Let's say that there's a printer.The printer is a closed system.No matter what happens, the printer needs outside input in order to function.
Gödel's theorems state that no matter how large a system you're looking at is, there is always a larger one and that you cannot prove the first system without knowing what's in the next system, and even then, arguably infinite other systems.
The primary problem I have with that article is that it tells you what Gödel's theorems are all about, and then goes on a tangent about God, all while the proof it's relying on is ignored the moment God comes into the picture, because for the to be no outside system of a previously known system, that would disprove Gödel's theorems.
So say there is a God. Okay, but outside of that system there's something larger, and outside that system something even larger, and that continues into infinity. So even if God exists, there is something larger than s/he is. So while Gödel's theorems don't quite prove God, it does prove that God is devalued because there is infinitely larger systems beyond God that cannot ever be fully explained. Assuming there is a God at all. The "logical" leap the author makes is hilariously based on most any but logic, and that is why it fails (and why there are so many comments in the comment section).
Hope that all made sense, and that you all enjoyed it.
-Palindromatic
Devil liveD
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