金泰敏的非正常死亡,演员凌音突发疾病去世!,封杀!B,彻底凉了。
三人的生命时空初值都是中B偏理的。这是什么概念,这就是说,虽然三人的出生不同,物质生活不同,家族DNA不同,但是,由于三人的生命时空初值类似,也就是生命的波函数类似,都遭受到了一些波函数寒冷的侵袭。导致金泰敏的非正常死亡,演员凌音突发疾病去世!B,彻底凉了。
为什么?
谁也不知道为什么,但是这种计算结果和事实的吻合,揭示命运是由波函数决定的。
- 原子内,电子的命运是由波函数决定的。
- 宇宙内,人的命运是由宇宙波函数决定的,而这个
-
- 宇宙波函数就是过去论述的道教的道,佛教的佛,
- 基督教的上帝和伊斯兰教的真主。
过去的宗教论述有些宽泛,到了科学盛行的时候,就渐渐不信了。但是,随着时空阶梯理论的激发态指数的计算和心心相印指数的计算,这种论述会渐渐活跃起来,但是,这个活跃起来不是老调重弹,而是类似伽利略代替亚里士多德一样的进步,直到现在的火箭技术和手机技术。而这次进步,可以让我们直接进入宇宙时代和长生不老时代。
其实,这是一个循环:
物质时代和暗能量时代的循环:
我们现在定义的物质时代,就是自从哥白尼到现在的科学时代,而我们定义的暗能量时代,就是宗教时代。
时空阶梯理论揭示:
宇宙的根源是暗物质,暗物质极化产生收缩的物质和膨胀的暗能量。而且,物质可以转化为暗能量,暗能量可以转化为物质,类似电场可以转化为磁场,磁场可以转化为电场。
螺旋式地上升,波浪式的前进。这次暗能量时代不是过去宗教时代的保守和愚昧,而是直接把我们送进宇宙遨游时代。
不要慌,下面都是中B偏理的:
![](data:image/png;base64,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)
- 具体到地球人的命运波函数,就是太阳系的波函
- 数,这里的生命时空初值,其实是太阳系八大行星
- 的引力势总和。这个生命时空初值,可以说,超越
- 了人的物质性和DNA,它在某种程度上,操控着我
- 们的命运。当然,假如知道这些规律,可以避免一
- 些失误或者灾难,就像下雨打雷,我们待在家里一
- 样,需要注意与防范。有了必要的注意和防范,人
- 生可能会安全一些。
- 其实,这些注意和防范,都是一直在宣传的,比如
- 注意休息,不要多吃,要有必要的道德意识等等,
- 但是,到了激发态指数低的时候,就要更加注意与
- 防范。
- 我们一定要从地球的安全意识,提升到太阳
- 系的安全意识。黄帝内经的五运六气的运行规律,
- 就是让人注意太阳系的气的变化规律对人的影响。
- 到了现在,时空阶梯理论,深化了这种五运六气规
- 律,更加科学化,有了精确的计算和预测。这个精
- 确计算,完全依赖科学的观测,尤其是八大行星的
- 精确预测和运行规律。没有这些科学观测,时空阶
- 梯理论也不能精确计算和预测。
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)
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