Atlassino Academy · Roulette · Lesson 3

Why every bet costs the same

A spread of chips across the layout is several bets at one price. Covering more of the wheel changes how often you are paid and how far a spin swings, not what the wheel keeps.

  • About 16 minutes
  • Illustrated hosts: Leo and Maya
  • Last checked 18 October 2026

A chip on each of the three dozens, or a chip on red and a chip on black, or chips on every pocket the layout has. Does spreading money across the layout make the wheel any cheaper?

The short answer

No. On a wheel with one zero, every bet on the layout keeps 2.70% of the money on it, and a spread of chips is several of those bets side by side. So the spread keeps the same 2.70%, however much of the layout the chips cover. Covering more pockets changes how often you are paid and how far one spin can move you; it does not change the share the wheel keeps.

About a dozen identical chips are spread one to a cell across the empty grid of a roulette layout; Leo turns both palms up in a small shrug and Maya, arms folded, raises an eyebrow at the spread.
Leo smiling, explaining with an open hand.

Leoformer dealer · rules and maths

People at my table used to spread chips all over the layout and call it being careful: a chip on each dozen, a chip on red and one on black, a few more on the lines between the numbers. It looked like insurance. Every one of those chips paid the same price on every spin, and covering more of the layout never once lowered that price.

One wheel, one price

The house edge is the share of each bet that stays with the table on average, over many bets. On a wheel with one zero, that share is 2.70% for a bet on red, and it is the same for every other bet on the layout.

The reason fits in one count. Picture one full turn of the wheel: 37 spins, with the ball landing in each pocket once, and one chip put down on every spin.

Over one full turn of the wheel, one chip down on every spin, a bet on red brings back fewer chips than the wheel takes. The chips that do not come back, as a share of the chips put down, are the price of the bet.
Chips down over a full turn37one on each spin, one spin per pocket
Chips a bet on red brings back3618 pockets, paid 1 to 1
Chips that do not come back1the zero
For every chip put down1/37of a chip stays with the table
The price of the bet2.70%the house edge

A bet on red is paid on 18 of the 37 spins and brings back 36 chips over the turn. The chip that does not come back is the price: 1/37 of every chip put down.

That is true of every payout on this layout, not only of red. A single number paid 35 to 1 brings back 36 chips over a full turn; a dozen paid 2 to 1 brings back 36; a corner paid 8 to 1 brings back 36. Every payout on the cloth is cut for a wheel of thirty-six pockets.

Seen from a single number: its true odds are 36 to 1, because the wheel has 37 pockets, and the table pays it 35 to 1. The one pocket that makes the difference is the zero.

A wheel with two zeros, and its one exception

Add a double zero to the wheel and a single number is still paid 35 to 1, but a full turn is now 38 spins. The chance of a single number becomes one in 38 instead of one in 37, and the price of every bet rises to 5.26%.

One bet on that wheel does not fit even that pattern: the bet on the zero, the double zero, 1, 2 and 3, paid 6 to 1. Five pockets paid 6 to 1 bring back 35 chips over a full turn, not 36, and so that one bet keeps 7.89%.

The price of a bet, by the wheel and by the bet
The wheelEvery bet but oneThe bet on 0, 00, 1, 2 and 3
One zero, 37 pockets2.70%not on this wheel
A zero and a double zero, 38 pockets5.26%7.89%

Covering more of the wheel

A spread of chips is not one bet with a special price. A spread is several bets, each carrying its own price on the chips it holds, and on this wheel every one of those prices is the same. Put one chip on each of the three dozens and the layout looks nearly covered.

Every numbered pocket is covered, and the spread still keeps 2.70% of the chips on it, because each of the three dozens keeps that share of the chip it holds.

Close the last pocket as well: three chips on each dozen, and one chip on the 0, bet as a single number. Now every pocket on the wheel is covered.

The dozens and the zero · 37 of 37 pockets covered
03216549871211101514131817162120192423222726253029283332313635342 to 12 to 12 to 11st 1232nd 1233rd 1231–18EvenRedBlackOdd19–36
  • 3 chips the first dozen, 1 to 12
  • 3 chips the second dozen, 13 to 24
  • 3 chips the third dozen, 25 to 36
  • 1 chip the 0 on its own
Every pocket on the layout is marked. Wherever the ball lands, one of the bets is paid.
Three chips on each dozen and one on the zero: what each kind of pocket does to the spread
Where the ball landsPockets like thisChips paidChips lostThe spread ends
A numbered pocket, 17 for instance36671 chip behind
The zero135926 chips ahead

Over one full turn, 370 chips go down and the spread ends 10 chips behind: 2.70% of the chips put down, the same share as a single chip on a single number. Covering every pocket did not remove the price; it moved the price onto the 36 spins where the spread comes out a chip behind.

