P. De Lange vs J. DeSousa — prediction

M15 Haren

Result pending

LANGEWIN PROBABILITYDESOUSA

73%

Elo prob.

@1.01

odds · 99% impl.

📈Form 4/10

CONDITIONS OF THE MATCH◆ in the model◇ context

Surface◆

Clay

Slow court, high bounce: longer points, rewards whoever holds up from the baseline.

Surface feeds the model — surface specialization is one of its factors.

WHAT THE ESTIMATE IS BASED ON

›Tour Elo: 1581 vs 1412 — favorite by rating

›ITF tier · 66 matches in the favorite's track record

›Elo estimate (not the ATP factor model): these are softer, less-analyzed markets

WATCH FOR

!Soft market: the value edge in Challenger/ITF is NOT proven live — treat it as an estimate, not an opportunity.

Tour Elo estimate (Challenger/ITF markets, not covered by the factor model). The value edge here is unproven live — it's a reference, not a recommendation. 18+ · gamble responsibly.

@1.38

fair odds

−26.7%

expected value

BREAKDOWN · ELO ESTIMATE

The model makes P. De Lange the favorite with a 73% win probability, against J. DeSousa's 27% — a solid favorite, though DeSousa keeps real chances. Converted to odds, that probability is worth about @1.38; the offered odds are around @1.01 (a 99% implied), slightly below the market, so the model is a touch more cautious.

Several factors explain the number: 1581 vs 1412 — favorite by rating; itf tier · 66 matches in the favorite's track record; these are softer, less-analyzed markets.

Read it with caution. This number does NOT come from the ATP factor model, but from the tour's real Elo: it ranks who is the favorite well, but it is a coarser estimate. Being the favorite is not being the winner: roughly 27 out of every 100 times DeSousa wins. And above all, in Challenger/ITF the value edge is not proven live, so treat it as a reference, not an opportunity. Watch out for: Soft market: the value edge in Challenger/ITF is NOT proven live — treat it as an estimate, not an opportunity.. This is informational analysis, not a betting recommendation. 18+ · play responsibly.

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The value read of P. De Lange vs J. DeSousa — fair odds, expected value, and the factor-by-factor breakdown.

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