LoL: Eintracht Spandau נגד Kaufland Hangry Knights (BO5) - Prime League 1st Division Playoffs

LOLLEAGUE OF LEGENDSBo5
Kaufland Hangry Knights
0-0
0
לייב · 0/5
0
Eintracht Spandau
0-0
צפו באתר הרשמי סחרו בכסף אמיתי בפולימרקט
מנצח המשחק
$11.3K מחזור
סך נקודות (מעל/מתחת)
$543 מחזור
מקור פתרון: www.twitch.tv

Odds & FAQ

What are the current odds for LoL: Eintracht Spandau נגד Kaufland Hangry Knights (BO5) - Prime League 1st Division Playoffs?
The current front-runner is Match Winner at 75%, ahead of מעל/מתחת 3.5 Games at 67%. These live odds update with every trade on the Polymarket order book.
What do traders predict for LoL: Eintracht Spandau נגד Kaufland Hangry Knights (BO5) - Prime League 1st Division Playoffs?
Traders currently imply a 75% chance for Match Winner. Market-implied probabilities reflect real money at stake, but they are live forecasts that shift as new information arrives, not guarantees.
When does the LoL: Eintracht Spandau נגד Kaufland Hangry Knights (BO5) - Prime League 1st Division Playoffs market resolve?
This market is scheduled to resolve on 26 Aug 2026 (עוד 1 ימים). It settles according to Polymarket's published resolution criteria once the outcome is confirmed.
How much money is trading on LoL: Eintracht Spandau נגד Kaufland Hangry Knights (BO5) - Prime League 1st Division Playoffs?
Total traded volume on this market is $4.7M, a measure of how much real money traders have committed to the outcome.
How can I trade LoL: Eintracht Spandau נגד Kaufland Hangry Knights (BO5) - Prime League 1st Division Playoffs on Polymarket?
You can follow the live odds on this page and open the market on Polymarket to trade it yourself. Prediction trading carries risk; never stake more than you can afford to lose.

שווקים דומים

Game 2 Winner99%כןלא
Game 3 Winner99%כןלא
Game 1 Winner99%כןלא
מעל/מתחת 2.5 Games99%כןלא
Estral Esports65%כןלא
Keyd Stars Academy18%כןלא
סחרו בפולימרקט
התחל אימון מסחר חינם
סחר בשווקי תחזיות עם כסף וירטואלי. מחירים אמיתיים, אפס סיכון. התחרה בטבלת המובילים.
$1K
כסף וירטואלי
500+
שווקים
$0
סיכון אמיתי
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