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Avviso sulla qualità dei datiDati obsoleti
Dati al 12 ago 2026, 16:00 UTC · criterio pm-quality-3
Probabilità implicita attualeGame 1 Winner 100%+83.0ptIn testa tra 37 esiti
Qualita del mercato
30 / 100
Bassa qualitàVolume 24h
3,2 Mln €
Liquidità
1,2K €
Bassa liquiditàBid / Ask
- / 0.1%
Variazione 7g
-19.4 pts
Dati di mercato
Aggiornato 2 ore fa
Obsoleto2 ago 26, 21:4212 ago 26, 15:00
Cronologia delle Probabilità
O/U 2.5 Games40%
Both Teams Slay a Dragon100%
Both Teams Destroy Inhibitors49%
Any Player Quadra Kill51%
Game Handicap: AL (-1.5) vs EDward Gaming (+1.5)41%
Both Teams Slay Baron Nashor39%
Both Teams Slay a Dragon46%
Both Teams Destroy Inhibitors0%
Any Player Quadra Kill0%
Both Teams Slay Baron Nashor38%
Both Teams Slay a Dragon46%
Any Player Quadra Kill0%
Game 1 Winner53%
Any Player Penta Kill26%
Game 2 Winner19%
Total Kills Over/Under 27.5 in Game 1?53%
First Blood in Game 2?53%
First Blood in Game 1?49%
Total Kills Over/Under 27.5 in Game 2?50%
Total Kills Over/Under 30.5 in Game 1?51%
Total Kills Over/Under 30.5 in Game 2?50%
Both Teams Slay Baron Nashor100%
Any Player Penta Kill57%
Any Player Penta Kill0%
Total Kills Over/Under 24.5 in Game 1?50%
Match Winner22%
Odd/Even Total Kills100%
90%
10%
10%
10%
10%
100%
Regole
This market refers to the LoL match between EDward Gaming and Anyone's Legend in the LPL Group Ascend, initially scheduled for August 12 at 5:00AM ET.
- This market will resolve to "EDward Gaming" if EDward Gaming win the match against Anyone's Legend.
- This market will resolve to "Anyone's Legend" if Anyone's Legend win the match against EDward Gaming.
- If the match is canceled (not played at all), ends in a tie, or is delayed beyond 7 days from the scheduled date without a winner determined, this market will resolve to 50-50.
- If the match begins but is not completed, and one team wins due to the opponent's forfeiture, disqualification, or walkover, this market will resolve to the team who wins.
- If the match ends in a forfeit, disqualification, or walkover (team withdraws before the start and the other wins automatically), this market will resolve to 50-50.