Hamburg: Matheus Pucinelli de Almeida vs Florian Broska
3 signals across 1 market · $5,249 tracked · resolves Aug 17, 2026
Follow the Polymarket prediction market for the Hamburg match between Matheus Pucinelli de Almeida and Florian Broska. The event trades the two possible match winners, with PolySpotter tracking $1,500 in smart money and a recent sharp-bettor addition to Broska.

Markets (1)
Top trades across all markets
- Sharp serial trader fades the favorite
A highly profitable serial cross-market bettor with an 84% win rate is taking the opposing side of the current favorite.
$1,949Wallet win rate: 81%Score: 6.9 - Profitable serial bettor adds to underdog
A profitable serial cross-market bettor is adding to an existing underdog position despite a sharp price decline, making this a notable contrarian sports trade.
$1,800Wallet win rate: 77%Score: 6.5 - Sharp bettor adding to Broska
A highly profitable tennis bettor with an 86% win rate and meaningful edge is adding to a Florian Broska position at 43%.
$1,500Wallet win rate: 83%Score: 4.9
Top wallets in this event
- 0xf9d6bd…730a$1,949 · 1 market · 1 alert · 81% wins
- 0x54559f…8b2a$1,800 · 1 market · 1 alert · 77% wins
- 0xe9d31c…079f$1,500 · 1 market · 1 alert · 83% wins
FAQs
What are the Hamburg match prediction-market odds?
The market tracks the implied odds of Matheus Pucinelli de Almeida or Florian Broska advancing. Check the live PolySpotter event page for current prices and changes.
What is the smart money doing in Pucinelli vs Broska?
PolySpotter has tracked $1,500 in smart money across this event and recorded one signal: a sharp bettor adding to Florian Broska.
When does the Pucinelli vs Broska market resolve?
The market is scheduled to resolve after the Hamburg match, with a resolution deadline of August 17, 2026 at 8:00 AM UTC.
What happens if the Hamburg match is canceled or delayed?
The market follows the exchange rules for matches that are not played, tied, or delayed beyond the specified seven-day window. Review the full market rules for the exact resolution terms.