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Closed: Jun 17, 4:50 PM EST
Kalshi
A FIFA World Cup soccer match between two national teams scheduled for June 17, 2026, where both teams score at least one goal during the first half.
If England and Croatia both score a goal in the 1st Half of the England vs Croatia FIFA World Cup match originally scheduled for Jun 17, 2026, then the market resolves to Yes.
On Kalshi, the England vs Croatia First Half BTTS contract is priced between 0 and 100, where each point represents a 1% probability of the outcome occurring. On Kalshi, prices reflect that venue's order book, liquidity, and how traders price the outcome right now. Traders buy or sell shares based on their conviction that both teams will score in the first 45 minutes. The current market price reflects the collective assessment of all active traders. As match conditions change—such as team news, weather updates, or tactical announcements—the price adjusts to balance supply and demand, allowing traders to enter or exit positions at prevailing rates.
The England vs Croatia First Half BTTS market resolves on Jun 18, 2026, following the completion of the first half. Resolution is determined by whether both England and Croatia each score at least one goal during the opening 45 minutes of regulation play. The market will settle to YES if both teams find the net, or NO if one or both teams fail to score. Traders should monitor official match records and any relevant league or competition announcements for final confirmation of the result.
Several factors may shift odds before the match begins and during the first half. Pre-match catalysts include team lineups, injury announcements, weather conditions, and tactical previews. Early in the match, goals scored by either team will dramatically move the market—a goal by England increases the probability of BTTS, while a goal by Croatia does the same. Defensive errors, goalkeeper saves, and the overall pace of play also influence trader sentiment. Red cards or significant injuries during the first half could also trigger sharp price movements as the likelihood of both teams scoring changes.