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Marcello Serafini vs Dali Blanch

Tennis
2025-09-08 23:12
Start: 2025-09-09 10:30

Summary

No pick
EV: -0.05725

Current Odds

Home 1.6|Away 25.58
Best Odds

Match Info

Match key: Marcello Serafini_Dali Blanch_2025-09-09

Analysis

Summary: No value at current prices: Blanch is rightly favored but 1.257 understates the remaining uncertainty; our model estimates his win chance ~75% which yields negative EV at the current market price.

Highlights

  • Market-implied probability for Blanch: ~79.5% (1/1.257)
  • Our estimated true probability for Blanch: 75% → fair odds ~1.333

Pros

  • + Blanch has a clearly better career win-rate and much larger match sample
  • + Both players are experienced on clay so no surprise factor from surface

Cons

  • - Blanch's market price is very short (1.257) leaving little or no value
  • - Serafini's limited recent match sample and recent losses make an upset less convincing

Details

We compare the market price (Away Dali Blanch 1.257 implied ~79.5%) to our independent assessment. Blanch has a substantially stronger record (46-29) and more matches (75) versus Serafini (16-21, 37 matches), and both have clay/hard experience. We estimate Blanch's true win probability around 75% given the gap in career win-rate and experience but note recent mixed results for both. At our estimated 0.75 probability the fair decimal price is ~1.333; the current quote (1.257) implies a higher win probability than we assign, producing a negative expected value. We also considered the upset (home) line: Serafini's 3.58 implies a required win probability of ~27.9% to be +EV; given his recent losses and smaller sample we do not see reliable evidence he is that likely to win. Therefore no side offers positive value at the current widely-available prices.

Key factors

  • Dali Blanch has a stronger career record and far more matches (46-29 vs 16-21)
  • Both players have clay experience, so surface likely neutral — no major advantage for Serafini
  • Market strongly favors Blanch (implied ~79.5%) which exceeds our estimated win probability