两翼齐飞4-3-3药厂领先十分夺得德甲冠军
大家好,我用伯恩茅斯开档打造了一个类似于双翼齐飞的战术 ,在用的过程中,感觉不错,就拿出来机打测试(这里之所以不说伯恩茅斯的战绩是因为,伯恩茅斯的档我用了两套阵容,这里我介绍的只是其中一套),分别用了药厂和重庆斯威进行测试,药厂领先十分夺冠,欧冠闯入半决赛被曼城干掉,足协杯闯入决赛被拜仁干掉;斯威打了个第四闯入第二年亚冠,足协杯半决赛被鲁能干掉。我不敢吹牛说我这个阵型有多厉害,随缘下载,喜欢双翼齐飞的朋友可以试一试,弱队也可以尝试一下。战绩及阵型
感觉这个是最厉害的一个阵 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
有没有懂的朋友教一下怎么发图,怎么老是超过字数 感觉这个挺厉害的 zc503 发表于 2020-5-17 12:01
感觉这个是最厉害的一个阵
后用就行,感谢兄弟反馈 这是防守反击吗 19时我主打阵型就是这个站位
20我主打442 前锋有什么要求吗 batigoal.zyh 发表于 2020-5-18 19:24
19时我主打阵型就是这个站位
20我主打442
对 20双翼齐飞很厉害 a328764153 发表于 2020-5-18 18:44
这是防守反击吗
不是的哦,兄弟 天热就脱衣 发表于 2020-5-19 10:50
前锋有什么要求吗
对前锋没什么要求要求,中场的进攻属性(例如,射门,耐力,速度等)尽量高一点,不过影响不大,中场愿意跑动就行 很好用 尤其是把大圣激活了 Ronaldo_777 发表于 2020-5-19 15:38
很好用 尤其是把大圣激活了
感谢兄弟反馈 本德还能踢DR?速度跟得上? batigoal.zyh 发表于 2020-5-19 21:10
本德还能踢DR?速度跟得上?
对药厂不熟悉 当时应该是伤病没人了 我随便截的图,主要让大家看看阵型 这战术感觉挺牛的 但是感觉边锋有时候分数会很低 不知道为什么 zhangzhousuper 发表于 2020-5-21 20:43
这战术感觉挺牛的 但是感觉边锋有时候分数会很低 不知道为什么
感谢兄弟的反馈 我边锋确实只是起了一个辅助主作用,主要得分手还是前锋和中场 这个阵型适用20.4.版本吗
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