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Question on higher states and dualistic conditions applications.

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Since higher value states exist as an independent state that donot conform to any permutation that could be achieved by the states they have already transcended or encompass, is it possible for the higher states to also be described with dualistic approach.

Example:- Say there's 4 dualities that make up a universe, now an independent state exists that encompasses the workings of the dualities and exists outside thier influence.
(Both 0 & 1) aka A, now exists another state that stands in direct opposition of the state (Both 0 & 1) which could be written as ~(Both 0 & 1) aka B.

1. Now can the two A & B exist in a duality themselves while still being an higher state??

2. Is this the 4th state or 3rd state?

3. Can a similar approach be used for even higher states (encompassing the states below while transcending them and existing in independence and non-reliance)?
 
0,1 = 1st and 2nd state
Both (0 & 1) /A= 3rd state
~Both (0 & 1) /B= 4th state
Both (A&B)= 5th state , which is basically aspect type 3

yeah you can do same thing in repetition to reach higher state
 
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