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)
클리블랜드
- 도노반 미첼과 다리우스 갈란드가 미네소타와의 경기에서 빛을 발하며 클리블랜드는 승리를 거두었습니다. 골밑에서는 재럿 알렌이 중요한 역할을 하였고, 세컨 유닛들의 수비 에너지도 인상적이었습니다. 홈에서 20승 2패로 강력한 모습을 보이고 있습니다.
피닉스 선즈
- 피닉스는 데빈 부커와 케빈 듀란트의 득점으로 디트로이트를 꺾었습니다. 브래들리 빌과 유서프 너키치의 결장에도 불구하고, 팀워크와 클러치 타임에서 우세를 보이며 승리를 이끌었습니다. 원정에서는 2연승 중이지만, 경기에 따라 기복이 있는 모습을 보입니다.
종합
- 클리블랜드는 리바운드와 백코트 싸움에서 우세를 보이며 경기를 주도할 전망입니다. 피닉스는 주요 선수들의 결장이 있지만, 부커와 듀란트의 활약으로 대응할 수 있습니다. 그러나 클리블랜드의 홈 강세와 안정적인 전력이 우위를 점할 것으로 보입니다.
출처 - 클리블랜드 피닉스 선즈 해외농구분석 1월21일 NBA #베픽 라이브스코어