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)
FC 장크트파울리
- 장 파울리팀은 최근 5경기 중 2승 3패를 기록하며 변동성 있는 경기력을 보여왔습니다. 수비 집중력을 바탕으로 슈투트가르트와의 1-0 승리에서는 조직력을 보여줬지만, 브레멘과의 0-2 패배에서는 골 결정력이 부족했습니다. 길라보귀와 에게슈타인은 활발한 움직임을 보이지만 득점 전환율이 낮은 편입니다. 부칼파와 어바인은 경기 주도권을 잡으려 하지만, 전방 지원이 부족합니다. 네메스와 왈의 수비 협력은 안정감을 줍니다만, 사리아카스의 측면 수비가 취약해 보입니다. 출전 가능한 핵심 선수들이 많지만 결장자가 있어 스쿼드 뎁스에 부담이 있을 것으로 예상됩니다.
E. 프랑크푸르트
- 프랑크푸르트팀은 최근 5경기에서 2무 3패로 승리를 거두지 못하며, 경기력이 하락하고 있습니다. 마르무시와 에키티케는 득점력을 보일 수 있지만, 호일룬드와 샤이비가 공격에서 창의성을 발휘하지 못하고 있습니다. 수비에서는 코흐와 테아테가 중심을 이루고 있지만, 크리스텐센의 포지션 이탈 문제가 계속해서 나타나고 있습니다. 특히 투타의 부재는 수비 안정성에 부정적인 영향을 미치며, 원정 경기에서 수비 불안이 드러날 가능성이 큽니다.
결론
- 장 파울리팀은 홈 이점을 살려 조직적인 수비와 역습을 활용할 가능성이 크며, 프랑크푸르트팀은 상위권의 실력을 바탕으로 반등을 시도할 것으로 예상됩니다. 그러나 최근의 부진과 수비 불안으로 원정 경기에서 어려움을 겪을 가능성이 높습니다.
출처 - FC 장크트파울리 E. 프랑크푸르트 해외축구분석 1월10일 분데스리가 #베픽 라이브스코어