Grass-court grit tested as Anisimova meets Noskova at Wimbledon.
13th seed Amanda Anisimova will square off against 30th seed Linda Noskova in the Wimbledon 2025 fourth round. The Czech has come through two gritty three-setters against Yuan Yue and Eva Lys and eased past Kamilla Rakhimova in straight sets. Anisimova, on the other hand, stormed into the second week with a rare double bagel over Yulia Putintseva, a straight-sets win over Renata Zarazua, and a tough three-set victory over Dalma Galfi.
Anisimova advances ➡️
— Wimbledon (@Wimbledon) July 4, 2025
Amanda Anisimova defeats Dalma Galfi 6-3, 5-7, 6-3 to move into the fourth round of The Championships 2025 🇺🇸#Wimbledon pic.twitter.com/IlLBRUBFca
Anisimova’s season has been a rollercoaster, marred by illness and recurring back and hip issues. After a promising start with a Hobart quarterfinal and a title run in Doha, setbacks followed, including an early Melbourne exit and withdrawals in Singapore and Paris. Still, she’s notched 98 aces, won 63.8% on first serve, and boasts an impressive 46.4% break point conversion rate across 35 matches.
Next Stop: Amanda Anisimova's First Final on Grass 🥹#HSBCChampionships pic.twitter.com/s0FkcR5eB0
— wta (@WTA) June 14, 2025
Noskova’s year has been steadier, if less headline-grabbing. She’s shown signs of building rhythm with a semifinal in Abu Dhabi and quarterfinal runs in Dubai, Bad Homburg, and Nottingham. Statistically, she holds the edge in raw power, firing 209 aces in 33 matches and winning 71.2% of first-serve points. With her form trending upward, the Czech could be a serious threat on grass.
Feeling good on the grass 😎
— wta (@WTA) July 4, 2025
Linda Noskova defeats Rakhimova 7-6, 7-5 to book a fourth round showdown against Anisimova!#Wimbledon pic.twitter.com/MPgYdp2pxU
Linda Noskova holds a 1-0 edge over Amanda Anisimova, having won their only previous meeting in straight sets at Indian Wells 2023, clinching a tight first-set tiebreak.
| Year | Event | Round | Winner | Score |
|---|---|---|---|---|
| 2023 | Indian Wells | Round of 64 | Linda Noskova | 7-6, 6-3 |
| Amanda Anisimova | Category | Linda Noskova |
| 12 | Current Ranking | 27 |
| 186-110 | Career W-L | 164-89 |
| 25-12 | YTD W-L | 18-16 |
| 3 | Career Titles | 1 |
| 0 | Grand Slams | 0 |
| 1 | YTD Titles | 0 |
Noskova’s power game and recent grass-court form make her a dangerous opponent, but if Anisimova stays healthy and keeps her rhythm, she’s likely to edge this one.
9 – Amanda Anisimova is the player with the most grass court matches won in WTA level main draws so far in 2025 (nine). Garden.#Wimbledon | @Wimbledon @WTA pic.twitter.com/7vygDGkOcN
— OptaAce (@OptaAce) July 4, 2025
Prediction: Amanda Anisimova in straight sets
With odds at 4/6, Anisimova enters as the slight favorite, but Noskova at 59/50 isn’t far behind, suggesting a close contest where momentum could swing either way.
Here are the betting odds according to BetMGM:
Amanda Anisimova: 4/6
Linda Noskova: 59/50
Here are the odds for total games as well as total sets for both players (sourced via BetMGM):
Total Games Over 22.5: 19/20
Total Games Under 22.5: 41/50
Total Games won by Anisimova Over 12.5: 23/25
Total Games won by Noskova Over 12.5: 23/20
Total Sets Over 2.5: 13/10
Total Sets Under 2.5: 3/5
(According to BetMGM: BetMGM offers exclusive promo codes, bonus deals and accurate odds for users upon signing up. Use BetMGM to ace your betting game in all sports!)
Mandatory Image Credit: Geoff Burke-Imagn Images
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mma I’m an academic turned sports writer from Raipur, India, specializing in the NFL, MMA, and tennis at The Playoffs. I previously wrote for Sportskeeda and hold a B.A. and M.A. in History. My journey into sports media began far from the field, rooted in the arts and sciences. Funny enough, I didn’t grow up a sports fan; I used to see it all as just noise. But a fateful writing job introduced me to the world of sports, and what began as a gig quickly became a passion. I understood those voices aren’t noise; they’re emotions of true sports fans, and now I am one of them, writing with the same energy I once questioned.
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