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)
SV 베르더 브레멘
- 후반기 시작 이후 1무 1패를 기록하며 부진한 흐름을 보이고 있지만, 득점력은 꾸준하고 공격적인 경기 운영을 이어가고 있습니다. 그러나 리드를 지키는 데 불안한 흐름을 보이며, 수비에서 집중력이 떨어지는 순간들이 경기에 영향을 줄 수 있습니다. 홈 이점을 활용해 이번 경기에서 공격력을 앞세워 반등을 노릴 가능성이 크다.
아우크스부르크
- 후반기 두 경기에서 1승 1패를 기록하며 기복 있는 모습을 보인 아우크스부르크는 수비 불안정성이 계속해서 문제로 작용하고 있습니다. 그러나 역습 상황에서 빠른 전환을 통해 득점 기회를 만들어내는 능력은 여전히 강점입니다. 이번 경기에서도 브레멘의 수비 불안을 공략해 득점을 기록할 가능성이 있습니다.
결론
- 브레멘은 공격력을 앞세워 반등을 시도할 가능성이 높지만, 아우크스부르크는 빠른 역습을 통해 수비 불안을 공략할 수 있는 기회를 가질 것입니다.
출처 - SV 베르더 브레멘 아우크스부르크 해외축구분석 1월20일 분데스리가 #베픽 라이브스코어