Probabilidade implícita atual
Polmans/Zielinski 90%Líder entre 16 opções
Polmans/Zielinski 90%Qualidade do mercado
32 / 100
Baixa qualidadeVolume 24h
430,4 €
Liquidez
614,2 €
Baixa liquidezSpread
92.0 pt
Spread amploComentários
0
Dados do mercado
Atualizado há 36 minutos
8/10/26, 04:10 UTC17/10/26, 02:00 UTC
Tendências
Condições da plataforma
Fonte: Polymarket
Estas condições são informativas; as operações simuladas da CoinRithm seguem regras próprias.
- Ordem mínima (cotas):
- 5
- Incremento de preço:
- 1 pontos percentuais
- Taxas:
- Sim
Mercados Relacionados
Perguntas relacionadas para dar contexto, não uma comparação de contratos equivalentes.
Shanghai Rolex Masters (Doubles): Liutarevich/Medvedev vs Bublik/Shelton
PolymarketShanghai Rolex Masters (Doubles): Nouza/Venus vs Nys/Roger-Vasselin
PolymarketShanghai Rolex Masters (Doubles): Buse/Vallejo vs Andreozzi/Guinard
PolymarketShanghai Rolex Masters (Doubles): Arribage/Olivetti vs Borges/Doumbia
PolymarketShanghai Rolex Masters (Doubles): Bolelli/Vavassori vs Krajicek/Mektic
PolymarketShanghai Rolex Masters (Doubles): Stevens/Zandschulp vs Krawietz/Puetz
PolymarketRegras
This market refers to the doubles tennis match between Polmans/Zielinski and Jiang/Zhang in the Shanghai Rolex Masters, originally scheduled for October 9, 2026 at 10:00PM ET.
- This market will resolve to 'Polmans/Zielinski' if the team of Polmans/Zielinski advances against Jiang/Zhang.
- This market will resolve to 'Jiang/Zhang' if the team of Jiang/Zhang advances against Polmans/Zielinski.
- If the match is canceled (not played at all), ends in a tie, or a winner has not been determined by October 23, 2026, 11:59 PM ET (14 days after the scheduled start), this market will resolve to 50-50.
- If the match begins but is not completed, and one team advances due to the opponent's retirement, default, or disqualification, this market will resolve to the team who advances.
- If the match ends in a walkover (a team withdraws before the start and the other advances automatically), this market will resolve to 50-50.
