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K. Majchrzak vs T. Paul — Prediction & Analysis

Washington · ATP Washington - 1/16-finals · July 27, 2026 · 14:00 UTC

TennisEdge's AI model finds no betting value in K. Majchrzak vs T. Paul (Washington on 2026-07-27) — the market is efficient, with T. Paul favoured at 1.25.

Surface hard Odds K. Majchrzak 3.85 · T. Paul 1.25

Verdict: no bet

The model found no value at current prices — the market has this one priced about right. That verdict is part of the public record too.
Profiles: K. Majchrzak · T. Paul · head-to-head record

Full analysis

K. Majchrzak (A, #59, age 30) vs T. Paul (B, #20, age 29) — Washington, HARD, R32.

MODELS (prob A / prob B)
  ELO:        26.75% / 73.25%   (matches market AND ranking → credible)
  ML:         42.2%  / 57.8%    (OUTLIER, inflated)
  Blend:      29.6%  / 70.4%
  Betfair ML: 26.7%  / 74.1%    (3.75 / 1.35)
  Resim sim:  35.5%  / 64.45%   (fresher 50-match/730d engine; margin -1.6g, total 22.2)

Two camps: "Majchrzak live" = ML 42% + sim 35.5%; "Majchrzak clear dog" = ELO 27% + market 27% + rank (#59 vs #20). ELO agrees with rank and market → ELO is the trustworthy model; ML/sim are the outliers.

WHY THE OUTLIERS ARE INFLATED (surface): Majchrzak's recent body of work is a GRASS title run (won Hertogenbosch beating De Minaur 1910, Medvedev 1858, FAA 1745) — genuinely elite grass form. But this match is HARD, which is Paul's BEST surface and NOT Majchrzak's. The sim's serve/return inputs are 2yr opponent/surface-unadjusted blends: Majchrzak's carry grass uplift, Paul's carry clay drag (mixed Roland Garros/Hamburg). On hard the true gap is wider than the sim's near-even matchup (0.535 vs 0.563) implies. So the sim/ML over-credit Majchrzak here; market/ELO are closer to right.

RECENT FORM (last 5, all GRASS — no recent hard for either)
  Majchrzak: L Svajda(1769) 5-set; W Tabilo(1460) 6-3 7-5 7-5 DOM/Weak; L Lehecka(1783) straights; W De Minaur(1910) 6-3 2-6 7-6 GRIND/Elite [TITLE]; W Medvedev(1858) 7-6 6-1 GRIND/Elite. Shape SHARPENING — but on grass only.
  Paul: L Hurkacz(1773) 4-set; W Kwon(1610) 6-3 7-6 6-2; W Muller(1498) 6-1 6-2 6-1 DOM/Weak; (2 grass exos). Made London grass Final + Wimbledon R32. Shape STABLE, and hard is his best surface.

PATH & FATIGUE: Both first match at Washington (no venue matches yet). Both ~24-25d off since Wimbledon (07-02 / 07-03) AND both grass->hard TRANSITION → rust + looser margins cancel between the two. Fatigue objects both well_rested/zeroed — no edge either side. Ages 30/29, neutral.

MARKETS (edges vs commission-adjusted executable price, fresher resim distribution)
  A ML @3.75:   sim 35.5% vs 27.7% -> +7.9% nominal (min 2.95) — but rests on disputed sim/ML; PASS on validation
  B ML @1.35:   64.45% vs 75% -> -10.6%, negative
  A +3.5 @2.0:  cover 52.6% vs 51.3% -> +1.3%, below bar
  B -3.5 @1.9:  cover 47.4% vs 53.9% -> -6.5% (high-variance lay, needs 10%)
  Over 22.5 @1.97:  48.1% vs 52.0% -> -4.0%
  Under 22.5 @1.94: 51.9% vs 52.8% -> -0.9%
(Note: brief alt_markets.model was staler — B-3.5 0.578 / Under 0.561 — resim engine supersedes it; every market still fails its bar.)

GATES
  G1 edge-origin: FAIL — the only numeric edge (A ML +7.9%) comes from the sim/ML, the two models the surface read discredits; no fatigue/narrative involved but the source itself is the disputed input, not a robust model-vs-market gap.
  G2 consensus:   FAIL — market AND ELO (the credible model, matching rank) both sit against backing A; only sim+ML split for A, and the qualitative surface read points the OTHER way (hard = Paul's best, Majchrzak's grass form doesn't transfer). Lone outlier-model split = no bet.
  G3 fatal-risk:  FAIL — surface mismatch is a direct negation: backing Majchrzak's competitiveness relies on grass numbers that overstate his hard-court level vs a hard-court specialist.

VERDICT: PASS. Textbook efficient spot. ELO+ranking+market agree Paul is a ~74% favourite; the sim/ML that make Majchrzak look live are inflated by a grass title run that doesn't carry to Paul's best surface. No market clears its bar on the fresher distribution; the one nominal edge (A ML) fails all three gates. No bet.