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about non-dual planes being tier 1-A?

so, if I had been understanding things correctly, being transdual gave you free pass to be Tier 1-A. but that kind of transdual means = have one 'truth' value instead of two.

for example : our reality = [1|0]. transdual plane [2]. being literally have no opposite.

but what if a character can create a plane with many valued logic (for example = [0|1|2|3] ) as opposed to 'one valued logic'? can such character be considered to be 'transdual' thus a 'tier 1-A' too in a way?

and is creating non-dual planes (of all kinds. many/infinite valued logic or one valued logic) supposed to be impressive feat?

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I am asking because there's this talk on transduality page :

DontTalk : The bottom statement that there is no mathematical or logical concept of transduality is on the other hand wrong. There are logical and mathematical models with arbitrarily many truth values, which work without the principle of bivalence. See here for examples.
 
I am not very familiar with transduality, and the member who wrote the page has left the wiki.

As far as I understand, to qualify for 1-A, a character explicitly has to transcend all degrees of dimensions of space and time. Beyond that, I cannot help you.

However, I can ask DarkLK for input regarding the subject.
 
thanks for your effort Antvasima, I appreciate it.

and what I meant by 'transduality = 1-A' is actually reffering to taikuoku/hadou gods. unity before duality = source of all concepts, including dimensional structures, so that make hadou gods automatically transcend dimensions.

while transduality that I expressed in my OP is different from hadou gods' (transduality in the OP kinda refer to multiple states of existence instead of 'unity before duality'), so I can see why DarkLK says being transdual doesn't automatically grant you Tier 1-A.
 
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