Madrid Open, Qualification: Dalma Galfi vs Darja Vidmanova
2 signals across 1 market · $6,689 tracked · resolves Apr 28, 2026
This event tracks the Madrid Open qualifying match between Dalma Galfi and Darja Vidmanova, with prediction-market odds on which player advances. PolySpotter is monitoring smart money across the event, including recent pro sports sharp activity backing Dalma Galfi around 34¢.
Markets (1)
Top trades across all markets
- Pro sports sharp at 34¢
A highly proven high-volume sports trader with a 73% win rate bought Darja Vidmanova at 34¢, and the market has already moved 10 points in their favor to 44¢.
$1,968Wallet win rate: 72%Score: 4.0 - Pro sports sharp betting Dalma
A very high-volume, highly profitable sports bettor with a 73% win rate and $5.9M P&L just took a meaningful $4.7k position in this tennis match, making the alert worth surfacing despite only one signal.
$4,722Wallet win rate: 72%Score: 4.0
Top wallets in this event
- 0xfe787d…0319$6,689 · 1 market · 2 alerts · 72% wins
FAQs
What are the Polymarket odds for Galfi vs Vidmanova?
The market prices show the implied probability for each player to advance from the Madrid Open qualifying match. PolySpotter tracks those odds in real time and highlights when sharp bettors move the market.
Who is smart money betting on in Galfi vs Vidmanova?
Recent PolySpotter alerts flagged pro sports sharp activity on Dalma Galfi, including betting around the 34¢ level. Across the event, $6,689 in smart money has been tracked across 2 signals.
What outcomes are traded for this Madrid Open qualification match?
The event covers the match winner: Dalma Galfi to advance or Darja Vidmanova to advance. The winning side resolves based on who advances from the match.
When does the Galfi vs Vidmanova prediction market resolve?
The match was originally scheduled for April 21, 2026, and the market is expected to resolve once a winner is determined. If the match is not played or is delayed beyond the market rules, resolution follows Polymarket’s stated cancellation and delay conditions.