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Binary Contracts

Prediction market contracts that resolve to exactly one of two values, typically $1 (yes) or $0 (no), based on whether a specified event occurs. The binary structure eliminates ambiguity at resolution and enables direct probabilistic interpretation of prices · but it also forces continuous questions into a Pareto-distributed grid of independent order books.

Key insights

In their words

Volume follows an extreme Pareto distribution: the top 3 markets capture over 75% of trading activity regardless of event size, leaving a large fraction as untradeable ghost markets.· functionSPACE, *Binary Events*
Kalshi functions more like a poker rake than a sportsbook, charging fees via the formula fee = 0.07 × C × P × (1-P), which incentivizes trading near 50% probability.· Sam Schneider, *What's Kalshi's Revenue?*
Binary outcomes resolve instantly, skipping the intermediate prices that liquidation engines need to function.· Nick Ruzicka, *Everyone's Promising 20x Leverage on Prediction Markets*
Binary payoffs create clean basis risk to truth.· Jeff Park, *What Most People Get Wrong About Prediction Markets*

Where it matters

The binary contract is the dominant primitive of the category · every Polymarket and Kalshi market is a stack of binaries. But the architecture forces continuous questions (price, magnitude, distribution) into a fragmented grid that systematically wastes liquidity in the tails. This is exactly the gap that motivates continuous-outcome markets like Dekant. The binary structure is also what makes leverage and lending hard (gap risk) · every collateralization scheme described in the literature has to engineer around the discontinuity at resolution.

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