Fig.2.2. Two alpha's (area's) norm. (The water-blue area is for imagination, not the area itself.)Fig.2.3. The upper Galois field is F5. The next is [n1m1, n2m2]^(1/2) norm. Norm makes 2 dimensions return 1 dimension, therefore the root of number exists.Fig.2.4. The upper is the i0 orthogonal inclination 1 of F5.Fig.2.5. the ([n1m1, n2m2] + [n1m1, i0 orthogonal inclination1])^(1/2) for F5. The double root of distribution exists, in other words, the upper dimensions appear spread in the complex as before the restoration of the original space-time.
There are vast variations of what [n1m1, ... , nxmx] returns [nymy, i0 orthogonal, therefore where i0 orthogonal inclination 1 is isn't fixed before the approach (mathematics), observation (physics) or playing (music).
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