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Knowing extends beyond the obvious tension between levels of actuality and potentiality in selfaffirmation and genuineness. casino games The natural human desire to know, to possess knowledge, even of oneself, is an unlimited desire. We keep on wanting to know more and more. Unlimited desires are dangerous and have to be rained in.

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Even in mathematical terms we have to have limits to knowledge pursued or we cannot bound an argument, create a system of equations, or discover a solution. Gel uv unghie on link page If not, everything would be one big equation. casino games on Top page Also being true as in being true to type, means to be consistent, to be the same.

casino games As linear equations, quadratic equations, differential equations are all consistent to their type and true, people who are true to there own self are the same to everybody all the time. That is another part of the authentic definition of the theorem. casino games The biggest problem with the theorem is that even if you understand it and it's logically selfconsistent, like so many geometric theorems it doesn't necessarily apply to any external realities. So from this standpoint the theorem stands and yet it doesn't help Laertes much. In the contects of the play, Polonius' monologue is actually humerous, though he doesn't know it, and not to be taken at face value. casinos Laertes is too old for this kind of advice, and Polonius is a hipocrite to give it. As it turns out, Polonius is not true to himself and gets killed. He was true to the king, obeying his orders to spy on Hamlet and his Mother.