Alejandro Moro Canas vs James McCabe – Schedule & Where to Watch on TV

Tennis Nonthaburi 4 Challenger Men Alejandro Moro Canas - James McCabe
Result
0:2
24/09/2024 at 05:45 (Time Zone – GMT-4 (America/New_York))
  • CHALLENGER MEN - SINGLES: Nonthaburi 4 (Thailand), hard - 1/16-finals

Match Stats

Aces
07
Double Faults
30
1st Serve Percentage
70%70%
1st Serve Points Won
60% (38/63)76% (34/45)
2nd Serve Points Won
52% (14/27)58% (11/19)
Break Points Saved
71% (5/7)50% (1/2)
1st Return Points Won
24% (11/45)40% (25/63)
2nd Return Points Won
42% (8/19)48% (13/27)
Break Points Converted
50% (1/2)29% (2/7)
Max Points In Row
56
Service Points Won
58% (52/90)70% (45/64)
Return Points Won
30% (19/64)42% (38/90)
Total Points Won
46% (71/154)54% (83/154)
Max Games In Row
33
Service Games Won
82% (9/11)91% (10/11)
Return Games Won
9% (1/11)18% (2/11)
Total Games Won
45% (10/22)55% (12/22)

Chances of winning


Alejandro Moro Canas
57.3%
James McCabe
42.7%

Initial Probability

(when we started the analysis)
66.3% 33.7%

Our Initial ML Estimation

68.9% 31.1%


Analysis of Changes in Winning Probabilities:

  • Alejandro Moro Canas has seen a decrease in its chances compared to the initial analysis. (-9%)
  • Note: This is a significant drop in prediction, indicating that Alejandro Moro Canas's form might have worsened.
  • James McCabe has improved its chances compared to the initial analysis. (+9%)
  • Note: This is a significant improvement in prediction, suggesting James McCabe's recent form is better than expected.
  • ML Model estimates a higher probability for Alejandro Moro Canas than the current prediction. (+11.6%)
  • Note: The ML model's higher estimate suggests a strong performance forecast for Alejandro Moro Canas, possibly due to key factors that the model accounted for.
  • ML Model estimates a lower probability for James McCabe than the current prediction. (-11.6%)
  • Note: The ML model's lower estimate suggests a potential downturn for James McCabe, possibly due to injuries or other negative factors.
  • Alejandro Moro Canas - James McCabe Odds

    1 X 2 Marga
    Avarage Now
    (Initially)
    1.63
    (1.4)

    2.19
    (2.75)
    7%
    (8%)
    What is the prediction for Alejandro Moro Canas - James McCabe?
  • Users Predictions: 5 users predict this event. Moro Canas will win (votes: 4 - 80%). McCabe will win (votes: 1 - 20%).
  • The most likely score by Bookmakers is 2:0.
  • Preview Facts
    • Moro Canas is ranked ATP: 153. McCabe is ranked ATP: 302.
    • Two players are playing changeable.
    • McCabe could have problems with physics compare with it opponent - last days they played more matches than their opponents.
    • The chances to win of two players are almost the same in this match.
    • Recently, the players did not play each other.
    Latest results of Alejandro Moro Canas
    Latest results of James McCabe
    Draw
    Singles - Main

    1/16-finals
    1Cazaux A. (1)Ursu V.2 : 0
    2Trongcharoenchaikul W. (WC)Simakin I. (Q)0 : 2
    3Moro Canas A.McCabe J.0 : 2
    4Marchenko I.Karatsev A. (5)0 : 2
    5Marterer M. (4)Noguchi R.0 : 2
    6Svrcina D.Leong M. W. K. (Q)2 : 0
    7Yevseyev D.Gerasimov E.2 : 0
    8Wu Tung-Lin (Q)Trungelliti M. (6)2 : 0
    9Krueger M. (7)Dzhavakian Y. (Q)2 : 0
    10McDonald M.Chanta T. (WC)2 : 0
    11Zhukayev B.Oliveira G.0 : 2
    12Nam Ji S. (Q)Diallo G. (3)0 : 2
    13Wong C. (8)Samrej K. (WC)2 : 0
    14Sultanov K.Evans D.1 : 2
    15Bolt A.Shimizu Y. (Q)2 : 0
    16Hsu Y. H.Walton A. (2)0 : 2

    1/8-finals
    1Cazaux A. (1)Simakin I.2 : 0
    2McCabe J.Karatsev A. (5)2 : 0
    3Noguchi R.Svrcina D.0 : 2
    4Yevseyev D. (RET.)Wu Tung-Lin0 : 1
    5Krueger M. (7)McDonald M.0 : 2
    6Oliveira G. (RET.)Diallo G. (3)0 : 1
    7Wong C. (8)Evans D.2 : 0
    8Bolt A.Walton A. (2)0 : 2

    Quarter-finals
    1Cazaux A. (1)McCabe J.1 : 2
    2Svrcina D.Wu Tung-Lin0 : 2
    3McDonald M.Diallo G. (3)2 : 0
    4Wong C. (8)Walton A. (2)2 : 0

    Semi-finals
    1McCabe J.Wu Tung-Lin1 : 2
    2McDonald M.Wong C. (8)2 : 0

    Final
    1Wu Tung-LinMcDonald M.2 : 0