James Duckworth vs Zachary Svajda — Dallas Round of 32
Dallas · ATP · Round of 32
#86ATP
1628ELO
1592Hard ELO
$488kYTD
$5.4MCAREER
34 yrs · 183 cm · Right-handed
Last 10 · pre-match
LWLWLWLWLL
2 — 0
Sets
Monday, 5 February 2024 ·
hard
#84ATP
1718ELO
1690Hard ELO
$631kYTD
$1.9MCAREER
23 yrs · 175 cm · Right-handed
Last 10 · pre-match
LLWLLWLWWL
Duckworth J.7-6 6-1
Svajda Z.
Duckworth J.
762
Svajda Z.
610
James Duckworth defeated Zachary Svajda 7-6 6-1 in the Dallas round of 32 on hard. The upset overturned the form book — Zachary Svajda came in ranked #84, leading the head-to-head 2–0, defending last year's round of 32, but James Duckworth had been the form player, winning 3 of their last 6 on hard. James Duckworth claimed a first win over Zachary Svajda in three meetings, narrowing the head-to-head to 2–1.
Key context
- Match story: James Duckworth came through a tight passage before pulling clear — 7–6 6–1.
Head to head
0–2| Date | Tournament | Round | Surface | Winner | Score |
|---|---|---|---|---|---|
| 2024-02-26 | Acapulco | Q1 | hard | Zachary Svajda | 6-3 1-1 |
| 2024-02-24 | Acapulco | Q16 | hard | Zachary Svajda | 6-3 1-1 |
Statistics
This season1st serve in·Even
57%
60%
1st serve points won·Even
76%
72%
2nd serve points won·Even
54%
53%
Service points won·Even
66%
64%
Return points won·Even
35%
38%
Break points saved·Slight edge
66%
60%
Aces / match·Clear edge
7.4
5.6
Double faults / match·Slight edge
2.8
2.1
Averages over each player's completed matches in the selected window (176 vs 151). ATP, WTA & Challenger.
Clutch
Under pressureClutch Rating·Even
24
23
Break points saved·Slight edge
92
82
Break points won·Dominant
1
61
Deciding sets·Clear edge
21
6
Tiebreaks·Dominant
73
12
Performance in the biggest moments — break points, deciding sets and tiebreaks (0–100, higher is better). About
Freshness
Recent loadFreshness·Slight edge
86
95
Duckworth J.: 7 days rest · 1 match, 31 games (7d) · Svajda Z.: 8 days rest · 1 match (14d). Higher means fresher. About
Conditions
Court speed
Fastbig serves, short points
SlowFast