2.Five Dimensions

Each of the four parts of the five-dimensional duality is assigned its own dimension, through which it is viewed, so that four dimensions correspond to the four parts of the five-dimensional duality.
Additionally, there is a fifth dimension, through which both parts of the larger duality are viewed at once, and which cannot be assigned it’s own part within the five-dimensional duality, unlike the four other dimensions.
The counting of the five dimensions corresponds with the complete counting of the five-dimensional duality, whereby the first part of the lesser duality is considered through the first dimension, but the second part of the lesser duality is considered through the second dimension.
The first part of the greater duality, in which the lesser duality is located, is considered through the third dimension as a whole, but the second part of the greater duality is considered through the fourth dimension.
Just as both parts of the lesser duality within the first part of the greater duality are viewed together through the third dimension, so too are both parts of the greater duality viewed together through the fifth dimension.
Thus, the joint consideration of two parts trough just one dimension in the third dimension and the fifth dimension is comparable, but the third dimension pertains to the lesser duality, and the fifth dimension pertains to the greater duality.
The third and fifth dimensions are different from all the other dimensions of the five-dimensional duality, because through any other dimension, one always considers only a single part, not two parts at once.
All parts within the five-dimensional duality are limited, and with them their corresponding dimensions, the second part of the greater duality though and the fourth dimension, through which it is viewed, is unlimited.
The fifth dimension also has to be infinite because of the infinite second part of the greater duality within, in order for it to capture the infinity of the second part of the greater duality.