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Dmitrii Burtsev vs Jack McGary

Tennis
2025-09-09 08:45
Start: 2025-09-09 08:46

Summary

Pick: away
EV: 0.045

Current Odds

Home 5.2|Away 1.14
Best Odds

Match Info

Match key: Dmitrii Burtsev_Jack McGary_2025-09-09

Analysis

Summary: We find small but real value on the away player at 2.75 based on a conservative 38% win estimate (EV ≈ +4.5%).

Highlights

  • Market-normalized away probability ≈ 33.9%; our estimate = 38%
  • Min required odds for value on away = 2.632; market = 2.75

Pros

  • + Underdog price currently offers a modest positive EV (+4.5%) under our conservative model
  • + Recommendation is based on a cautious adjustment rather than optimistic assumptions

Cons

  • - Very limited match-specific data (surface, form, injuries, H2H unknown) increases uncertainty
  • - Edge is small — sensitive to small changes in estimated probability

Details

We conservatively estimate that Jack McGary (away) has a ~38% chance to win despite market pricing favoring Dmitrii Burtsev. The market moneyline (Home 1.41 / Away 2.75) implies raw probabilities of ~70.9% and ~36.4% respectively, which normalize to roughly 66.1% / 33.9% after removing the bookmaker overround. Given the lack of injury/form/H2H data, we apply a cautious adjustment that narrows the favorite's edge (reflecting the possibility of variance in challenger performance on the day). Our 38% true probability for the away player exceeds the market-normalized 33.9% by ~4.1 percentage points, which makes the away price (2.75) offer positive expected value. Calculations: EV = p * odds - 1 = 0.38 * 2.75 - 1 = +0.045 (4.5% ROI). Because information is limited, we keep the probability conservative (not extreme), and recommend the underdog only because the current decimal price (2.75) is larger than our min-required threshold (2.632).

Key factors

  • Market implied probabilities and overround normalization
  • Conservative adjustment narrowing the favorite's edge due to lack of specific intel
  • Current away price (2.75) exceeds our min-required odds (2.632) for positive EV