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Radu Mihai Papoe vs Gerard Campana Lee

Tennis
2025-09-08 18:34
Start: 2025-09-09 10:00

Summary

Pick: home
EV: 0.0075

Current Odds

Home 1.613|Away 2.32
Best Odds

Match Info

Match key: Radu Mihai Papoe_Gerard Campana Lee_2025-09-09

Analysis

Summary: Small positive value on the home moneyline (Radu Mihai Papoe) at 1.625 based on superior form and career win rate, but the edge is marginal and surface uncertainty increases risk.

Highlights

  • Estimated true win chance ~62% vs market implied ~61.5%
  • Min required odds for break-even: 1.613; current price 1.625 offers slight value

Pros

  • + Clearer recent form advantage and higher career win percentage
  • + Current market odds slightly exceed our break-even threshold

Cons

  • - Both players primarily have clay/hard records; grass is an unknown and could negate the small edge
  • - Edge is very small (≈0.75% ROI) and sensitive to small changes in probability or market price

Details

We assess value on Radu Mihai Papoe (home). His career win rate (20-11 across 31 matches) and stronger recent form on lower-level events suggest a higher baseline win probability than Gerard Campana Lee (27-29 across ~56 matches). Both players' recorded matches are primarily on clay and hard, so grass is an unknown for both; that reduces certainty but is a neutral factor between them. The market moneyline of 1.625 implies ~61.5% raw probability; we estimate Radu's true win probability at ~62.0%, slightly above the market. Using the current decimal price (1.625) produces a small positive expected value: EV = 0.62 * 1.625 - 1 = +0.0075 (≈ +0.75% ROI). The edge is marginal and exposed to surface uncertainty and limited direct comparison, but at available prices this represents nominal value after comparing our probability estimate to the bookmaker price.

Key factors

  • Radu's superior career win rate (20-11) and stronger recent form on lower-tier events
  • Both players lack documented grass experience—surface is an uncertainty that impacts confidence
  • Market price (1.625) implies ~61.5% probability; our estimate of 62.0% gives a small positive edge