Since the match was played on 01 Tue Apr 2025, the score would be available in tennis result databases. Let's assume, for the purpose of this analysis, that Arango E. defeated Stefanini L. with a score of 6-4, 3-6, 6-3. This is only an assumed score for illustration.
Based on the *assumed* result and general knowledge of both players, a pre-match bet on Arango to win might have been a reasonable favorite. The over/under 20.5 games market is interesting. With the match going to three sets (as we've hypothetically assumed), the bet would have landed 'over'. A bet on "Both Players Win A Set" would have also been successful. The match's outcome suggests a relatively even contest, where both players showed resilience.
Below is a hypothetical performance table based on the assumed result. Real data would be needed for a precise analysis.
Statistic | Arango E. | Stefanini L. |
---|---|---|
Aces | 3 | 1 |
Double Faults | 4 | 2 |
1st Serve Percentage | 60% | 55% |
1st Serve Points Won | 68% | 62% |
2nd Serve Points Won | 45% | 40% |
Break Points Saved | 60% (3/5) | 50% (2/4) |
1st Return Points Won | 38% | 32% |
2nd Return Points Won | 60% | 55% |
Break Points Converted | 50% (4/8) | 40% (2/5) |
Service Points Won | 60% | 56% |
Return Points Won | 44% | 40% |
Total Points Won | 95 | 87 |
Match Points Saved | 0/0 | 0/0 |
Games Won | 15 | 13 |
Service Games Won | 65% | 60% |
Return Games Won | 35% | 30% |
Total Games Won | 15 | 13 |
Based on the *assumed* data and hypothetical outcome:
Upset or Expected? Given the potential for close competition indicated by the three-set score, an Arango win likely wouldn't be considered a massive upset, especially if she had a slightly higher ranking or better recent form on clay. The Over/Under 20.5 game target was exceeded in our hypothethical scenario.