Meghann Shaughnessy vs Sandra Kleinova Head to Head Stats

• When it comes to second serve performance over the past six months, neither Meghann Shaughnessy nor Sandra Kleinova have been able to win points on their second serve, both sitting at 0%.
• Their return game statistics show a similar trend, with both players winning 0% of points from their opponent's second and first serves in recent form.
• In terms of handling pressure, neither player has managed to save any breakpoints in the last six months.
• Considering overall match performance over the past year, neither Shaughnessy nor Kleinova have secured any wins, both maintaining a 0% win rate.
• On career surfaces, Shaughnessy excels on clay courts with a 56% win rate, whereas Kleinova shows strength on indoor hard courts with an identical win percentage of 56%.
• Looking at their head-to-head record, Meghann Shaughnessy has won the only match they have played, defeating Sandra Kleinova in straight sets on grass.
• Neither player has been challenged by high-ranked opponents recently, facing opponents with an average ranking of 0 over the last 12 months.
• If this match goes to a deciding set, both players have struggled, having not won any deciding sets in the past year.

Editorial Prediction (December 24, 2025, UTC):

With an analysis of each player's recent statistics and historical performance, it becomes evident that both Meghann Shaughnessy and Sandra Kleinova have faced significant challenges in their form over the past few months. Neither player has demonstrated a distinct advantage in terms of recent second serve or return game performance.

Historically, Shaughnessy has an edge over Kleinova based on their solitary head-to-head meeting, where Shaughnessy emerged victorious. Furthermore, Shaughnessy’s proficiency on clay surfaces suggests that she might have an edge in this matchup.

Considering these factors, despite both players showing equal recent struggles, Meghann Shaughnessy is slightly more poised to take this match, given her historical win against Kleinova and better surface adaptability.