| | Curtis, Ed,
I think that I would be safe in making the proposition that the both of you are of the opinion that any and all ethical systems which allow for taxation are unethical (at least by your interpretation of Objectivist ethics).
I would like to offer a parallel, for thought: non-Euclidean geometry. Euclidean geometry has a certain set of axioms, and a variety of conclusions that can be drawn from those axioms, a number of which are quite useful. However, it is also possible to develop various forms of geometry with slightly /different/ axioms, which result in some propositions that are the same, but a number of which are different... and those differences can be useful in learning more about both forms of geometry. A particular geometric proposition, such as 'the interior angles of a triangle add up to a half-circle', isn't true or false in and of itself, but is true or false in the system created by a particular set of axioms. But - and here's the point I'm trying to raise, however poorly I may be doing so - the axioms, themselves, are neither provable or disprovable by the systems derived from those axioms.
Applying the axioms of Objectivism, it is possible to determine whether statements such as "taxation is always evil" are true or false. And, in the other boards on this forum, the axioms of Objectivism are assumed to be true. But, here, I would like to try /comparing/ the Objectivist system and at least one non-Objectivist system, /without/ necessarily assuming that one or the other's set of axioms is 'true'. That is, to try looking at the ethical and political version of non-Euclidean geometry, to see if any useful insights can be raised.
Will it be possible for either of you to try to examine a non-Objectivist form of ethics, and, at least as a thought experiment, or for the sake of argument, analyzing it /without/ automatically making an assumption along the lines that since Objectivism's axioms are true that non-Objectivist axioms are necessarily false and thus non-Objectivist conclusions are also necessarily false? That is, to consider that within the system established another set of axioms, propositions that you normally consider true may be false, and vice-versa? Or would I be able to save everybody's time by summarizing your posts as "Objectivism is true, and according to Objectivism such-and-such is false, therefore such-and-such is false, and you are a stupid troll for even considering otherwise let alone trying to waste our time discussing it."?
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