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使命召唤9完美结局攻略 使命召唤9所有结局 使命召唤9完美结局条件

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出处:使命召唤9 时间:2021-04-25 15:03:24

使命召唤9所有结局汇总,现在大家应该知道使命召唤9:黑色行动2是个多结局的,玩家已经知道了一些命召唤9的结局,但往往不只这几个,下面我们先来看一下使命召唤9的分支结局。

使命召唤9完美结局攻略 使命召唤9所有结局 使命召唤9完美结局条件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" width="500" height="313" />


  1.杀梅森+杀梅内德斯=伍兹小梅森扫墓+白宫被烧

  2.不杀梅森+杀梅内德斯=梅森父子团聚+白宫被烧

  3.杀梅森+奥巴马号沉没+不杀梅内德斯=伍兹小梅森扫墓+梅内德斯越狱+伍兹被杀,妹控自焚(最不完美结局)

  4.不杀梅森+奥巴马号沉没+不杀梅内德斯=梅森父子团聚+梅内德斯越狱+伍兹被杀,妹控自焚

  5.杀梅森+奥巴马号被保护+不杀梅内德斯=伍兹小梅森扫墓+梅内德斯被关押

  6..不杀梅森+奥巴马号被保护+不杀梅内德斯=梅森父子团聚+梅内德斯被关押(完美结局)

  简而言之,就是如果最后杀了梅内德斯,就是世界大乱,白宫被烧;没有杀他,就要看那个女的有没有活下来。

  要想达成完美结局就要完成下面的选择:度假岛关要追上老头救下非主流女科学家;卧底关要枪杀哈珀(卧底后来会挡子弹);巴拿马回忆关要狙蒙面人(梅森)双腿,千万不要打上半身;在航母关之前完成所有突击部队任务,击杀赵天(很多人会忽略,切记);航母关不要枪杀舰长,打腿(把舰长杀了主动防御系统不会启动,就算天朝帮忙航母照样沉);最后不要枪杀梅内德斯。

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