Mai Hontama vs Hailey BaptisteStanford 125 Qualifying Round 2

Stanford 125 · CHALLENGER · Qualifying Round 2
#202WTA
1480ELO
1442Hard ELO
26 yrs · Right-handed
Last 10 · pre-match
WLWLLWLWLW
2 — 1
Sets
Monday, 14 August 2023
hard
#33WTA
1844ELO
1781Hard ELO
$1.1MYTD
$3.6MCAREER
24 yrs · 172 cm · Right-handed
Last 10 · pre-match
LWLWLWWWWL
Hontama M.
3-6 6-2 6-2
Baptiste H.
Hontama M.
3662
Baptiste H.
6221

Mai Hontama defeated Hailey Baptiste 3-6 6-2 6-2 in the Stanford 125 qualifying round 2 on hard. The upset overturned the form book — Hailey Baptiste came in ranked #33.

Key context

Head to head

No previous meetings on record.

Serve vs return

This season
Hontama M.serving54% hold

wins 51% of points on serve vs Baptiste H.

Baptiste H.serving59% hold

wins 53% of points on serve vs Hontama M.

Baseline battle — serve is shaky, expect plenty of breaks

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

Serve & return on hard

Hontama M.Baptiste H.
Serve
40
Return
18

Per-surface Serve / Return Rating (0–100, percentile within the hard field, opponent-adjusted over 52 weeks). About

Statistics

This season
1st serve in·Slight edge
66%
56%
1st serve points won·Slight edge
59%
69%
2nd serve points won·Even
44%
48%
Service points won·Slight edge
54%
60%
Return points won·Even
46%
42%
Break points saved·Slight edge
53%
59%
Aces / match·Dominant
1.1
4.5
Double faults / match·Clear edge
3.2
4.6

Averages over each player's completed matches in the selected window (154 vs 157). ATP, WTA & Challenger.

Clutch

Under pressure
Clutch Rating·Dominant
29
83
Break points saved·Dominant
27
93
Break points won·Clear edge
96
79
Deciding sets·Dominant
28
88
Tiebreaks·Clear edge
68
87

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

Freshness

Recent load
Freshness·
100

Hontama M.: 19 days rest. Higher means fresher. About

Conditions

Court speed
Fastbig serves, short points
SlowFast