這真是一件令人愉快的事。
露網友發貼:https://bbs.wenxuecity.com/teatime/738945.html
俺回:https://bbs.wenxuecity.com/teatime/738951.html
露網友繼續:https://bbs.wenxuecity.com/teatime/738966.html
但二分的問題是Mind和Body如果是兩種獨立的物質,則無法互相作用。這時隻有兩個解法,一,mind和body是其它一個物質的兩個aspect,這是Spinoza的哲學觀。二,所有事件都是predetermined,也就是mind和body並...[
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https://bbs.wenxuecity.com/teatime/738671.html
不找華人這個,
不找華人那個,
不。。。。
“個中緣由,你應該懂的”。
俺懂。
俺不但懂你為啥盡力不跟華人發生聯係,
也懂你為啥盡力不跟華人生生聯係。
嗬嗬。
又糊塗了是不是?
第一個,是你嫌華人算計。
第二個,是你認定華人不好的比例大於或者遠遠大於其他人。
這就是你所崇拜的理性hold不住[
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但我的看法是創世前六天的事一定是人感知不到的。
人的感知出現在第七天。
前六天的內容都在感知中,因此感知不到。
[
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![](https://bbs.wenxuecity.com/include/editor/ckeditor/plugins/smiley/images/wxc/003.gif)
“白晉在寫給他的信中說,伏羲與希臘神話中的赫爾墨斯·特裏吉斯可能是同一個人,因此,中國語言是《聖經》所說洪荒辟世前的學者們共同使用的語言,最終追到埃及的象形文字,中國與埃及文化同源。這就為萊布尼茨主張東西方普適宗教統一的觀點提供了支撐。”
https://www.163.com/dy/article/EPPM4BCA0521SID7.html
這個觀點跟俺的簡直是不謀而合啊
當然是引來[
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![](/upload/album/4a/66/09/280975350764QESHmcOC.png)
露網友提供的萊氏論文網址:https://www.leibniz-translations.com/binary.htm
致謝!
萊氏二進製算法體係與易經八卦64卦的對應關係,是以往的爭論焦點。
俺個人不認為八卦或者64卦就是二進製。因此,二進製與易圖的對應與俺要討論的主題無關。如果有人感興趣,另開一主題,如果不歪曲或者誤導俺的前貼主題,俺可以參與。
俺前貼的主題是:萊氏的二進思想與易經思想的關[
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:)
開個玩笑。
俺跟老鍵兄沒有恩怨,有啥好和解的?
老鍵兄論邏輯的貼子,俺也點讚了,對不?
俺點讚,不是因為你,而是你說的道理。
俺跳到空中反駁(有時過於尖酸),也不是因為你,而是因為你說的道理。
俺糾結的是看法。不是看法不同,而是俺認為的歪曲。
俺加了“俺認為的”幾個字,是因為俺意識到,有些朋友對傳統的理解可能真的就[
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)
諜戰劇或者黑幫戲中,要證明自己的忠誠,就要交投名狀,或者殺掉被疑為敵對勢力夥伴來自證清白。
投名狀就有了象征意義:交了投名狀,就跟潛在的敵對可能劃清界限,清白了,可以被投靠的老大接納了。
投名狀的故事俺隻在戲劇中看過。
而投名狀心理則就在生活中,你我身邊,眼前。
例子嘛,俯拾皆是。比如,如果俺說,畫在紙上點都可以按點的特征來測量[
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俺發了一貼,推測萊氏二進製有可能受到易經的影響。證據是西式二分思維的結果是產生平等對立的兩半,而二分之後得到互相補充的兩半則是曲型的中國思想。
結果引來一群忠心護主的網友,大概連俺說的是啥也沒有看懂,就哀歎著有驚訝著憤怒著說二進製必須是萊氏發明的。理性的信徒似乎完全不知道理性是什麽了。
其中唯一值得表揚的是露網友,表現出了有限的[
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中國人,有些,太喜歡模範了。大人物,都會成為他們的模範。
中國人,有些,太喜歡模範了。隻要一方麵有成就,就全方位觀觀察,模仿,神化。
中國人,有些,太喜歡模範了。常換常新,常新常換。中國的不好換外國的,日本的,西方的。眾神林立,不拜不行。
這話說的,人家好,難道不該學?
該學,該學。
難道不拿大人物當模範還把小人物當模範?
大[
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什麽樣的人做什麽樣的事。
森林裏的水塘邊,各種動物在開會。忽然天上掉下一塊石頭。
兔子跳開,
麻雀飛起,
青蛙入水,
魚兒深潛。
石頭是同一塊石頭,掉下是同一次掉下。
為啥動物們反應不同呢?
因為他們都是按自己取擅長的方式來反應。
他們是什麽就做什麽。
就象一起進榨汁機,草莓出草莓汁蘋果出蘋果汁檸檬出檸檬汁土豆出土豆汁。
他[
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