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T. Babos/L. Stefani vs A. Rogers/J. Tjen

Tennis
2025-09-12 06:57
Start: 2025-09-12 21:00

Summary

No pick
EV: -0.064

Current Odds

Home 1.17|Away 4.6
Best Odds

Match Info

Match key: T. Babos/L. Stefani_A. Rogers/J. Tjen_2025-09-12

Analysis

Summary: No value detected: the 1.17 quote requires a substantially higher true win probability than our conservative estimate, so we advise no bet.

Highlights

  • Home implied probability (raw) 85.47%; break-even true probability >85.47% needed for +EV at 1.17.
  • Our conservative true-win estimate (80%) yields negative EV (-0.064) at current home price.

Pros

  • + Favorite pricing reflects clear market expectation, reducing likelihood of overlooked edge.
  • + We applied a conservative probability in absence of research, avoiding overconfidence.

Cons

  • - No independent web data returned (form, surface, injuries, H2H) — increases uncertainty.
  • - Market margin means favorite price is very short; small estimation errors change EV sign.

Details

The market prices the home pairing (T. Babos/L. Stefani) at 1.17 (implied probability 85.47% raw, ~79.8% after removing a ~7.2% estimated overround). No independent research was returned, so we apply a conservative assessment: given likely favorite status but absent confirmatory form/injury/H2H data, we estimate the home pair's true win probability at 80.0%. To be +EV at the offered 1.17, the home team would need a true win probability >85.47% (1/1.17). Our 80.0% estimate produces a negative expected value (EV = 0.80*1.17 - 1 = -0.064), so the price does not represent value. The away price (4.6) requires a win probability >21.74% to be +EV; we estimate the away chance at ~20.0%, slightly below that threshold, so that side also lacks value. With no reliable edge and no external data to justify believing either side exceeds the market-implied break-even probabilities, we recommend not betting this match.

Key factors

  • Market-implied break-even for home at current price is ~85.47% (1/1.17).
  • No external research returned; we use a conservative 80% true-win estimate for the favorite.
  • Given the estimated true probability, current prices do not offer positive expected value for either side.