Live prediction market odds for "One Night Only" Rotten Tomatoes score?. Compare prices across Kalshi.
"One Night Only" Rotten Tomatoes score: current odds are unavailable. Compare prices from Kalshi.
"One Night Only" Rotten Tomatoes score: current odds are unavailable. Compare prices from Kalshi.
Kalshi is tracking the Rotten Tomatoes score for the film One Night Only, set to release on August 10, 2026. Audience and critical reception will influence its score, impacting box office performance and future projects for the filmmakers involved.
KalshiKalshiAbove 45
0.0% avg
Official settlement criteria, resolution sources, and edge cases across Kalshi.
KalshiIf One Night Only has a Tomatometer score of above 45 on Aug 10, 2026 at 10:00 AM ET, then the market resolves to Yes.
The "Fresh!" and "Certified Fresh!" subtitles are meant for illustrative purposes only. The Tomatometer score must be above the strike value to resolve as YES (for example, a score of 75 would resolve "Above 75" as No.) The market will be determined the Monday after wide release at 10:00 AM ET.
The Rotten Tomatoes score is influenced by critic reviews, audience ratings, and overall reception at film festivals. Marketing strategies and social media buzz also play a role in shaping public perception.
A higher Rotten Tomatoes score can lead to increased ticket sales and greater interest from audiences. It also enhances the film's reputation and can influence awards nominations.
Tracking the score before release helps gauge early audience anticipation and critical expectations. It can inform marketing strategies and promotional efforts leading up to the premiere.
The outcomes listed above show how traders are pricing this question. Compare outcome prices from Kalshi in one place. Each price reflects the market’s implied probability, not a guaranteed result.
The latest available prices are Above 45: 1.0¢ on Kalshi; Above 50: 1.0¢ on Kalshi; Above 55: 1.0¢ on Kalshi; Above 60: 1.0¢ on Kalshi. Prices are quoted in cents per $1 share. Check the venue for executable prices and available liquidity.
