HOW EACH FACTOR MATTERS
Level (Elo/ranking)▸ Kimhi●●●
Elo gap (1576 vs 1352) drives a 78% model probability for Kimhi, well below the market's 88% implied price.
Form▸ Kimhi●●
Kimhi's last 10 (6-4) edges Brown's (5-5), a modest recent-form advantage reinforcing the Elo gap.
Rest▸ Kimhi●
Brown has just 1 day since his last match versus Kimhi's 2, both with 4 matches in 14 days — a slight fatigue tilt toward Kimhi.
Value= Even●●●
At 1.14 odds the market prices Kimhi at 88%, above the model's 78%; expected value is -10.6%, so no edge exists here.
ELO GAP
The core signal in this matchup is the Elo differential: 1576 for Kimhi against 1352 for Brown, a substantial gap in a soft ITF market. This translates into a 78% model win probability for Kimhi, reflecting a real quality difference at this level even without surface or serve/return data to refine it further.
Because this is an ITF Challenger-tier Elo estimate rather than the fuller ATP factor model, treat the number as a solid but rougher guide — useful for ranking the players, less precise for pinning an exact probability.
FORM AND RUST
Kimhi's recent record (6 wins in his last 10) is slightly better than Brown's (5 wins in his last 10), a marginal factor that nudges the equation further toward the favorite rather than shifting it materially on its own.
Rest is close to even: Kimhi has had two days off, Brown just one, both having played four matches in the last two weeks. This is a minor consideration — not enough by itself to explain the win-probability gap, but it aligns with the direction of the Elo edge rather than against it.
VALUE CHECK
The odds of 1.14 imply an 88% win probability for Kimhi, but the model puts him at 78% — a 10-point gap that produces a -10.6% expected value on the favorite. Being the stronger player by Elo is not the same as being a good bet at this price.
This is a Challenger/ITF Elo read, a softer market where edge is unproven; the honest takeaway is that Kimhi is the likely winner, but the current price does not offer value by this model's estimate.
Impact and analysis from real match data (Elo, form, head-to-head, rest, surface vs baseline, weather, altitude). Soft-market estimate: the value is unproven live. 18+ · gamble responsibly.