What covering does change

Five spreads of 10 chips each, all on the same wheel: how often each comes out ahead or behind, and how far one spin can move it.

Five spreads of ten chips on a wheel with one zero: how each one swings, and the share each one keeps
The spreadPockets coveredPockets that leave the spread aheadPockets that leave the spread behindMost chips one spin can bringMost chips one spin can takeShare the table keeps
Ten chips on one number1136350102.70%
Ten chips on low, 1 to 1818181910102.70%
Five chips on each of two dozens2424135102.70%
One chip on each of ten numbers10102726102.70%
The dozens and the zero371362612.70%

That is the whole trade. Covering more pockets swaps a rare, large payment for a frequent, small one, and it swaps a spin that takes everything for many spins that take a little. It feels steadier, and it costs the same.

Red and black at once

The most common spread of all is a chip on red and a chip on black together. Every number from 1 to 36 is either red or black, so one of the two bets is paid on every numbered pocket — and when the ball lands on the zero, every outside bet loses, the pair included.

  • A red number comes upThe bet on red is paid one chip and the bet on black loses one chip: the pair is level. That happens on 18 pockets.
  • A black number comes upThe bet on black is paid one chip and the bet on red loses one chip: level again, on another 18 pockets.
  • The zero comes upBoth bets lose. That happens on one pocket, and it is the only spin that moves the pair at all.

Two chips go down on every spin. Over one full turn of 37 spins, the pair is level on 36 of them and loses both chips on the zero: 2.70% of the chips put down, exactly what either bet keeps on its own.

Maya with a hand on her chest, speaking gently and seriously.

Mayaformer floor supervisor · manners, money and breaks

Spreading chips across the board makes the evening feel safer. It isn’t cheaper. Being paid something on most spins is exactly what makes it easy to keep playing past the amount you meant to spend.

Decide the money and the time before you sit down, and stop when either one runs out. A loss is not a debt the table owes you: putting more down to get it back only makes the evening dearer.

If it stops being fun

If gambling stops being entertainment, help is available. Minimum entry age: each province sets its own. Where we found the rule or regulator that sets it, we cite it on the page; those we found set it at 18. More on responsible gaming.

Show all provinces
0800-666-6006Buenos Aires City (CABA) · Línea de orientación por juego problemático (LOTBA) · Monday to Friday, 9 to 17
0800-444-4000Buenos Aires Province · Programa de Prevención y Asistencia al Juego Compulsivo (IPLyC)
0800-777-2983Cordoba · Línea 0800-777-AYUDA (Lotería de Córdoba) · 24 hours
0800-268-5640Santa Fe · Línea gratuita de la APRECOD (Santa Fe) · Every day, 8 to 24
0800-888-2202Entre Rios · Departamento Juego Responsable (IAFAS, PREVENJUEGO)
0261-424-7536Mendoza · Programa de Juego Responsable (IPJyC) · Monday to Friday, 8 to 14
0800-888-5836Misiones · Programa de Juego Responsable del IPLyC S.E. (0800-888-LUDO)
0800-888-2008Chaco · Línea de Juego Responsable (Lotería Chaqueña)
0299-403-8900Neuquen · Líneas de contacto, orientación y tratamiento (IJAN, juego responsable) · Monday to Friday, 8 to 15
0800-222-1700Rio Negro · Línea de Orientación al Jugador Problemático (Lotería de Río Negro)
02901-433515Tierra del Fuego · Departamento Juego Responsable (IPRA, Ushuaia)
0800-555-7678Tucuman · Juego Responsable, Ley 8986 (Caja Popular de Ahorros)
0800-999-1314San Juan · Línea gratuita del Programa Provincial de Juego Responsable (Caja de Acción Social) · Monday to Friday, 08 to 12

If you are thinking about suicide, call 135 or 0800 345 1435 from anywhere in the country

Practice: cover the wheel

Each moment lays out a spread of 10 chips of 10 units each — an example amount, not a suggested bet — the way people spread chips to make a wheel feel safer: dozens, columns, even-money bets, single numbers and the lines between them. Before the answer opens, say what share of the chips the spread keeps, and how sure you are of it. Amounts are in betting units, not pesos: a unit can stand for any amount, and the arithmetic is the same at any scale.

Nothing here is scored. This practice is a reference: there is no strip of squares, and the spreads come one after another in order, each with its reading underneath — how many pockets the spread covers, what each pocket does to the spread, and the share it keeps.

The practice table needs JavaScript. Here is one spread from it, with the answer.

