Color Game
The perya's favourite game, worked out in full — the real odds, the exact house edge, and why covering every colour cannot win.
The perya's favourite game, worked out in full — the real odds, the exact house edge, and why covering every colour cannot win.
The Color Game is the game at the middle of every Philippine perya. A cloth mat is divided into six panels, one per colour — typically red, blue, yellow, green, white and pink. Three dice are shaken and rolled, and every face of every die carries one of those same six colours instead of pips. You put your money on a colour, and you are paid according to how many of the three dice come up in it.
| Your colour appears on | You are paid | You get back on a 20-peso bet |
|---|---|---|
| No dice | Nothing — the stake is lost | 0 |
| One die | 1 to 1 | 40 |
| Two dice | 2 to 1 | 60 |
| All three dice | 3 to 1 | 80 |
That is the whole game. It takes about ten seconds to learn and it is the reason the stall is always three deep. What is almost never printed anywhere near the mat is the arithmetic, so this page sets it out in full. Every figure below is exact, worked over all 216 equally likely outcomes of three six-sided dice, not estimated from a sample.

Here is the intuition almost everyone brings to the mat: there are three dice and six colours, so each die gives you a one-in-six chance, three dice make three chances, and three sixths is a half. It feels like a coin flip that occasionally pays double. It is not.
Those three chances overlap, and probabilities do not add. The correct way to count is to ask how often your colour shows on none of the dice, which is five sixths cubed:
| Dice showing your colour | Outcomes out of 216 | Chance | Exact |
|---|---|---|---|
| None | 125 | 57.87% | 125/216 |
| One | 75 | 34.72% | 25/72 |
| Two | 15 | 6.94% | 5/72 |
| All three | 1 | 0.46% | 1/216 |
You win something on 91 of the 216 outcomes — 42.13% of rolls — and lose your stake outright on the other 57.87%. The gap between the 50% people feel and the 42% they get is where the stall lives. And the big payout is rarer than it sounds: all three dice landing on your colour happens once in 216 rolls, so a player betting every round at a busy stall might see it twice in an evening.

Put a peso on a colour and repeat it 216 times, and the arithmetic settles itself. You lose one peso on 125 of those rolls, win one on 75, win two on 15 and win three on one:
−125 + 75 + (2 × 15) + 3 = −17 pesos on 216 staked
That is a house edge of 17/216, or 7.8704%, and it is not an estimate — it is the exact value. For every 1,000 pesos that crosses the mat, about 79 stays there. This is the same figure published for Chuck-a-Luck, the casino game with an identical structure, when a triple pays 3 to 1: our own calculation and the standard published analysis agree to four decimal places.
To put 7.87% in context: it is worse than roulette on a single-zero wheel, roughly double the cost of the main bets in sic bo, and several times the cost of a well-played hand of blackjack. It is not the worst bet in the world — it is simply much more expensive than a game this cheerful looks.
Look again at the arithmetic above and notice how little the rare outcomes contribute. The whole edge turns on a single term: what the stall pays when all three dice land on your colour. Change nothing else and watch what happens:
| A triple pays | House edge | What 1,000 pesos of betting costs you |
|---|---|---|
| 3 to 1 — the perya standard | 7.87% | 79 pesos |
| 4 to 1 | 7.41% | 74 pesos |
| 6 to 1 | 6.48% | 65 pesos |
| 8 to 1 | 5.56% | 56 pesos |
| 10 to 1 | 4.63% | 46 pesos |
| 11 to 1 | 4.17% | 42 pesos |
| 12 to 1 | 3.70% | 37 pesos |
The version played at the perya pays the least generous triple on the list. The same game with a 12-to-1 triple costs less than half as much to play, and that is the paytable some casino versions of Chuck-a-Luck use. Nothing else about the game changes — same dice, same colours, same 1-to-1 and 2-to-1 on the common results. One line in the paytable more than doubles the price.
This is the single most useful thing to know before playing any version of this game, online or at a stall: find out what a triple pays before you find out anything else. If it pays 3 to 1, you are playing the expensive edition.
The commonest piece of perya folk wisdom is to back two or three colours instead of one, on the reasoning that more colours means more ways to win. More colours does mean more ways to win. It also means more ways to lose, in exactly the same proportion.
| Colours you back | Result per peso staked | House edge |
|---|---|---|
| One | −0.0787 | 7.87% |
| Two | −0.0787 | 7.87% |
| Three | −0.0787 | 7.87% |
| Four | −0.0787 | 7.87% |
| Five | −0.0787 | 7.87% |
| All six | −0.0787 | 7.87% |
The edge is identical to the fourth decimal place however many colours you back. Every peso on the mat is its own separate bet against the same 17-in-216, and separate bets do not interfere with each other. What spreading actually changes is the shape of the session, not its cost: back one colour and you will have violent swings, back four and you will bleed smoothly. You will arrive at the same place, and betting four colours gets you there four times faster because you are staking four times as much per roll.
Follow that logic to its end and you reach the trick everybody tries once: put a peso on all six colours. Three dice must land on some colours, so surely something has to come home.
Something always does. It is never enough. Because you have backed every colour, your result depends only on how many different colours the three dice land on:
| The three dice show | Chance | Your net result on 6 pesos staked |
|---|---|---|
| Three different colours | 55.56% | 0 — exactly your money back |
| Two the same, one different | 41.67% | −1 peso |
| All three the same | 2.78% | −2 pesos |
There is no row in that table with a profit in it. The best result available to a player who has covered the entire mat is breaking even, and it happens a little over half the time. The rest of the time the dice repeat a colour, and every repeat is money you paid for a panel that will never pay you back. Average it out and you lose 0.4722 pesos per roll on 6 staked — which is, once more, 7.87%.

