I tend to agree, but there might be a subtlety in the question, tested by whom? Take the idea of a universe in a black hole, for example. In principle, it can be tested by an observer falling into the BH, and it can't be tested by an observer outside the BH, if I am not mistaken.
I understand your description and there are no problems with it, but I am not clear about what it proves. I have tried a few posts above to reformulate the problem in a - hopefully - clearer way. Here I write it again:
You have a plane with the grid points on it as described in the OP. Somebody gives you a transparency with an inkblot on it. You position the transparency on top of your plane in such a way that the inkblot does not cover or touch any of the grid points.
Prove that such a positioning exists for inkblot of any shape as long as its area is less than unity.
Reporting a failure. This morning, I've extended my hand as far as politely possible. They gladly shook my hand ... and then jumped on and hugged me anyway
Some work has to be hard, there aren't enough machines in the world with the skill sets to do all of it.
The full sentence in the context would be,
"Work doesn't have to be hard in order for a system to allow to earn more money."
IOW, the amount of money earned is not necessarily positively correlated with the hardness of work done. Of course, it depends how the 'hardness of work' is measured.
Fine. What I don't understand though is, when an interest is moral and when it is not. IOW, when an interest constitutes a fair compromise vs the money earns money issue.
I agree with this. However, there is a subtle point. You want 10% interest, but the other party agrees to pay only 5%. You accept. Are you forced to accept in this case?
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