Event

Bengaluru 3: Digvijaypratap Singh vs Leo Vithoontien

2 signals across 1 market · $11,097 tracked · resolves May 25, 2026

This event tracks the Bengaluru 3 tennis match between Digvijaypratap Singh and Leo Vithoontien, with prediction-market odds on which player advances. PolySpotter has flagged $5,820 in smart money across the event, including a signal from an 87% win-rate tennis sharp.

Markets (1)

  1. Bengaluru 3: Digvijaypratap Singh vs Leo Vithoontien2 signals · $11,097 tracked

Top trades across all markets

  1. Three-wallet tennis steam

    Three profitable high-volume wallets simultaneously bought Leo Vithoontien, driving a sharp move from 81¢ to 94¢ on a tennis market.

    $5,277Score: 8.5
  2. 87% win-rate tennis sharp

    Sharp serial cross-market bettor with an 87% resolved win rate and strong lifetime profit bought a large Leo Vithoontien position in a thin tennis market.

    $5,820Wallet win rate: 88%Score: 1.0

Top wallets in this event

  1. 0x1ef5bcdc05$5,820 · 1 market · 1 alert · 88% wins

More on this event

FAQs

What are the Polymarket odds for Singh vs Vithoontien?

The event market prices the chance that Digvijaypratap Singh or Leo Vithoontien advances from their Bengaluru 3 match. Check the live market on PolySpotter for the latest implied odds and price movement.

What is the smart money doing on this match?

PolySpotter has tracked $5,820 in smart money for this event from one recent signal. The notable alert came from an 87% win-rate tennis sharp, which can help traders spot where experienced bettors are positioning.

Who wins the market if the match is played?

The market resolves to Digvijaypratap Singh if Singh advances, and to Leo Vithoontien if Vithoontien advances. It is focused on advancement rather than set score or exact match statistics.

When does Singh vs Vithoontien resolve on Polymarket?

The match was originally scheduled for May 18, 2026 at 1:30 AM ET, and the event is listed to resolve by May 25, 2026 at 05:30 UTC, subject to the market’s cancellation or delay rules.