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H. Escurra Isnardi/M. Mouilleron Salvo vs V. Basel/F. Ribero

Tennis
2025-09-05 13:11
Start: 2025-09-05 13:09

Summary

No pick
EV: -0.069

Current Odds

Home 13|Away 1.03
Best Odds

Match Info

Match key: H. Escurra Isnardi/M. Mouilleron Salvo_V. Basel/F. Ribero_2025-09-05

Analysis

Summary: Insufficient evidence of value at current prices; the favorite's price (1.74) is too low relative to our conservative win-probability estimate, so we recommend no bet.

Highlights

  • Estimated true win probability for the away pair: 53.5%
  • Required odds for value on the away pair: ≥ 1.869 (current 1.74)

Pros

  • + Market identifies an away favorite, which aligns with our slight edge estimate
  • + If odds drift upward toward ≥1.87, a clear value opportunity would emerge

Cons

  • - Current prices produce a negative EV under conservative assumptions
  • - Lack of match-level information increases downside risk and uncertainty

Details

We have no independent match data (form, surface, injuries, H2H) and must rely on the quoted market prices: Home 2.00 (implied 50.0%) and Away 1.74 (implied 57.5%). Given the absence of corroborating information, we adopt a conservative view and estimate the away pair has a slight edge (true win probability ~53.5%). At the current favorite price (1.74) that estimated probability produces a negative expected value (EV ≈ -0.069 per unit). To produce positive value on the away side we would need decimal odds ≥ 1.869. The home price of 2.00 would require a true win probability ≥ 50.0% to be breakeven, but with the market favoring the away side and no supporting evidence to justify flipping that market assessment, we cannot justify a value bet on the home side either. Therefore we recommend no bet: prices available do not exceed our conservative estimate of true probability.

Key factors

  • No independent data on form, surface, injuries or H2H — high uncertainty
  • Market favors the away pair at 1.74, leaving little margin for value under conservative assumptions
  • Required odds for value (≈1.869) are higher than available quotes