A wheel with a zero and a double zero · 10 chips of 10 units each, an example amount

38 pockets · 10 chips on the layout
0003216549871211101514131817162120192423222726253029283332313635342 to 12 to 12 to 11st 1232nd 1233rd 1241–18EvenRedBlackOdd19–36
  • 3 chips the first dozen, 1 to 12
  • 3 chips the second dozen, 13 to 24
  • 4 chips the third dozen, 25 to 36

Before the ball is thrown: what share of the chips on this spread does the table keep on average?

  • 5.26% Each bet on this spread keeps 5.26% of the chips it holds, so the spread keeps the same share of all 10 chips.
  • 1.75% That is the price of one bet shared out among the 3 bets of the spread. Spreading chips does not share a price out: every bet carries the whole price on the chips it holds.
  • Nothing at all: the spread covers 36 of the 38 pockets The spread leaves 2 pockets open, and when the ball lands in an open pocket every chip on the layout is lost. On 24 of the pockets the spread does cover, the spread still comes out behind. Covering pockets changes how often the spread is paid, not the share the spread keeps.

The spread covers 36 of the 38 pockets. The spread comes out ahead on 12 pockets and behind on 26 pockets. The most a single spin can bring the spread is 2 chips; the most a single spin can take is 10 chips. Over one full turn of the wheel, one spin landing in each pocket, the spread puts down 380 chips and ends 20 chips behind, which is 5.26% of the chips put down. At 10 units a chip, an example amount, that comes to an average loss of 5.26 units a spin.

Every spread in the practice run is read the same way: which pockets the chips cover, what each pocket does to the spread, and the share of the chips the spread keeps over one full turn of the wheel.

How the practice run works

Where the spreads come from. Every spread is a list of chips on the layout. Which bet a set of numbers makes, which pockets the chips cover and what every pocket does to the spread are all worked out when the page is built, by the same wheel model the rest of this track uses; nothing is typed in as an answer. The share the spread keeps is counted twice, pocket by pocket and bet by bet, and the page refuses to build if the two counts disagree.

The wrong answers. Each wrong answer is a named mistake: the price of one bet shared out among the bets of the spread, the idea that covering pockets means paying nothing, or the price of a different wheel or of every bet but the exception.

What the practice cannot do. The practice records the answer you pick and nothing about how sure you were, so say that part to yourself before you pick. No spread uses red or black: the layout drawn here does not say which numbers are which colour. Your progress stays in this browser, and nothing is sent anywhere.

Check yourself

Maya with a finger raised and a knowing look.

Mayaformer floor supervisor · manners, money and breaks

Five quick ones. Pick an answer, then check it. No timer, no points: just whether it stuck.

A question marked “New situation” asks you to use the lesson on a case it did not show.

1On a wheel with one zero, you put 10 units on each of two dozens — an example amount. What share of that money does the table keep on average?

Show the answer

Answer: The same share as any single bet on the wheel: 2.70%. Two dozens are two bets of the same price. On the 20 units they put down, the average loss is 0.54 units a spin.

  • Nothing at all, because two dozens come in on almost every spin Two dozens leave 13 pockets open: the third dozen and the zero. When the ball lands in one of those pockets, both bets lose.
  • Less than a single bet, because almost the whole board is covered Covering two dozens means being paid more often, not paying less. The share each dozen keeps stays where it was.
  • The same share as any single bet on the wheel: 2.70% Each dozen keeps 2.70% of the chips on it, so two dozens keep the same share of the chips on both.
2Can chips be arranged on the layout so that the house edge disappears?

Show the answer

Answer: No: every bet carries the same price, so every arrangement of bets does too. No arrangement switches the price off. Roulette is a game of chance, and a spread only chooses how the same price arrives.

  • Yes: cover every pocket, the zero included Every pocket can be covered — the three dozens and a chip on the zero do it — and the spread still ends 10 chips behind over one full turn. The payouts were built for thirty-six pockets, and the wheel has 37.
  • Yes: bet on red and on black at once, so one of the two is always paid One of the two is paid on every numbered pocket, and both lose when the zero comes up. That is the price, arriving on one spin in 37 instead of spread thinly over all of them.
  • No: every bet carries the same price, so every arrangement of bets does too Each bet keeps its share of the chips on it whatever else is on the layout, and a spread is only those bets added together.
310 units on red and 10 units on black at the same time, on a wheel with one zero. What happens on average each spin? new situation

Show the answer

Answer: A loss of 0.54 units a spin on average: both bets lose when the zero comes up. On a zero, every outside bet loses. Counted over a full turn, the pair keeps 2.70% of the money on it, the same share as either bet on its own.

