Wesley Koolhof / Neal Skupski - Taylor Fritz / Jiří Lehečka

    Match odds
    1
    1.4
    2.75
    2

    name
    1
    2
    sets
    Wesley Koolhof / Neal Skupski
    Taylor Fritz / Jiří Lehečka
    3
    6
    64
    77
    0
    2
    Live Sports Streaming
    6
    7
    1
    0
    1
    1
    1
    2
    2
    2
    2
    3
    3
    3
    3
    4
    3
    5
    3
    6
    4
    6
    4
    7
    6
    6
    0
    15
    15
    15
    15
    30
    15
    40
    30
    40
    40
    40
    6
    5
    15
    0
    30
    0
    40
    0
    40
    15
    5
    5
    15
    0
    30
    0
    40
    0
    4
    5
    15
    0
    30
    0
    30
    15
    30
    30
    40
    30
    3
    5
    0
    15
    0
    30
    0
    40
    3
    4
    0
    15
    15
    15
    15
    30
    15
    40
    30
    40
    3
    3
    0
    15
    0
    30
    0
    40
    3
    2
    0
    15
    15
    15
    30
    15
    40
    15
    2
    2
    0
    15
    15
    15
    15
    30
    15
    40
    2
    1
    0
    15
    15
    15
    30
    15
    40
    15
    40
    30
    40
    40
    1
    1
    0
    15
    0
    30
    0
    40
    15
    40
    1
    0
    15
    0
    30
    0
    40
    0
    1
    Aces
    11
    5
    Double Faults
    1
    19/24 (79%)
    Second Serve
    16/17 (94%)
    37/61 (61%)
    First Serve
    46/63 (73%)
    27/37 (73%)
    First Serve Points
    36/46 (78%)
    12/24 (50%)
    Second Serve Points
    8/17 (47%)
    3/5 (60%)
    Break Points Saved
    3/4 (75%)
    10
    Service games played
    11
    10/46 (21%)
    First serve return points
    10/37 (27%)
    9/17 (52%)
    Second serve return points
    12/24 (50%)
    1
    Break points converted
    2
    11
    Return games played
    10
    39
    Service points won
    44
    19
    Receiver points won
    22
    9
    Max points in a row
    5
    Wesley Koolhof / Neal Skupski vs Taylor Fritz / Jiří Lehečka Head 2 Head
    Koolhof W / Skupski N
    versus
    Fritz T / Lehecka J
    3
    6
    64
    77
    23 Jun 23
    Finished
    Wesley Koolhof / Neal Skupski Matches
    Koolhof W / Skupski N
    versus
    Bopanna R / Ebden M
    4
    6
    65
    77
    17 Nov 23
    Finished
    Koolhof W / Skupski N
    versus
    Ram R / Salisbury J
    3
    6
    6
    3
    7
    10
    15 Nov 23
    Finished
    Koolhof W / Skupski N
    versus
    Hijikata R / Kubler J
    6
    3
    6
    4
    13 Nov 23
    Finished
    Gonzalez S / Roger-Vasselin E
    versus
    Koolhof W / Skupski N
    6
    4
    6
    4
    03 Nov 23
    Finished
    Gonzalez S / Roger-Vasselin E
    versus
    Koolhof W / Skupski N
    03 Nov 23
    05:00
    Taylor Fritz / Jiří Lehečka Matches
    Fritz T / Lehecka J
    versus
    Dodig I / Krajicek A
    4
    6
    77
    65
    3
    10
    25 Jun 23
    Finished
    Koolhof W / Skupski N
    versus
    Fritz T / Lehecka J
    3
    6
    64
    77
    23 Jun 23
    Finished
    Fritz T / Lehecka J
    versus
    Mahut N / Martin F
    6
    3
    65
    77
    10
    6
    21 Jun 23
    Finished
    Nys H / Zielinski J
    versus
    Fritz T / Lehecka J
    6
    3
    3
    6
    7
    10
    19 Jun 23
    Finished

    You can follow Wesley Koolhof / Neal Skupski - Taylor Fritz / Jiří Lehečka live score and live stream here on Scoreaxis.com, along with full match statistics and video highlights (when available). Wesley Koolhof / Neal Skupski vs Taylor Fritz / Jiří Lehečka live streaming options are also shown on this page. Wesley Koolhof / Neal Skupski vs Taylor Fritz / Jiří Lehečka (ATP London, Great Britain Men Double 2023) will kick off at 11:00 on 23 Jun 23.

    The match will be played on grass courts in London, Doubles (England).

    Based purely on odds, the predicted winner of the match is Wesley Koolhof / Neal Skupski. Our predictions should not be used for betting or gambling on sports and scoreaxis.com accepts no responsibility or liability for any (direct or indirect) financial or other loss that may result from using our statistical data, predictions or any other content present on this website.