皮凯蒂:西方应对中国崛起的最好方式,就是建设新社会主义法国经济学家、《21世纪资本论》的作者托马斯·皮凯蒂(ThomasPiketty)20日在日媒发文,讨论西方国家应该如何面对中国崛起。他认为西方应对中国的最好方式,就是建设“新社会主义”。作者称,在此情况下,“西方国家需要一种民主的、具有参与性的新型社会主义。”“不妨把话说得更清楚些[
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人的身体如一部机器,开好开坏全在自己人生下来,绝大多数机器零件都是挺好的,但开着开着就出毛病了。人这部机器,绝大多数时候,都是自己开的。别人,即使是夫妻,开你这部机器的时候,时间一般都较短,司机开得还很高兴,车也不会坏的。人生病,怎么能责怪别人呢?人体这部机器,是思绪坏了身体。思绪大都行驶在自己构建的虚拟空间里--前男友的渣,国家没有[
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人活的空间不真实人最活跃的部分是思绪。最重要的是,思绪不受时间和空间的限制。它可以一会儿回到你小时候的童年,一会又可以飞到千里之外,一会儿又可能在你未来的职场上,一会儿还有可能跳跃到你过去的悲伤之中。思绪一般不在意你所处的真实环境。比如,早上你正在吃饭,可是你的思绪可能已经跑到你吃完之后的情景,你要开车上班,上班后要处理许多事件,[
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?所谓智人,与动物不同有两点:1.动物没有虚我。所谓“虚我”,即“虚假的自我形象”。人与世上万物不同在于,人穿衣服,有羞耻感,有一个“虚假的自我形象“需要遮盖。2.人的思绪范围和高度,可以超越眼耳鼻舌身的3维感知范围。而其他动物,不能超越3维。人的思绪可以跳出自我,反思自己。人由身体,真我,虚我和思绪构成。也没玄乎的灵魂,灵[
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两个和尚抬水上山,您愿意抬前还是抬后? 条件:一桶水100斤,放在正中,两和尚不能用手。 答案: A,抬前 B,抬后 C,抬前抬后都一样 不是脑筋急转弯。正确答案者,送您我的巜胡说八道》一书。见如下链接中:https://blog.creaders.net/u/7464/202109/414998.html [
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)
看到叶占广的发明,网上骂声一片。想起1981年,我在武汉钢铁学院发表的一篇文章:打破能量守恒的技术,一节电池理论上可以输出无限电能的原理。我在大学一年级,提出以下原理: 一节电池,一个电容,两个开关,若干导线; 如图1所示: 开关1闭合,开关2断开:电容正极产生正电荷,负极产生负电荷;电容正负极没有放电,0电流。电池无能量消耗。开关1[
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