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I am considering opening a staff thread on this matter, and here are the reasons:
I simply reject the idea of layering within NEP 1, because it is contradictory and makes no sense.
First, what is nonexistence? Nonexistence is nothing. The word “nonexistence” is only a term we use for nothing. There cannot be something like “more nonexistence than nonexistence,” because this is a clear contradiction and even negates nonexistence itself.
There is only one case:
• Either something is nonexistence or it is something else entirely. There is no such thing as “more nonexistence than nonexistence,” because this is mathematically, logically, and philosophically incorrect. There is no logic that supports this idea, because it negates nonexistence itself. If there is “more nonexistence than nonexistence,” then that implies one nonexistence has a property the other lacks. But having a property already makes it something, meaning it becomes existence. This contradicts nonexistence, because nonexistence is the opposite of existence. So if you say there is “more nonexistence than another nonexistence,” you are making nonexistence into something, and the “more nonexistent” one is defined by lacking that property. This means the first was not nonexistence in the first place, but something, and “something” means existence. Thus, the concept collapses, because nonexistence is nothing.
The solution is simple: remove layering from NEP 1 entirely, because it is not correct, is not supported by any logical framework, and contradicts the concept of nonexistence itself.
After removing the layering, any character that is neither nonexistence nor existence—that is, that transcends this binary—should be assigned NEP 2. In other words, any character currently described with layers in NEP 1 should instead fall under NEP 2, because nonexistence is simply nonexistence. If something is not nonexistence, then it is neither 0 nor 1 and exists outside the existence/nonexistence binary. It is not “more nonexistence than nonexistence,” but simply outside this classification entirely.
I simply reject the idea of layering within NEP 1, because it is contradictory and makes no sense.
First, what is nonexistence? Nonexistence is nothing. The word “nonexistence” is only a term we use for nothing. There cannot be something like “more nonexistence than nonexistence,” because this is a clear contradiction and even negates nonexistence itself.
There is only one case:
• Either something is nonexistence or it is something else entirely. There is no such thing as “more nonexistence than nonexistence,” because this is mathematically, logically, and philosophically incorrect. There is no logic that supports this idea, because it negates nonexistence itself. If there is “more nonexistence than nonexistence,” then that implies one nonexistence has a property the other lacks. But having a property already makes it something, meaning it becomes existence. This contradicts nonexistence, because nonexistence is the opposite of existence. So if you say there is “more nonexistence than another nonexistence,” you are making nonexistence into something, and the “more nonexistent” one is defined by lacking that property. This means the first was not nonexistence in the first place, but something, and “something” means existence. Thus, the concept collapses, because nonexistence is nothing.
The solution is simple: remove layering from NEP 1 entirely, because it is not correct, is not supported by any logical framework, and contradicts the concept of nonexistence itself.
After removing the layering, any character that is neither nonexistence nor existence—that is, that transcends this binary—should be assigned NEP 2. In other words, any character currently described with layers in NEP 1 should instead fall under NEP 2, because nonexistence is simply nonexistence. If something is not nonexistence, then it is neither 0 nor 1 and exists outside the existence/nonexistence binary. It is not “more nonexistence than nonexistence,” but simply outside this classification entirely.