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Julian at Deltona
(With a few of my favorite things)
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Being a Mathematician, I'm very used to the idea that any system is based in the axioms that you select. They are not "self-evident" (for example, the more basic of them, the existence or not existence of God is everything but "self-evident") but they are impossible to avoid. Not everything can be demostrated. You need a base that you accept and build everything else over those assumptions.

Karl Popper idea was that falsifiable theories (if there is a way to prove them false) are scientific, and not falsifiable ones are not science. That's why believing in God will always be faith, out of the scope of science: it's not falsifiable.

Well, here are my main axioms (or "almost axioms", because some of them can be demostrated from the others and, therefore, removed, but this is not Mathematics and I didn't want to reduce the list). And with them, a personal explanation about why, in my case, I selected these axioms and no others.