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Pythagorean Spherics: The Missing Link Between Egypt and Greece

机译:毕达哥拉斯球体:埃及和希腊之间的缺失环节

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There is no mystery or " secret knowledge" of the pyramid, as centuries of cultists and pyramidiots hav alleged. Only the open secret of the science of the "Advantage of the other" lies behind its construction and use. It was during his stay in Egypt that Pythagoras of Samos (circa 580-504) made the most important scientific discovery of constructive geometry since the construction of the Egyptian pyramids. Pythagoras discovered the application of the principle of divine proportionality, expressed as an ecumenical principle of balance of social justice among human beings. Later, Plato called this principle, agape, in his Republic. In ancient Egypt, however, this principle of the common good was called Ma'at, or the Feather of Truth, and it was expressed as a principle of social fairness that said: Do unto one as you do unto another. In Christianity the principle of Do unto others as you would have done unto yourself became the expression of the same idea. During more ancient times, a similar principle, called Paramatman in the Sanskrit language, had taken root in India. Later, Saint Paul adopted this same principle of love of mankind, in I Corinthians, 13, and also called it agape, a principle for governing both personal and public life.
机译:正如数百年来的信徒和金字塔主义者所说的那样,金字塔没有任何神秘或“秘密知识”。它的构造和使用背后只有“另一个优势”科学的公开秘密。萨莫斯(Syos)毕达哥拉斯(Pythagoras)(大约580-504年)是在他逗留埃及期间做出的最重要的科学发现,即自构造埃及金字塔以来的构造几何。毕达哥拉斯发现了神圣比例原则的应用,它被表达为人类之间社会正义平衡的普遍原则。后来,柏拉图在他的共和国再次反对这一原则。然而,在古埃及,这种共同利益的原则被称为马阿特(Ma'at)或真理之羽(Feather of Truth),它被表达为一种社会公平的原则,说:对一个人做,对另一个人做。在基督教中,“对他人做对自己”的原则成为了同一观念的表达。在更远古时代,类似的原则(在梵语中称为Paramatman)已在印度扎根。后来,圣保罗在13岁的科林斯人中采用了同样的人类之爱原则,也将其称为“ agape”,这是支配个人和公共生活的原则。

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