Prague 2: Filip Jianu vs Andrej Martin
3 signals across 1 market · $9,341 tracked · resolves Aug 25, 2026
Follow the Polymarket prediction market for the Prague 2 tennis match between Filip Jianu and Andrej Martin. The event tracks both possible winners, with $6,400 in smart money and recent signals highlighting a 93% winner scaling into Jianu and a 95% win-rate tennis specialist.

Markets (1)
Top trades across all markets
- 93% winner scaling into Jianu
A highly profitable serial bettor with a 93% win rate and substantial edge is adding $5,000 to an existing Filip Jianu position in a relatively quiet market.
$5,000Wallet win rate: 94%Score: 5.6 - 95% win-rate tennis specialist
A highly proven cross-market bettor with a 95% win rate and substantial positive edge bought Filip Jianu at 58%.
$1,400Wallet win rate: 95%Score: 5.4 - Serial bettor scaling into Jianu
A serial cross-market bettor with 258 resolved bets added to a winning tennis position at 84%, followed by a 23-point price rise.
$2,941Wallet win rate: 69%Score: 3.0
Top wallets in this event
- 0x8e888f…b235$5,000 · 1 market · 1 alert · 94% wins
- 0x81f6a8…4488$2,941 · 1 market · 1 alert · 69% wins
- 0xf12f76…b30f$1,400 · 1 market · 1 alert · 95% wins
FAQs
What are the Polymarket odds for Jianu vs Martin?
This event tracks market prices for both Filip Jianu and Andrej Martin to win the Prague 2 match. Check the live event page for current odds and probability changes.
What is smart money betting on in Jianu vs Martin?
PolySpotter tracks $6,400 in smart money across this event and two signals. Recent alerts include a 93% winner scaling into Jianu and a tennis specialist with a 95% win rate.
When is the Prague 2 Jianu vs Martin match scheduled?
The match is scheduled for August 18, 2026 at 7:00 AM ET.
When does the Jianu vs Martin prediction market resolve?
The market is expected to resolve by August 25, 2026 at 11:00 AM UTC, based on which player advances. If the match is not played or no winner is determined within the stated delay period, the market may resolve under its cancellation rules.