data:image/jpeg;base64,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

砂拉越内阁新的阵容被1963马来西亚协议(MA63)的私人和机密交易所掩盖,因为砂拉越人想知道为什么私人交易和此类交易是否具有法律约束力。

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

公投的呼吁并不是如人们期望的那么简单。前提是你需要成为砂拉越政府,政府必须以人民利益为导向,自愿在砂拉越议会中提出并通过“公投条例”,并将所有条款和条件以及实施制度妥善写入“公投条例”。这第一步是耗时的过程。

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

作者在没有提及联合国事实和数据的情况下写作,甚至懒得阅读和理解“1963年马来西亚协定”,也没有跟进联合国鼓励和记录的去殖民化进程,将“砂拉越追求独立”放在一边说“所有主张(错误地)在1963年7月22日马来西亚于当年8月31日成立之前,该州已经独立于1963年 - 所有这些都符合一个新思想的叙述,即该州作为“平等伙伴”进入马来西亚(整个马来亚,不能少说)“ 他的立场显然与马来亚有关,写作的目的同样显而易见,试图迷惑和吓唬砂拉越人。

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

感谢John Teo 的关心,寻求砂独的结局有可能像他所说那样,会是災难性的。

除非形势所逼,我们不想通过武力寻求独立,我们只想通过和平手段进行,如果结局是災难性的,那也绝不是我们要的,而是殖民者造成的,因为他们比我们強大。

66328840 3361660493851508 4265869188922343424 N

(古晋7日讯)砂福利协会主席贝雄伟批评行动党南兰区国会议员刘强燕,指她在国会提出希盟政府采取行动对付寻求独立的民间团体是在讨好敦马。

他表示,刘强燕在提案中促请希盟政府使用“煽动法令”对付真正维护砂拉越利益的人民,这是“借刀杀人”和出卖砂拉越的背叛行为。

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