Navarro vs Volynets Paris Tennis Match Odds See Significant Drop on Polymarket

The market "Paris: Emma Navarro vs Katie Volynets" experienced a notable price shock over the past hour. The probability associated with this outcome decreased by 15.95%, settling at 0.05% as of the latest data. This represents a significant shift in market sentiment regarding the event.

Data Overview:

* Market Question: Paris: Emma Navarro vs Katie Volynets * Category: Sports * Time Window: 1-hour (1h) * Probability Change: -15.95% * Current Probability: 0.05% * Market Slug: wta-navarro-volynet-2026-05-13 * Image: https://polymarket-upload.s3.us-east-2.amazonaws.com/wta-logo-41f331bdf1.png

Market Dynamics:

The sharp decline in probability suggests a reassessment of the likelihood of the event's outcome as specified in the market question. In prediction markets, probability is directly correlated with the trading price of a contract. A 15.95% decrease implies a substantial movement against the prevailing sentiment prior to this period. As of the provided data, there were no trades or volume recorded in the last 24 hours.

What to Watch Next:

Given the volatility indicated by the probability shock, market participants will likely monitor further price action. Sustained downward or upward pressure on the probability could signal evolving perceptions of the event's outcome. The absence of recent trading activity in the 24-hour window, paired with the sharp hourly shift, warrants observation for any subsequent market engagement. The market is set to resolve on May 20, 2026.

Understanding Prediction Markets:

Prediction markets, like Polymarket, aggregate the beliefs of traders into probabilities. When you see a probability of 0.05% for a market like "Paris: Emma Navarro vs Katie Volynets", it reflects the collective assessment of traders on the likelihood of that specific event occurring. The price of a contract in these markets moves inversely to the probability: a higher probability means a higher price, and a lower probability means a lower price. For instance, a 0.05% probability suggests that, based on current trading, the market assigns a very low chance to the event happening. The delta percentage indicates the change in this probability over a specified period, in this case, the last hour.