This market refers to the table tennis match between Simon Gauzy and Milosz Redzimski in the United States Smash, Male Single, originally scheduled for June 28, 2026 at 4:00PM ET. This market will resolve to "Gauzy" if Simon Gauzy wins by 2 or more games than Milosz Redzimski, based on the final completed match score. Otherwise, it will resolve to "Redzimski." For the purposes of this market, game margin is calculated using total games won across the full match. Any forfeited points or games will count toward final settlement. If the match is completed, this market will resolve based on the final completed match score. If a player retires, withdraws, is defaulted, is disqualified, or the match otherwise begins but is not completed, this market will resolve based on any outcome that was already unequivocally determined at the time play stopped. For game spread markets, an outcome is considered determined if it would have been guaranteed had the match been played to completion using the minimum number of additional games required. For example, if play stops with one player leading 2-0 in games in a best-of-5 match, the minimum completion would be 3-0 in games; any game spread outcome already guaranteed under that minimum completion will resolve accordingly, while undetermined spreads will resolve 50-50. If neither outcome was already determined at the time play stopped, this market will resolve 50-50. If the match is canceled before play begins or delayed beyond 7 days from the scheduled date without play beginning, this market will resolve 50-50. Resolution will be based on official WTT Grand Smash results.
Key risk: unexpected_player_withdrawal_or_retirement
AI updated 6/26/2026, 11:45:41 PM
This market refers to the table tennis match between Simon Gauzy and Milosz Redzimski in the United States Smash, Male Single, originally scheduled for June 28, 2026 at 4:00PM ET. This market will resolve to "Gauzy" if Simon Gauzy wins by 2 or more games than Milosz Redzimski, based on the final completed match score. Otherwise, it will resolve to "Redzimski." For the purposes of this market, game margin is calculated using total games won across the full match. Any forfeited points or games will count toward final settlement. If the match is completed, this market will resolve based on the final completed match score. If a player retires, withdraws, is defaulted, is disqualified, or the match otherwise begins but is not completed, this market will resolve based on any outcome that was already unequivocally determined at the time play stopped. For game spread markets, an outcome is considered determined if it would have been guaranteed had the match been played to completion using the minimum number of additional games required. For example, if play stops with one player leading 2-0 in games in a best-of-5 match, the minimum completion would be 3-0 in games; any game spread outcome already guaranteed under that minimum completion will resolve accordingly, while undetermined spreads will resolve 50-50. If neither outcome was already determined at the time play stopped, this market will resolve 50-50. If the match is canceled before play begins or delayed beyond 7 days from the scheduled date without play beginning, this market will resolve 50-50. Resolution will be based on official WTT Grand Smash results.
Crowd Consensus
50%
ORYN Consensus
50%
Signal Score
0.0
Opportunity
0.0
Graph Relationships
ORYN is polling its model network — Claude, GPT, Gemini and more — for this market. The consensus and per-model dissent will appear here.
Regime: — · Confidence: 0%
The prediction market for the table tennis match between Simon Gauzy and Milosz Redzimski is evenly split, with a 50% probability assigned to each outcome. The handicap (-1.5 for Gauzy) implies no clear favorite, reflecting balanced expectations.
Simon Gauzy is favored to win by 2 or more games, suggesting strong form, tactical advantage, or higher consistency in match play. A bullish outcome could stem from recent performance data, historical head-to-head results, or home-court advantage if applicable.
Milosz Redzimski is likely to limit Gauzy's margin of victory to 1 game or less, indicating competitive parity or Redzimski's ability to contest closely. A bearish outcome may reflect Redzimski's resilience in close matches or Gauzy's vulnerability under pressure.
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Game Handicap: Gauzy (-1.5) vs Redzimski (+1.5) is tracked on ORYN with data sourced from polymarket. Current market-implied probability is 50% while ORYN AI estimates 50%.
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