I've been thinking about this statement in particular: 'If you've done nothing wrong, you have nothing to hide.' People naturally seem to gravitate to the logical contraposition: If P, then Q. Therefore if !Q, then !P. If you have something to hide, then you MUST have done something wrong. Drawing from this logical statement, they infer that anyone who even tries to hide anything MUST be doing something wrong.
It seems obvious to me, however, that not all people who attempt to hide things have done something wrong. Where is the logical error? Is it in the inversion of 'nothing' and 'something'? It's been a long time since my symbolic logic courses involving the negation of universal quantification.
This assumes that there are two categories of things: Right and wrong. In real life that's not the case. If someone tries to judge us their is information that makes him think very highly of us and information that positive but doesn't have such a big impact. If you can control that someone only get's to see the information that makes you look really awesome you achieved something by hiding the information that makes you look medicore.
Nothing you have done needs to be below some threshold that makes it wrong for you to have an advantage by hiding the wors...
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