Valorant: Team Liquid Academy vs Misa Esports (BO3) - VCL EMEA: Stage 3 Group D
47.5 pts (24h)DeportesOne-OffDeportes electrónicos
PolymarketCerradoComprobar disponibilidadSin KYC2% de comisiónDatos de resolución verificadosCalibración aceptableEste mercado está cerrado y esperando una resolución confirmada.
Datos de resolución no verificados
Este resultado se infiere o no está respaldado por evidencia de liquidación de nivel proveedor.
Probabilidad implícita actual
1 Winner 100%+51.5ptLíder entre 13 opciones
Calidad del mercado
22 / 100
Baja calidadVolumen 24h
46,6 mil €
Liquidez
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Liquidez desconocidaDatos de mercado
Actualizado hace 69 días
Desactualizado18 jun 26, 7:1323 jun 26, 22:45
Cronología de Probabilidad
1 Winner49%
O/U 2.5 Games50%
1 Total Rounds: Over/Under 21.551%
2 Total Rounds: Over/Under 21.560%
3 Rounds Handicap: Misa Esports (-2.5) vs Team Liquid Academy (+2.5)100%
2 Winner49%
Match Winner45%
Handicap: MISA (-1.5) vs Team Liquid Academy (+1.5)28%
1 Rounds Handicap: Misa Esports (-2.5) vs Team Liquid Academy (+2.5)41%
2 Rounds Handicap: Misa Esports (-2.5) vs Team Liquid Academy (+2.5)50%
3 Total Rounds: Over/Under 21.50%
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Reglas
This market refers to the Valorant match between Team Liquid Academy and Misa Esports in the VCL EMEA: Stage 3 Group D, initially scheduled for June 23 at 1:30PM ET.
- This market will resolve to "Team Liquid Academy" if Team Liquid Academy win the match against Misa Esports.
- This market will resolve to "Misa Esports" if Misa Esports win the match against Team Liquid Academy.
- 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.
