Manchester City’s Wingers Set for Another Breakthrough Season
Pep Guardiola has made a bold prediction about Manchester City’s dynamic wingers Raheem Sterling and Leroy Sane, suggesting their best is yet to come. The Jeetbuzz sports team delves into Guardiola’s insights and what this means for City’s upcoming campaign.
Sterling and Sane were instrumental in Manchester City’s record-breaking Premier League triumph, amassing 100 points last season. Sterling netted 18 goals, while Sane contributed 10, showcasing their growing influence under Guardiola’s system.
Guardiola’s Vision for Improvement
Speaking on Monday Night Football, Guardiola emphasized that both players still have room to grow:
“They can do better. I have that feeling.”
The City boss highlighted key areas for development:
- First touch and ball control
- Decision-making in tight spaces
- Finishing efficiency
Guardiola referenced his time at Bayern Munich, where Arjen Robben thrived in similar roles, proving that elite wingers can be game-changers.
The Arteta Factor
Assistant coach Mikel Arteta has played a pivotal role in refining Sterling and Sane’s attacking instincts. Guardiola noted:
“Raheem now attacks the box like a true striker. Last season, he hesitated, but this year, he’s ruthless.”
Sane, the PFA Young Player of the Year, has also evolved, becoming more decisive in one-on-one situations.
Why This Matters for Manchester City
With wingers contributing heavily to City’s goal tally, Guardiola’s system ensures the team isn’t overly reliant on strikers. This balanced attack was key to their dominance last season and will be vital in their quest for more silverware.
Key Takeaways:
- Sterling and Sane are expected to elevate their game further.
- Arteta’s training drills have sharpened their attacking instincts.
- Guardiola’s system thrives on versatile wingers who score and assist.
For more in-depth Jeetbuzz coverage on Manchester City’s tactics and player development, stay tuned!
What do you think—can Sterling and Sane surpass their previous season’s numbers? Share your thoughts below!
