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【MLB메이저리그】06월20일 시카고컵스 vs 샌프란시스코 mlb 생중계,스포츠분석,스포츠중계
스포츠분석
Lv.18
조회:1015 | 2024-06-19 20:41
<p> </p><p><span style="font-size:18px;"><strong>프리미엄 야구 분석</strong></span></p><p><span style="color:hsl(161,100%,58%);"><strong>#야구 중계 #MLB 중계 #KBO 중계 #NPB 중계</strong></span></p>
<p>6월20일 MLB</p><p> </p><p>시카고컵스 샌프란시스코 중계</p><p> </p><p>시카고컵스 샌프란시스코 분석</p><p></p><p>프로토 승부식 2024년도 75회차 대상 경기입니다.</p><p> </p><p><img src="data:image/png;base64,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"></p><p></p><p>타선의 집중력을 앞세워 반격에 성공한 시카고 컵스는 카일 핸드릭스(4패 8.20)가 선발 복귀전을 치른다. 15일 세인트루이스와 홈 경기에서 구원으로 등판해 4.1이닝 2안타 무실점의 투구를 보여준 핸드릭스는 6월 한달간 8.2이닝 무실점의 호조를 과시한바 있다. 작년 샌프란시스코 상대로 원정에서 8이닝 무실점, 홈에서 5.1이닝 5실점으로 극과 극의 투구를 보여주었는데 그나마 낮 경기라는 점에 승부를 걸어야 한다. 전날 경기에서 웹과 로저스를 공략하면서 댄스비 스완슨의 2점 홈런 포함 5점을 올린 컵스의 타선은 8회말에 상위 타선이 제 몫을 하면서 3점을 몰아친게 승부를 갈랐다. 상위 타선에 모든 화력을 몰아넣은 선택은 성공적. 2.1이닝을 삭제한 불펜은 키건 톰슨의 퍼펙트 3K 마무리가 반가울 것이다.</p><p> </p><p>불펜의 난조가 패배로 이어진 샌프란시스코 자이언츠는 불펜 데이의 가능성이 높다. 벌크 투수로는 스펜서 하워드가 나설듯. 하워드가 벌크 투수로서의 투구가 좋았기 때문에 이 점에 승부를 걸 것으로 보인다. 전날 경기에서 저스틴 스틸 상대로 2점을 올리는데 그친 샌프란시스코의 타선은 홈런이 나오지 않을때의 득점력 저하를 여실히 보여준바 있다. 특히 경기를 끌어줘야 할 헬리엇 라모스의 4타수 무안타가 컸다. 등판과 동시에 3실점을 허용하면서 경기를 날려버린 타일러 로저스는 수준급 좌타자들이 줄줄이 대기중인 상태에서 잠수함 투수인 그를 마운드에 올린 밥 멜빈 감독의 잘못된 선택이다.</p><p> </p><p>전날 경기는 기계적인 투수 교체가 그대로 패배로 이어졌다고 해도 과언이 아니다. 이번 경기는 달라진 투수 교체가 나올수 있느냐가 관건이 될 전망. 하워드 선발이 아닌 오프너-하워드 조합은 컵스에게 꽤 까다롭게 다가올수 있다. 핸드릭스가 얼마나 샌프란시스코의 타선을 막아주느냐지만 불펜 핸드릭스와 선발 핸드릭스는 역시 동일 선상에 놓긴 어렵고 이 점이 그대로 승부로 이어질 것이다. 전력에서 앞선 샌프란시스코 자이언츠가 승리에 가까이 있다.</p><p> </p><p><span style="color:hsl(0, 75%, 60%);"><strong>예상 스코어 4:2 샌프란시스코 승리</strong></span></p><p><span style="color:hsl(0, 75%, 60%);"><strong>핸디 : 샌프란시스코 승리</strong></span></p><p><span style="color:hsl(0, 75%, 60%);"><strong>언더 오버 : 언더</strong></span></p>
<p> </p><p> </p><p><span style="font-size:14px;">실시간 고화질 스포츠 중계 커뮤니티입니다.</span></p>
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