The first four perfect numbers, which are the sum of their natural divisors. Although the first is unique in a variety of ways, the rest of the progression follows other interesting rules. Each is, for example, the sum of the cubes of consecutive odd numbers.

28 = 13 + 33

496 = 13 + 33 + 53 + 73

8128 = 13 + 33 + 53 + 73 + 93 + 113 + 133 + 153

Above we may observe that the reduction-sums of the digits in the sieve-diagrams all reduce to 9 at their mid-top scale — with the exception of 6, which is unique. Digit-summing the perfect number itself always produces 10, again with the exception of the first.

9 is the true identity of ‘the before of oneNess [entirety]’ . This is not merely a Zero — and means something akin to ‘three trines, invisibly embraced by her’ — ‘the transentient membrane enclosing the trineTrineTrine’.

23 perfect numbers

 

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