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)
AS 모나코
- 모나코는 4-2-3-1 포메이션을 선호하지만, 최근 16경기에서 5승에 그쳐 부진한 모습을 보이고 있습니다. 팀은 엠볼로와 벤 세기르에 의존하고 있지만, 최근 5경기에서는 공격 효율이 감소하고 있습니다. 또한 세트피스 상황에서 수비적 취약점을 드러내며, 높은 실점률이 문제로 부각되고 있습니다.
애스턴 빌라
- 애스턴 빌라는 4-4-2 포메이션을 채택하여 최근에는 상승세를 보이고 있으며, 강한 상대팀에 대해 좋은 경기력을 보여주고 있습니다. 왓킨스가 득점을 이끌고 있고, 디뉴와 캐시가 측면에서 공격을 적극적으로 지원하고 있습니다. 일부 수비수들이 부상으로 인해 결장하고 있지만, 중원에서의 안정적인 운영으로 이를 상쇄하고 있습니다.
종합
- 모나코는 홈에서 강한 경기력을 보이지만, 수비적인 불안과 부상 요인이 경기력에 부정적인 영향을 미칠 수 있습니다. 한편, 애스턴 빌라는 상승세와 자신감을 바탕으로 적극적인 공격을 기대할 수 있습니다. 양 팀 모두 공격적인 경기 운영이 예상되며, 격렬한 경기 끝에는 무승부 가능성이 높을 것으로 예상됩니다.
출처 - AS 모나코 애스턴 빌라 해외축구분석 1월22일 UEFA #베픽 라이브스코어