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《电竞教父》巴瑞尔怎么打下路

电竞教父》是一款以MOBA竞技为题材的策略类卡牌游戏。游戏中有很多英雄,不同的英雄适合不同的路。巴瑞尔适合打下路,下面给大家带来原因分享。

巴瑞尔打下路方法分享

巴瑞尔适合打下路,下面给大家带来原因分享。

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" alt="《电竞教父》巴瑞尔怎么打下路"/>

相关攻略:《电竞教父》滤抽的效果是什么
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