Platform comparison
| Platform | YES odds | NO odds | Fee | KYC | Settlement | |
|---|---|---|---|---|---|---|
Polymarket (via Election Predictions UK) Pick polygram.ink (preferred broker) |
100% | 0% | 0% (USDC on-chain) | No-KYC up to $1,500 | USDC, auto via UMA oracle | Trade this market → |
Polymarket (direct) polymarket.com |
100% | 0% | 0% | Geo-blocked in US/UK/EU | USDC, on-chain | Trade this market → |
Kalshi kalshi.com |
— | — | Up to 7% per trade | US-only, KYC required | USD | Trade this market → |
Betfair Exchange betfair.com |
— | — | 2-5% commission | Full KYC from first trade | GBP / EUR | Trade this market → |
Manifold Markets manifold.markets |
— | — | Play-money (mana) | None — play-money | Mana (no cash-out) | Trade this market → |
Outcome probabilities
Current market-implied probability for each outcome, from the live order book.
| Outcome | Probability |
|---|---|
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce | 100% |
| Completed Match | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 2 Winner | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 3 O/U 8.5 | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 1 Winner | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 1 O/U 8.5 | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 1 O/U 9.5 | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 2 O/U 8.5 | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 3 Winner | 100% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 4 Winner | 50% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 4 O/U 8.5 | 50% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 4 O/U 9.5 | 50% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 4 O/U 10.5 | 50% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 2 O/U 9.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 3 O/U 9.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 3 O/U 10.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Total Sets: O/U 3.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Total Sets: O/U 4.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Match O/U 36.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Match O/U 38.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Match O/U 40.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set Handicap +/-1.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set Handicap +/-2.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 1 O/U 10.5 | 0% |
| Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce Set 2 O/U 10.5 | 0% |
Market context
The underlying real-world event is the opening-round Wimbledon ATP match between Soonwoo Kwon and Martin Landaluce, scheduled for 5:00 AM ET on 29 June 2026 at the AELTC venue. Despite the market’s current 100% YES crowd-implied probability favouring Kwon’s advancement, independent modelling from Dimers suggests Landaluce holds a 56.1% win probability, with Kwon at 43.9% [1]. This divergence mirrors historical cases where early-round crowd sentiment on grass tournaments overcorrected for lower-ranked players, such as the 2021 upset of a top-20 seed by an unranked qualifier at Wimbledon, where initial odds favoured the seed but the market shifted sharply post-match [1].
Traders should monitor Landaluce’s ATP ranking (58) versus Kwon’s (202), as the higher-ranked player’s grass-court form often dictates late-round outcomes in opening rounds [6]. Key catalysts include Landaluce’s recent campaign-finance disclosures and any scheduled declarations on his grass preparation, which could signal readiness for the tournament’s surface [1]. The market leans on Landaluce’s superior ranking and simulation data, with Dimers’ model confirming his edge after extensive match simulations [1]. No moralising on trading is offered; facts indicate the crowd probability may be misaligned with objective metrics.
Methodology
Political prediction markets differ structurally from sports betting: thinner liquidity, longer settlement windows, higher sensitivity to single news events. This page shows the live Polymarket quote for Wimbledon ATP: Soon-Woo Kwon vs Martin Landaluce plus platform attributes for the three reference venues, so you can see at a glance where the deepest market for this question sits.
Resolution & payout
Political markets typically settle on official candidate or agency confirmation. Polymarket uses UMA Optimistic Oracle: a proposer posts the outcome with a bond, the two-hour window opens, then the smart contract pays USDC.
Kalshi settles USD via CFTC clearinghouse, with clearly defined resolution sources (e.g. AP race calls for elections). Betfair settles after the official outcome is registered with the league or agency. Manifold is play-money.
FAQ
- How accurate are political prediction markets?
- Historically more accurate than polls. Polymarket's Brier score on US 2024 elections was ~0.11 — better than 538 (~0.14) and every mainstream poll. Markets aggregate information with real skin in the game.
- What resolution source is used for elections?
- Polymarket defines the source per contract — usually Associated Press (AP Race Call), Reuters or the official electoral commission. The source is stated in contract details before the market opens.
- Can prediction markets influence election outcomes?
- Markets reflect expectations rather than create them. Studies show public-facing markets can anchor expectations, but don't influence the underlying outcome. Political markets are information, not advocacy.
- How fast do political markets react to news?
- High-liquidity markets move within seconds to minutes. A Trump tweet on the economy can shift the "Trump 2024" market 2-5 points before mainstream media has written anything.
- Why do Polymarket and Kalshi differ on elections?
- Kalshi must follow CFTC compliance — strict definitions, clear resolution sources, US citizens only with KYC. Polymarket operates globally without CFTC oversight — deeper liquidity, but also higher regulatory risk.
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