  • A loss of 0.54 units a spin on average: both bets lose when the zero comes up Over one full turn of 37 spins the pair is level on 36 spins, and both chips are lost on the zero. Spread over all 37 spins at 10 units a bet, that averages 0.54 units a spin.
  • Nothing: one bet is always paid what the other loses That is true on every numbered pocket and false on the zero. On the zero, every outside bet loses, and red and black are both outside bets.
  • Ahead by 0.50 units a spin Neither bet is paid more than even money, so no red or black spin can put the pair ahead: one bet is paid exactly what the other loses. The only spins that move the pair are the zeros, and on those both bets lose.
4The same chip on each of the three dozens, on a wheel with a zero and a double zero. What share of the chips does the spread keep? new situation

Show the answer

Answer: 5.26%. Two zeros instead of one is the whole difference between the two wheels.

  • Nothing: three dozens cover every numbered pocket Two pockets stay open, the zero and the double zero. When the ball lands on either, all 3 dozens lose, and those two spins in 38 are what the table keeps.
  • 2.70%, because a spread of dozens always keeps that That is the share on a wheel with one zero. A second zero raises the price of every bet, and of every spread, to roughly double.
  • 5.26% On a wheel with two zeros every bet but one keeps 5.26%, and three dozens are three of those bets.
5On a wheel with a zero and a double zero, a spread holds four chips on the second dozen, four on the third dozen and two on the bet on 0, 00, 1, 2 and 3. What share of the chips does the spread keep?

Show the answer

Answer: 5.79%: a little more than any spread without that bet. The five-number bet is paid short even of the other bets on the wheel. A spread is only as cheap as the bets inside it.

  • Less, because the bet on 0, 00, 1, 2 and 3 covers the zeros Covering the zeros changes which spins pay the spread. The five-number bet is paid short of every other bet on the wheel, so covering the zeros that way raises the price.
  • 5.79%: a little more than any spread without that bet Eight of the ten chips sit on bets that keep 5.26%, and two sit on the one bet on this wheel that keeps 7.89%. The spread lands between the two.
  • 5.26%, like every other spread on this wheel That is the share of every spread made of the other bets. The bet on 0, 00, 1, 2 and 3 is the one exception, and any spread that holds it keeps more.

Back to the question we opened with. Three dozens, red with black, or every pocket covered: each arrangement is a set of bets at the same price, so the wheel keeps the same share of the money in all three. Spreading chips chooses how the evening swings, and nothing more.

Where to check this, and further reading

18+ under each province’s rules · Play responsibly · the helplines are further up this page

Further reading

How it’s worked out

Numbers, sources and hosts

Where this happens. Every wheel on this page is a live table in a room you can walk into. An electronic wheel and a screen at home belong to other lessons.

Which wheel. The counting on this page is done on a wheel with one zero, the wheel the rule books we read for these tables describe. The wheel with a zero and a double zero appears only as the comparison, with the one bet it has that this wheel does not.

Numbers. Every figure on this page is worked out when the page is built. The price of a single bet comes from the same model the house edge tool uses: so many pockets, so many of those pockets covered, paid so much. The figures for a spread come from the wheel model of this track: which bet a set of numbers makes, which pockets a spread covers, and what the ball landing in each pocket does to the spread, one pocket at a time. The share a spread keeps is counted twice, once pocket by pocket and once bet by bet, and the page refuses to build if the two counts disagree. Each figure is recomputed by our checks from the engine rather than read back from this page.

The pictures. The layout drawn here is the printed cloth, with the numbers where a layout prints them. The wheel itself is not drawn, and neither is the colour of any number: the lesson is about how many pockets a bet covers, not which of them are red. So no spread in the practice uses red or black, and the red-and-black examples are counted as two bets of eighteen pockets each.

What is deliberately absent. The full list of what each bet pays, and how a dealer counts a payout, is lesson 4.2; the names of the bets and where the chips go are lesson 4.1. No rule book and no casino page we could read prints a rule that hands back half of an even-money bet, or holds the bet for another spin, when a zero comes up: la partage and en prison appear in none of the documents we could read, so no figure here assumes either. The practice records the answer you pick, and not how sure you were of it.

Sources. Every claim on this page carries a button with the sentence it rests on, the publisher who wrote that sentence and the date we read it. The price of each wheel quoted there is checked against the figure our own counting produces.

Hosts. Leo and Maya are illustrated characters. Their backstories, a former dealer and a former floor supervisor, are written for the course: neither is a real person, and neither speaks for any casino. The rules and numbers on this page come from the sources it cites, not from their experience.

No promise. Roulette is played against the house on every bet. Knowing that every spread keeps the same share does not make any spread cheaper, nothing on this page makes an evening at the wheel cost less, and nothing here says how an evening would end.

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