Shick — Patrick Maloney 0:2: cronaca e statistiche della partita

• 6 Aces 5
• 6 Double faults 3
• 63% First serve 66%
• 76% (37/49)1st serve points won(39/50) 78%
• 45% (13/29)2nd serve points won(12/26) 46%
• 0% Break points saved 0%
• 22% (11/50)1st serve return points won(12/49) 24%
• 54% (14/26)2nd serve return points won(16/29) 55%
• 0% Break points converted 0%
• 64% (50/78)Service points won(51/76) 67%
• 33% (25/76)Return points won(28/78) 36%
• 49% (75/154)Total points won(79/154) 51%
• 4 Посл. 10 мячей 6
• 2 Match Points Saved 0
• 82% (9/11)Service games won(10/10) 100%
• 0% (0/10)Return games won(2/11) 18%
• 43% (9/21)Total games won(12/21) 57%

• 0 : 1
  15:0 30:0 30:15 30:30 30:40
• 1 : 1
  0:15 15:15 30:15 40:15
• 1 : 2
  0:15 15:15 15:30 15:40 30:40 40:40 40:A 40:40 40:A
• 2 : 2
  15:0 15:15 30:15 40:15
• 2 : 3
  0:15 0:30 15:30 15:40 30:40
• 3 : 3
  15:0 15:15 30:15 40:15
• 3 : 4
  0:15 0:30 0:40 15:40
• 4 : 4
  0:15 0:30 0:40 PB15:40 PB30:40 PB40:40 A:40 40:40 A:40
• 4 : 5
  0:15 15:15 30:15 30:30 30:40 40:40 40:A
• 5 : 5
  0:15 0:30 15:30 15:40 MP30:40 MP40:40 A:40
• 5 : 6
  0:15 0:30 15:30 15:40
• 6 : 6
  0:15 15:15 15:30 30:30 40:30
• Tie-break5 : 7
  1:01:12:12:22:33:34:34:44:55:55:65:7

Torneo

San Diego 2

Punti vinti al servizio: 63% Punti vinti al servizio: 64%Prima della partita: 44%

Modello di Markov: probabilità di ciascun giocatore di vincere il punto al servizio → game → set → partita. Le barre sotto mostrano quanto ha contato ogni punto.