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美国大选后的作弊和抗议使民主沦为笑话
送交者: nice2[☆★★黎明★★☆] 于 2020-11-06 20:59 已读 24377 次 10 赞  

nice2的个人频道

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 6park.com

美国大选从2020年11月3日开始,直到11月6日,仍未决出胜负。 从目前形势看,拜登占据明显优势。现有票数上,拜登选举人票领先特朗普。 6park.com

现在美国大选的关键取决于一些摇摆州,也就是剩下的密歇根、宾夕法尼亚、威斯康辛、北卡罗来纳和佐治亚5州了。目前,拜登已经拿下了威斯康星和密歇根州。 6park.com

目前已确定获得264票的民主党候选人拜登正处于全面优势,距离获得入主白宫的270票仅剩最后6票。而共和党候选人特朗普获得214票。 6park.com

目前,两人争夺,谁也不认输, 选举后的争夺战仍在继续。 6park.com

       (1) 惊爆:民主党和CIA在投票系统植入隐蔽程序 6park.com

美国大选中,大幅领先的川普总统在选举日过后的凌晨突然被逆转选情,网络热议"作弊"。而早在大选前几天,一名前美国空军中将曾爆料,民主党和中央情报局(CIA)合作,将在大选投票系统中植入隐蔽程序。 6park.com

在选举日前夕,美国密歇根州公共政策专家兼电台脱口秀节目主持人大卫·H·詹达(David H.Janda),在他的电台节目《自由行动电台秀》(Operation Freedom Radio Show)中採访了前空军中将麦金纳尼(Lt. Gen. Tom McInerney)。 6park.com

在这档节目中,麦金纳尼中将警告说,民主党和CIA将在关键摇摆州(如宾夕法尼亚等州)的投票系统中植入一种能改变电子投票机计票结果的应用程序。 6park.com

麦金纳尼中将说,这种隐蔽技术叫"行动记分卡"(Operation Scorecard),是CIA发明的技术,如今却被用来破坏美国。该技术将在11月3日(选举日)被激活,用来为拜登窃取选举。 6park.com

他解释说,这种隐蔽应用程序启用后,可在传输点篡改计算机数据,确保民主党选票始终比竞争对手高出3%的比例。 6park.com

https://mobile.twitter.com/kylenabecker/status/1324886498722934784 6park.com

(2) 美国可能会陷入宪政危机 6park.com

双方都不认输,这使美国面临空前政治危机,极有可能出现双方支持者的暴力冲突,乃至全国性暴乱。 6park.com

总之,美国可能会陷入宪政危机。在美国政治已经陷入高度极化,高度对抗,在双方都想把对方置于死地的情况下,美国大选以后的局势可能会变得全面失控,选举后可能会有抗议和冲突。 甚至引发大规模暴乱。也就是说,美国可能很难避免一场大的政治风暴, 造成美国社会进一步割裂, 甚至美利坚合众国的大厦倾倒。 6park.com

实际上,抗议活动已经开始。 6park.com

6park.com

11月4日,美国多地爆发“每票都要算”示威活动,包括纽约 、费城、芝加哥、波士顿在内的多个城市的抗议者走上街头,反对特朗普呼吁“停止计票”的言论。 6park.com

6park.com

芝加哥抗议者走上街头,要求“每票都要算”。 6park.com

随着夜幕降临,数百人聚集在芝加哥市中心的一处广场上。抗议者高呼着“特朗普下台!将权利还给民众!”的口号。  6park.com

报道称,抗议活动由十多个组织联合协调,号称是“大选后抗议”(post-election protest),要求取消警察经费等。  6park.com

这群人高呼“每票都要算”,一些人还穿着写有这句话的T恤。几个团体还举着印有同样内容的横幅。  6park.com

除了要求“每票都要算”的抗议,还有其他的抗议活动也在美国上演。 6park.com

总之,这次大选使美国民主的光芒完全消失,只带来了不稳定的社会状况,本质上是一场灾难。这也使美国民主沦为笑话。 6park.com

                                  6park.com

          
贴主:nice2于2020_11_06 21:01:31编辑

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