LoL: JD Gaming vs Team WE (BO3) - LPL Group Ascend
15 signals across 4 markets · $317,895 tracked · resolves Aug 9, 2026
Explore JD Gaming vs Team WE prediction-market odds for their best-of-three LPL Group Ascend match. The event tracks both team-win outcomes, with PolySpotter reporting a recent signal from a serial esports sharp backing JD Gaming.
Markets (4)
Top trades across all markets
- 14-wallet Team WE cluster
A large 14-wallet Team WE cluster includes profitable high-volume bettors, although an almost equally notable JD Gaming flow makes the signal highly conflicted and the subsequent price decline is a major caution.
$57,079Score: 10.2 - 19-wallet JD Gaming surge
Nineteen wallets deployed $79,341 toward JD Gaming, including several highly profitable bettors, while the outcome moved from roughly 60% to 94%.
$79,341Score: 9.7 - Sharp-backed JD Gaming cluster
A $75.6K JD Gaming buying cluster, including a bettor with a 93% win rate at favorable odds, outweighs the opposing flow and merits attention despite the price falling to 56%.
$75,619Score: 9.4 - Sharp bettor scaling into Team WE
A highly profitable serial trader is adding to a Team WE position alongside six other one-sided wallets during an extraordinary volume surge.
$3,628Wallet win rate: 80%Score: 8.6 - Seven-wallet Team WE buying cluster
Seven wallets bought Team WE amid a 428x volume spike, with this serial cross-market trader adding to an existing position as the price rose from 38% to 42%.
$2,869Wallet win rate: 63%Score: 7.3 - Sharp bettors backing Team WE
Four wallets concentrated $28.6K on Team WE at 39¢, including two highly profitable bettors with 88% and 90% win rates, alongside a major volume spike.
$23,790Score: 7.1 - 90% win-rate esports bettor backs Team WE
A highly profitable serial bettor with a 90% win rate and substantial edge made a fresh $4,000 purchase of Team WE at 39%.
$4,000Wallet win rate: 90%Score: 5.6 - 91% win-rate bettor scaling JD Gaming
A highly profitable sharp bettor with a 91% win rate is adding $46.6K to an existing JD Gaming position in a relatively quiet market.
$46,621Wallet win rate: 92%Score: 5.5 - Sharp bettor scaling into JD Gaming
A proven esports bettor with a 76% win rate and substantial edge added to an existing JD Gaming position as coordinated volume surged.
$1,865Wallet win rate: 80%Score: 5.0 - Serial esports sharp backs JD Gaming
A highly profitable serial esports trader with an 85% win rate and substantial edge bought JD Gaming at 59¢.
$2,543Wallet win rate: 86%Score: 4.9
Top wallets in this event
- 0xe015b5…6ffd$46,621 · 1 market · 1 alert · 92% wins
- 0x4c3d77…3735$10,796 · 1 market · 1 alert · 89% wins
- 0xd27cc7…c081$6,619 · 2 markets · 2 alerts · 81% wins
- 0xa4fd70…748b$4,000 · 1 market · 1 alert · 90% wins
- 0x37e944…eede$3,628 · 1 market · 1 alert · 80% wins
- 0xa4697a…0782$2,869 · 1 market · 1 alert · 63% wins
- 0x6b97eb…8d30$2,543 · 1 market · 1 alert · 86% wins
- 0x1c0180…e7d0$1,865 · 1 market · 1 alert · 80% wins
- 0x8a0c70…6ca7$1,650 · 1 market · 1 alert · 97% wins
- 0xcf609d…a6f5$1,474 · 1 market · 1 alert · 82% wins
FAQs
What are the JD Gaming vs Team WE prediction-market odds?
The live Polymarket odds for JD Gaming and Team WE are shown on this event page and can change as traders update their positions before the match.
What is smart money doing in the JD Gaming vs Team WE market?
PolySpotter has tracked one smart money signal totaling $2,543 across the event. The latest alert says a serial esports sharp is backing JD Gaming.
What outcomes are traded in this LPL prediction market?
The market covers the winner of the JD Gaming vs Team WE best-of-three match. It resolves to JD Gaming or Team WE based on the match result.
When does the JD Gaming vs Team WE market resolve?
The match was scheduled for August 9 at 7:00 AM ET, with the event set to resolve by August 9, 2026 at 5:00 PM UTC, subject to the market's settlement rules.
What happens if the match is canceled, tied, or delayed?
If the match is not played, ends in a tie, or is delayed more than seven days without a winner, the market resolves 50-50 under its stated rules.