted

Behind the picture

In RNG roulette, RNG stands for random number generator: software that selects the outcome. The spinning wheel is how the game presents that outcome to you. A convincing animation is not evidence that a real ball has landed somewhere.

Live dealer roulette brings a real table to the screen. A physical ball lands in a physical pocket, while a video stream lets people watch from different places. Your chips are digital, but the round you share is happening at a wheel.

Auto Roulette also uses a real wheel. A machine operates it without a live dealer. That is a different idea from automatic betting, where software repeats your bets. One automates the wheel; the other automates your decisions.

A casino table in your pocket

On a phone, the video and the betting controls share a small screen. Before a round closes, check the amount on your chips and whether the game has accepted the bet. A chip you tried to place is not necessarily a confirmed stake.

A stream takes time to reach your device. If it hesitates, the picture may be behind the game. Follow the betting status shown by the controls, rather than trying to time a last-second bet from the dealer’s movements.

The camera shows the spin. The game’s recorded result and paytable determine what happens to your accepted bets. These are separate parts of the same round — and all three need to agree.

RouletteScout

The whole story.

ACT I · THE BIRTH OF ROULETTE

  1. 00The invitation
  2. 01Who invented roulette?
  3. 02The French gaming room
  4. 03The missing zero
  5. 04Monte-Carlo
  6. 05The other branch

ACT II · INSIDE THE WHEEL

  1. 06Anatomy of a roulette wheel
  2. 07The physics of the spin

ACT III · MASTER THE GAME

  1. 08How to play roulette
  2. 09The art of betting
  3. 10Beyond the basics

ACT IV · THE MATHEMATICS OF CHANCE

  1. 11The roulette family
  2. 12The power of zero
  3. 13Odds, bets & payouts
  4. 14Can you beat roulette?

ACT V · THE MODERN ROULETTE

  1. 15From casino to screen
  2. 16A new generation

Further chapters

Find your table
From the story