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European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola

Mercados

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola

    • Giovanni Mpetshi Perricard54%
    • Remy Bertola47%

    Volumen $9.2K · Liquidez $130K

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Total Sets: O/U 2.5

    • Over 2.550%
    • Under 2.550%

    Volumen $192 · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Game Spread +/-1.5

    • Giovanni Mpetshi Perricard48%
    • Remy Bertola52%

    Volumen $22 · Liquidez $76.3

  • Completed Match

    • Yes53%
    • No48%

    Volumen — · Liquidez $0.8

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 2 Winner

    • Giovanni Mpetshi Perricard54%
    • Remy Bertola46%

    Volumen — · Liquidez $364.3

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Match O/U 22.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Match O/U 23.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set Handicap +/-1.5

    • Giovanni Mpetshi Perricard50%
    • Remy Bertola50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 1 Winner

    • Giovanni Mpetshi Perricard55%
    • Remy Bertola45%

    Volumen — · Liquidez $302.7

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 1 O/U 8.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 1 O/U 9.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 1 O/U 10.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 2 O/U 8.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 2 O/U 9.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Set 2 O/U 10.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

  • European Open, Qualification: Giovanni Mpetshi Perricard vs Remy Bertola Match O/U 21.5

    • Over50%
    • Under50%

    Volumen — · Liquidez —

Reglas de resolución

This market refers to the tennis match between Giovanni Mpetshi Perricard and Remy Bertola in the European Open, Qualification, originally scheduled for October 17, 2026 at 8:00AM ET. This market will resolve to 'Giovanni Mpetshi Perricard' if Giovanni Mpetshi Perricard advances against Remy Bertola. This market will resolve to 'Remy Bertola' if Remy Bertola advances against Giovanni Mpetshi Perricard. If the match is canceled (not played at all), ends in a tie, or a winner has not been determined by October 31, 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 player advances due to the opponent's retirement, default, or disqualification, this market will resolve to the player who advances. If the match ends in a walkover (player withdraws before the start and the other advances automatically), this market will resolve to 50-50. The primary resolution source will be official information from the ATP Tour. A consensus of credible reporting may also be used.

Cómo leer estas probabilidades

Cada precio va de 0 a 1 dólar y se puede leer como la probabilidad que el mercado asigna a un resultado: 0,62 $ equivale aproximadamente a un 62 %. Los precios cambian con cada operación, así que son una estimación colectiva, no una garantía. Antes de operar, revisa las reglas de resolución de arriba, el volumen y la liquidez, y arriesga solo dinero que puedas permitirte perder.

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