Noma Noha Akugue vs Emily AppletonW35 Birmingham Quarter-final

W35 Birmingham · CHALLENGER · Quarter-final
#153WTA
1624ELO
1588Hard ELO
22 yrs · 170 cm · Left-handed
Last 10 · pre-match
LLWLLWLWLW
2 — 1
Sets
Monday, 26 January 2026
hard
#456WTA
1278ELO
1230Hard ELO
26 yrs · Right-handed
Last 10 · pre-match
LLWLLLWLLW
Noha Akugue N.
7-5 4-6 6-2
Appleton E.
Noha Akugue N.
7462
Appleton E.
5621

Noma Noha Akugue defeated Emily Appleton 7-5 4-6 6-2 in the W35 Birmingham quarter-final on hard.

Key context

Head to head

No previous meetings on record.

Serve vs return

This season
Noha Akugue N.serving67% hold

wins 57% of points on serve vs Appleton E.

Appleton E.serving55% hold

wins 52% of points on serve vs Noha Akugue N.

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

Statistics

This season
1st serve in·Slight edge
65%
60%
1st serve points won·Even
64%
67%
2nd serve points won·Slight edge
50%
43%
Service points won·Even
59%
58%
Return points won·Even
46%
42%
Break points saved·Even
57%
55%
Aces / match·Clear edge
2.6
5.4
Double faults / match·Dominant
2.4
4.6

Averages over each player's completed matches in the selected window (35 vs 24). ATP, WTA & Challenger.

Umpiry Score

Pre-match
7.5
Dominant favouriteUmpiry Score
4.2
Heavy underdogUmpiry Score
Form & Matchup
9.6+359 Hard Elo edge
Surface ELO
0.4Hard Elo 1230
9.6Overall Elo 1624
ELO gap
0.4Overall Elo 1278
5.0No prior meetings
H2H
5.0
5.8
Surface form
2.2
Win streak
0.0
Fatigue & Travel
4.0
3-set count
7.0
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.

Freshness

Recent load
Freshness·Clear edge
88
100

Noha Akugue N.: 5 days rest · 1 match, 28 games (7d) · Appleton E.: 21 days rest. Higher means fresher. About

Conditions

Court speed
Fastbig serves, short points
SlowFast