Max Hans Rehberg vs Giannicola Misasi — M25 Santa Margherita di Pula Round of 16

Max Hans Rehberg advanced to the quarterfinals of the M25 Santa Margherita di Pula tournament with a 6-3, 6-2 victory over Giannicola Misasi in the Round of 16. Rehberg did not hit an ace but did not commit a double fault, while Misasi had one ace and two double faults. Rehberg converted 62% of his break points and won five service breaks, compared to Misasi's two service breaks on 67% break point conversion.

Generated automatically from Umpiry match data.

Key context

How the match was decided

Auto-generated

Rehberg M. took it in straight sets.

  • 1st-serve points wonRehberg M. 68% · Misasi G. 48%
  • AcesRehberg M. 0 · Misasi G. 1
  • Double faultsRehberg M. 0 · Misasi G. 2

Match momentum

Whole matchRehberg M.Misasi G.
EvenRehberg M.Misasi G.
Late momentumRehberg M.54
8Last 12 points4
14Last 3 games12
4/7Break points2/3

Break of serve

Match statistics

Rehberg M.Misasi G.
Serve
  • 0Aces1
  • 0Double faults2
  • 68%1st serve points won48%
  • 78% · 7/9Service games held38% · 3/8
Return
  • 62%Break points won67%
  • 5Breaks of serve2

Serve & return performance

Key performance gaps
First-serve pointsRehberg M. won 68% of points behind the first serve, Misasi G. 48%. Largest performance gap of the match.+20 ptsRehberg M.1st-serve pts won68%Misasi G.1st-serve pts won48%

Common opponents

0 shared · last 12 months
No common opponents in the last 12 months. Surface form and ELO carry more weight here.

Head-to-head

1 meeting · Rehberg M. leads 1–0
10

Draw

Closing odds

Player context

Before the match
Rehberg M.Misasi G.1 749ELO1 5601 628Clay ELO1 5537–3Last 105–523Age26Career $258K2026 $60KEarningsCareer $31K2026 $6K

Match info

  • Started10:35 local

Cite this

Max Hans Rehberg beat Giannicola Misasi 6-3 6-2. Umpiry, "Max Hans Rehberg vs Giannicola Misasi — M25 Santa Margherita di Pula Round of 16", https://umpiry.com/match/2026-09-16/misasi-vs-rehberg-m25-santa-margherita-di-pula-r16?utm_source=cite (as of 16 September 2026).