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Practice · lesson 05 of 06

Play money and real money are not comparable

Why a gap between a mana price and a dollar price is not an opportunity, and what a play-money price is still good for.

Two kinds of price

A real-money contract is bought with dollars or with a dollar-denominated stablecoin, and someone loses actual money if it settles the wrong way. That fact is doing most of the work when people say a market price is informative: the participants have been selected for willingness to be financially wrong.

A play-money contract is bought with an internal currency that cannot be withdrawn. Participants are competing for standing — leaderboard position, accuracy record, the satisfaction of being right in public. Those are genuine incentives and they produce genuine forecasting effort; a large community of people trying to be accurate for reputational reasons is not nothing.

But they are not the same incentive, and the difference shows up at the margin. Nobody is compelled to stop trading a play-money market by running out of money they care about, so a badly wrong price faces less pressure to correct. And a participant with nothing at stake beyond standing has different reasons to hold a position than one with rent at stake.

A $100 position at 68¢

Contracts bought at 68¢
147
Payout if it resolves YES
$147
Profit before fees
$47
Loss if it resolves NO
$100

Why the gap cannot be arbitraged

Arbitrage requires a trade. If the same contract is 60¢ on one dollar-denominated venue and 66¢ on another, you can buy the cheap one and sell the expensive one, and the two positions offset in the same currency: the gap is capturable and therefore tends to close.

Between mana and dollars there is no such trade. Buying a contract for mana and selling one for USDC does not produce a hedged position — it produces one position denominated in something you cannot spend and another denominated in money, with no mechanism connecting the two. The play-money leg cannot fund the real-money one, cannot be converted, and cannot be settled against it.

This is why a fifteen-point gap between a play-money and a real-money price can sit there for months without anybody being wrong. There is no force acting on it. Describing such a gap as an arbitrage signal is not an exaggeration of a real effect; it is a claim about a trade that does not exist.

What a play-money price is good for

Learning the instrument, first and most obviously. Every mechanic covered elsewhere in this course — how a price moves when you buy, what a resolution text does to an obvious-looking question, how it feels to be right and still lose because you paid too much — can be experienced without financial risk. That is worth more than reading about it.

As a forecast, it is a genuine third opinion from a large group of people trying to be accurate, and it is available on questions no real-money venue lists, because listing a market costs a play-money platform almost nothing. On obscure questions it may be the only price in existence.

What it is not is a benchmark for whether a real-money price is mispriced. Two prices formed under different incentives in different currencies with no arbitrage between them are not measuring the same thing precisely enough for one to convict the other.

How this site treats the two

The distinction is enforced structurally rather than editorially. Each price source is recorded as either real-money or play-money, and a comparison across that boundary is barred from being labelled an opportunity no matter how large the gap. Both prices are still shown and the difference is still reported, because hiding a price would be its own distortion — what is withheld is the claim that a trade exists.

There is a second reason for caution with play-money venues specifically, which is mechanical rather than about currency. Play-money markets often run on an automated market maker, which quotes a single number and therefore reports a spread of zero. Zero spread reads as a costless trade, so a comparison that trusted it would find free money in the arithmetic. Our tooling assumes a minimum round-trip cost on those quotes instead of believing the zero.

The thing to watch for in the wild is a screenshot. A play-money price presented as “what the market thinks”, without saying which market, is the most common way this confusion travels — and it is usually not deliberate.

Converting to odds you already know

Decimal odds are 1 ÷ price. American odds are the same probability expressed as a stake-to-win ratio.
Contract priceImplied probabilityDecimalAmerican
10¢10%10.00+900
25¢25%4.00+300
50¢50%2.00+100
68¢68%1.47−213
80¢80%1.25−400
95¢95%1.05−1900

See it live on Manifold Markets

Play-money forecasting community

Editor score 3.7Availability unverified
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Common questions

Are play-money forecasts accurate?

They can be good and they are not directly comparable to real-money forecasts, and we are not going to put a number on either — any figure we quoted would need a specific study behind it and a specific set of markets. What is structural rather than empirical: play-money prices face weaker correction pressure, because being wrong costs standing rather than money.

Can I convert play money to real money?

On a genuinely play-money venue, no — that is what makes it play money, and it is the reason no arbitrage exists between the two. Some platforms operate separate cash-settled products alongside a play-money one; those are a different venue for these purposes and should be treated as real-money, not as the same market in another denomination.

Is it worth using a play-money platform first?

For learning the mechanics it is the cheapest possible option, and nothing about order entry, spreads or resolution text is easier to understand with money on the line. What it cannot teach is how you behave when the loss is real, which is the part that surprises people.