Wimbledon Great Britain Grass Grand Slam Round of 128

Shintaro Mochizuki vs Max Basing: AI Prediction | Games, Spread, Aces & Double Faults

Shintaro Mochizuki

Rank: #151
56%
VS

Max Basing

Rank: #329
44%
Expected Total Games: 36.6
Predicted Winner: Shintaro Mochizuki

Why the Model Favors Shintaro Mochizuki

The factors that drove this prediction, measured in win-probability points.

Overall strength +11.5 Shintaro Mochizuki
Overall record & opposition quality +6.7 Max Basing
Recent form +5.6 Max Basing
Serve & return game +4.7 Shintaro Mochizuki
Recent record by level +3.5 Shintaro Mochizuki

Starting from an even matchup, these factors move the model to 56% for Shintaro Mochizuki. Computed with gradient-based attribution on our neural network — not editorial opinion. How to read this →

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Player Metrics

Shintaro Mochizuki

Form Index: 48.4
ELO Rating: 1570.5
Glicko2 Rating: 1458.8
Current Fatigue (minutes): 522.0
Surface Strength:
Hard: 10.4
Clay: 9.7
Grass: 23.9
Serve Rating: 94.3
Return Rating: 96.8

Max Basing

Form Index: 55.9
ELO Rating: 1631.8
Glicko2 Rating: 1804.2
Current Fatigue (minutes): 522.0
Surface Strength:
Hard: 10.9
Clay: 10.6
Grass: 15.7
Serve Rating: 90.4
Return Rating: 88.7

Recent Matches

Shintaro Mochizuki

  • Last Match: vs Clement Tabur (3-2) grass Wimbledon 174 min
  • 2nd Last Match: vs Gauthier Onclin (2-1) grass Wimbledon 174 min
  • 3rd Last Match: vs Vitaliy Sachko (2-0) grass Wimbledon 174 min
  • 4th Last Match: vs Sander Jong (1-2) grass S Hertogenbosch 114 min
  • 5th Last Match: vs Jacob Fearnley (0-2) clay Rome 75 min

Max Basing

  • Last Match: vs Remy Bertola (3-2) grass Wimbledon 174 min
  • 2nd Last Match: vs Tom Gentzsch (2-0) grass Wimbledon 174 min
  • 3rd Last Match: vs Francesco Maestrelli (2-1) grass Wimbledon 174 min
  • 4th Last Match: vs None (0-0) None None 0 min
  • 5th Last Match: vs None (0-0) None None 0 min

Head-to-Head (Last 2 Seasons)

0
Shintaro Mochizuki
vs
0
Max Basing
Hard
0 - 0
Clay
0 - 0
Grass
0 - 0

Key Prediction Insights

At Wimbledon in Great Britain, round of 128 on grass, the model gives Shintaro Mochizuki the slight edge over Max Basing. Mochizuki is projected to win with a probability of 56.01% to Basing’s 43.99%, and the match is expected to contain about 36.63 games.

Match Analysis

The model’s edge for Mochizuki comes mainly from overall strength and a stronger serve-and-return combination. Mochizuki is the higher-ranked player (151 to 329) and carries the model’s largest single-factor boost (+11.5 percentage points). His mean return index (96.8) is markedly better than Basing’s (88.7), a gap of more than eight points that favors Mochizuki in the important neutral-exchange moments on faster grass. The serve & return factor also contributes toward Mochizuki (+4.7 points), supported by his strong serve and return indices. That said, Basing pushes back through recent form and a higher Elo rating. His form index (55.9) and Elo (1631.8) give him traction in the model (+6.7 for overall record & opposition quality and +5.6 for recent form). Both players show identical cumulative fatigue from this tournament (522 minutes), so freshness should not separate them. Their surface strength indices are modest — Mochizuki 23.9 vs Basing 15.7 — suggesting neither is a grass specialist, but Mochizuki’s recent record at this level (modeled +3.5) tilts the matchup further in his favor. Over the last three matches at this event both men have won through, trading long contests; Mochizuki’s wins include a five-set victory and a straight-sets win, while Basing likewise has a 3–2 and several straight-set results.

Total Games Predictions

🎾
Expected Total Games in Match 36.6 Most likely outcome: 36 games

📊 Total Games Probability Distribution

Distribution

Probability of each total games outcome

Probability distribution chart for total games in Shintaro Mochizuki versus Max Basing. The X-axis shows possible total games values and the Y-axis shows the predicted probability percentage for each outcome.
Cumulative Probability (CDF)

Probability of total games ≤ X

Cumulative distribution function chart for total games in Shintaro Mochizuki versus Max Basing. The curve rises from 0% to 100%, showing the cumulative probability for each games total threshold.

Games Spread Predictions

📈
Expected Games Spread (Shintaro Mochizuki - Max Basing) +0.2 Most likely spread: 0 (even number of games won)

📊 Games Spread Probability Distribution

Distribution

Probability of each games spread outcome

Probability distribution chart for games spread in Shintaro Mochizuki versus Max Basing. Positive values indicate Shintaro Mochizuki winning more games, negative values indicate Max Basing winning more games.
Cumulative Probability (CDF)

Probability of spread ≤ X

Cumulative distribution function chart for games spread in Shintaro Mochizuki versus Max Basing. The curve shows the cumulative probability for each spread threshold.

Aces and Double Faults Predictions

Predicted aces for the match sit at 15.0 (aces prediction) and expected double faults are 12.23 (double faults prediction). Grass typically inflates serve numbers, so the predicted aces total reflects surface speed. Neither player’s mean serve index exceeds the other by more than five points, so while Mochizuki’s slightly higher serve and much stronger return may shape where those aces matter, the predicted aces and expected double faults remain elevated by the surface.
🎯
Expected Total Aces 15.0 Most likely: 14 aces
Expected Total Double Faults 12.2 Most likely: 12 double faults

🎯 Aces Probability Distribution

Distribution

Probability of each ace count outcome

Probability distribution chart for total aces in Shintaro Mochizuki versus Max Basing. Higher ace counts are more likely on faster surfaces like grass.
Cumulative Probability (CDF)

Probability of aces ≤ X

Cumulative distribution function chart for total aces in Shintaro Mochizuki versus Max Basing. The curve shows the cumulative probability for each aces threshold.

Double Faults Probability Distribution

Distribution

Probability of each double fault count outcome

Probability distribution chart for double faults in Shintaro Mochizuki versus Max Basing. Clay surface matches tend to produce more double faults due to fatigue in longer rallies.
Cumulative Probability (CDF)

Probability of double faults ≤ X

Cumulative distribution function chart for double faults in Shintaro Mochizuki versus Max Basing. The curve shows the cumulative probability for each double faults threshold.

🎯 Match Format Predictions

Tiebreak Likelihood

Probability that any tiebreak is played in this match

33.5% Predicted: No tiebreak

Exact Score Distribution BO5

Probability of each set-by-set outcome (Shintaro Mochizuki's perspective)

3-0 Most likely set score (21.0%)
Probability distribution of the final set score from Shintaro Mochizuki's perspective. Format: BO5.

Final Prediction

Mochizuki’s edge is driven primarily by overall strength in the model, reinforced by superior return numbers and recent results at this level. Watch the return exchanges early — Mochizuki’s return index is the key factor that could decide break opportunities on fast grass.

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