Steve Johnson vs Oscar OtteAdelaide 2 Qualifying Round 1

Adelaide 2 · ATP · Qualifying Round 1
36 yrs · 188 cm · Right-handed
Last 10 · pre-match
LLLLWWWWLL
2 — 1
Sets
Monday, 10 January 2022
hard
#1056ATP
32 yrs · 193 cm · Right-handed
Last 10 · pre-match
LLWWWWLLLW
Johnson S.
4-6 7-6 6-3
Otte O.
Johnson S.
47762
Otte O.
66531

Steve Johnson defeated Oscar Otte 4-6 7-6 6-3 in the Adelaide 2 qualifying round 1 on hard.

Key context

Head to head

No previous meetings on record.

Serve vs return

This season
Johnson S.serving90% hold

wins 70% of points on serve vs Otte O.

Otte O.serving90% hold

wins 70% of points on serve vs Johnson S.

Serve-dominated — both hold easily, expect tiebreaks

Each player's serve crossed against the other's return, converted to expected hold of serve. Recent completed matches, ATP, WTA & Challenger. About

Statistics

This season
1st serve in·Even
57%
56%
1st serve points won·Even
75%
77%
2nd serve points won·Slight edge
53%
48%
Service points won·Even
66%
64%
Return points won·Even
33%
35%
Break points saved·Even
64%
64%
Aces / match·Even
8.4
8.9
Double faults / match·Clear edge
3.5
4.5

Averages over each player's completed matches in the selected window (106 vs 96). ATP, WTA & Challenger.

Clutch

Under pressure
Clutch Rating·Slight edge
52
41
Break points saved·Even
97
93
Break points won·Clear edge
10
30
Deciding sets·Dominant
64
20
Tiebreaks·Even
76
80

Performance in the biggest moments — break points, deciding sets and tiebreaks (0–100, higher is better). About

Umpiry Score

Pre-match
5.8
Slight disadvantageUmpiry ScorePartial · surface data limited
6.7
Slight advantageUmpiry ScorePartial · surface data limited
Form & Matchup
5.0No prior meetings
H2H
5.0
3.5
Surface form
6.6
Fatigue & Travel
7.8
Minutes 14d
8.1
4.0
3-set count
8.0
Prev. match
8.0
Context
5.0
Defending pts
5.0

The Umpiry Score combines match-context factors — matchup, form, fatigue, travel and motivation — into a single 0–10 score, updated daily. Read how it works.

Conditions

Court speed
Fastbig serves, short points
SlowFast