The reason the strategy is so persistent is that it feels like it is working: most rounds you are handed money back, and losing one peso out of six does not register the way losing your whole stake does. The mat is designed so the losses are quiet.
A percentage is abstract. Here is the same number as an evening. Take a 20-peso bet on one colour each roll, and simulate the sessions:
| You start with | That is | Typical rolls before it is gone |
|---|---|---|
| 100 pesos | 5 bets | 25 rolls |
| 200 pesos | 10 bets | 73 rolls |
| 500 pesos | 25 bets | 242 rolls |
Those are median figures across 200,000 simulated sessions, with no stop-loss and no walking away — a player who keeps betting until the money is gone. Half of the 100-peso players are broke inside 25 rolls, which at a busy stall is under fifteen minutes.
The other way to see it is how the odds of being ahead decay the longer you stay:
| After | Ahead | Exactly even | Behind |
|---|---|---|---|
| 10 rolls | 34.8% | 11.6% | 53.6% |
| 20 rolls | 33.6% | 7.5% | 58.9% |
| 50 rolls | 28.4% | 4.4% | 67.1% |
| 100 rolls | 22.4% | 2.7% | 74.9% |
| 200 rolls | 15.0% | 1.5% | 83.5% |
| 500 rolls | 5.6% | 0.4% | 94.0% |
You are already more likely to be behind than ahead after ten rolls, and after five hundred the chance of being in front is one in eighteen. The short run is genuinely a coin toss with a thumb on it; the long run is not a contest. On 20 pesos a roll, half an hour of steady play costs about 47 pesos on average, out of roughly 600 pesos of betting.
The Color Game is not a Philippine invention, though the perya version is entirely its own thing. The structure — three dice, six symbols, paid one, two or three to one by how many show — is Crown and Anchor, a game played on British ships for two centuries with crowns, anchors and card suits in place of colours. Casinos know the same game as Chuck-a-Luck, where the six symbols are simply the numbers one to six.
That matters practically, because the casino versions are the well-documented ones. If you want the maths for a version you meet online, look up Chuck-a-Luck rather than the Color Game and you will find it. It is also why the paytable question above is worth asking: Chuck-a-Luck tables have paid triples anywhere from 3 to 1 up to 12 to 1, and the game is a different proposition at each.
Three dice also drive sic bo, which is a much bigger game with a full betting layout rather than six panels — the single-number bet there is Chuck-a-Luck by another name, sitting alongside dozens of others.
Live-streamed versions of the perya game have become common, dealt on camera from a real mat with real dice, and most of them settle in a phone wallet rather than cash. Our GCash guide covers how that rail works, what the central bank changed in 2025 and what it did not.
Two things are worth checking before you put money into any online version, and neither is about the site. First, what does a triple pay? That single number moves the cost of playing between 3.70% and 7.87%, and it is the difference between a fair-ish dice game and an expensive one. Second, are the payouts stated at all? A version that does not print its paytable is asking you to accept the worst case.
What is licensed, and for whom, differs from country to country and changes; check the current position where you actually are rather than assuming, and treat an operator accepting your registration as a separate question from whether the law permits it.
The Color Game is the pure-chance one. The others reward knowing what you are doing: Lucky 9 is the banking card game where a single decision moves the edge by six points, Tongits is the three-player melding game with its own strategy guide, and Pusoy and Pusoy Dos are the two very different thirteen-card games people keep confusing with each other. The nearest relative to this page is Sakla, the other pure-chance one: twenty equal combinations on a board, a 5% house edge, and the same trap where covering everything cannot produce a winning round. Further from a casino table again is Jueteng, the illegal numbers game where a single peso is staked against 1,369 outcomes. For the fairground the colour game belongs to, and every other betting stall in it priced on one scale, see our guide to the perya.
The one Filipino betting market that is not priced by a stallholder at all is sabong, where the two sides are matched directly against each other. Its quoted odds add to exactly 100%, which no bookmaker’s ever do, and the arena’s commission on winnings is the whole of the margin.
Nothing on this page is a system and none of it changes the odds. There is no bet, no colour and no pattern that improves on 7.87%, because the dice have no memory and every roll starts again from the same 216 outcomes. A colour that has not come up for ten rolls is exactly as likely as any other on the eleventh.
The perya game is entertainment, priced like entertainment. Decide what an evening is worth to you before you start, treat that as the price of it, and stop there. Gambling is never a way to make money or to recover a loss. If it is causing harm to you or to someone close to you, GambleAware offers free and confidential support. 18+ or 21+ depending on where you are.
After going through several successful experiences with several industry pioneers, Fadi Hayek has managed to excel in the world of content for online gaming by providing unique content for several projects that allowed him to obtain the necessary experience to launch his career. Last but not least, Fadi also holds several certificates, including but not limited to content marketing and iGaming.