Maximilian Neuchrist vs Nick Chappell — Helsinki CH Qualifying Round 1
Helsinki CH · CHALLENGER · Qualifying Round 1
2 — 1
Sets
Monday, 6 November 2023
hard
Neuchrist M.6-4 3-6 6-3
Chappell N.
Neuchrist M.
6362
Chappell N.
4631
Maximilian Neuchrist defeated Nick Chappell 6-4 3-6 6-3 in the Helsinki CH qualifying round 1 on hard.
Key context
- Match story: Maximilian Neuchrist closed it out in three sets, 6–4 3–6 6–3.
Head to head
No previous meetings on record.
Serve vs return
This seasonServe-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 season1st serve in·Even
63%
62%
1st serve points won·Slight edge
72%
66%
2nd serve points won·Even
52%
51%
Service points won·Slight edge
65%
60%
Return points won·Even
33%
36%
Break points saved·Slight edge
64%
58%
Aces / match·Slight edge
5.0
4.0
Double faults / match·Even
2.3
2.1
Averages over each player's completed matches in the selected window (89 vs 57). ATP, WTA & Challenger.
Clutch
Under pressureClutch Rating·Dominant
49
0
Break points saved·Dominant
86
29
Break points won·Even
5
8
Deciding sets·Dominant
69
3
Tiebreaks·Dominant
79
13
Performance in the biggest moments — break points, deciding sets and tiebreaks (0–100, higher is better). About
Umpiry Score
Pre-match5.6
Slight disadvantageUmpiry ScorePartial · surface data limited4.9
Heavy underdogUmpiry ScorePartial · surface data limited- Extended break: 28 days (−0.3)
Form & Matchup
5.0No prior meetings
H2H5.0
2.7
Surface form2.4
0.0Lost last 2
Win streak0.0Lost last 3
Fatigue & Travel
9.2
Minutes 14d9.0
Prev. match9.0
Context
5.0
Defending pts5.0
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 loadFreshness·
89
—
Neuchrist M.: 7 days rest · 1 match, 17 games (7d). Higher means fresher. About
Conditions
Court speed
Fastbig serves, short points
SlowFast