中华民国对于中国大陆民主化的不可替代作用
——中国政治反对派对台湾问题应有的原则和立场中国大陆地区民主化的最大特点、与前苏联和东欧巨变的最大不同(东德例外),就是中国存在一个民主政府,有一个成功的民主典范,这就是目前实际管辖着台湾地区的中华民国,中华民国对于中国大陆的民主化有着不可替代的作用,主要表现在以下几个方面:
一、中华民国是中国民主的典范:中华民国为中国大陆未来的民主化提供了借鉴和样板,中华民国的民主化的经验,要比西方国家民主化的经验更容易被中国大陆地区所吸收和采纳;
二、中华民国是后中共时期中国大陆实现和平转型的主要保障:现在大家都期盼着中共政权早日垮台,可是有多少朋友认真的思考过,一旦中共政权垮台大陆地区将会呈现出怎样的一幅景象?1、权力真空没有任何民间组织和政治替代力量;2、整个社会处于无政府状态;3、整个国家和社会陷入全面瘫痪;4、中共残余势力的捣乱破坏;5、14亿被中共长期洗脑教育的国民;6、落后的文化等;
后中共时代面对如此复杂严峻的社会局面,中国大陆地区急需临时行政机构、临时警力、临时的司法机构、需要大量熟悉民主制度建设的政治顾问、经济顾问、法律顾问、军事顾问、以及相应的维稳力量来维持社会秩序的基本稳定,才能够避免整个社会陷入瘫痪和战乱,平稳的完成社会的和平转型。届时中华民国将成为中国大陆实现和平转型的主要保障力量。
三、中华民国将成为大陆地区民主化建设的主要支柱:积极协助和指导中国大陆地区完成后中共时代的国家重建,直接将台湾民主化样板,推广到整个中国大陆地区,由于语言、文化、国情的差异,这项艰巨的历史任务是其它西方民主国家所无法完全取代的;
四、将回归中华民国做为中国大陆地区民主化道路的首选:这是一个被大家所忽视的非常重要的问题,我们做为中国的政治反对派,我们反对中共一党专制极权统治的目标,是要将中国建设成为一个自由、民主、法治的社会,为此一些政治组织提出要在中国大陆按照1947年宪法重建中华民国,还有一些政治组织提出要中华民国反攻大陆,事实证明这都是一些无法实现的不切实际的幻想。
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吕洪来:中华民国对于中国大陆民主化的不可替代作用
中华民国曾经是中国大陆地区的合法政府,今天是中国大陆地区民主的样板和典范,为什么面对一个真实存的,为世人公认的自由、民主、法治的中华民国、中国大陆地区各民族、各地区就不能选择主动回归自己曾经的国家呢?!为什么就不能将主动回归中华民国做为我们的努力方向呢?!
在这个问题上我们应当向当时的东德人民学习,推倒柏林墙,直接并入德意志联邦共和国。我们为什么放着东西德合并德德阳光大道不走,偏要选择南斯拉夫式的崎岖道路呢?!今天这么便捷、成功、现成的民主化模式和条件就放在中国大陆各民族、各地区和中国的政治反对派面前,我们为什么至今不能去勇敢的选择呢?!
什么是回归中华民国?回归就是认同并遵守中华民国宪法、接受中华民国的管辖、与中华民国重新融为一体。
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