## Findings.

The highest number populating the spiral above is 1599,

see upper left-hand corner of spiral.

Since the lowest number populating the spiral is “0”,

given that the lowest 6-fold is “0”,

The quantity of numbers populating the spiral is 1600.

Quantity of numbers of each type of 6-fold:

type – (1,1): 199 numbers, = 12.4375% of all numbers. (1/8 – part of all numbers.)

type – (1,0): 401 numbers, = 25.0625% of all numbers. (1/4 + part of all numbers.)

type – (0,1): 384 numbers, = 24.0000% of all numbers. (1/4 – part of all numbers.)

type – (0,0): 616 numbers, = 38.5000% of all numbers. (3/8 + part of all numbers.)

The pie chart below shows

comparative population sizes

of the 4 6-fold types.

Comparative population-sizes

of the 4 6-fold types

for a spiral populated by 1600 numbers.

Whatever governs the numbers-array in a spiral,

including all the “across-track” numbers-rows

shown in the previous 3 pages,

must must also determine the comparative population-size

of each of the 4 types of 6-folds.

The pie chart is revealing but of limited use because

it only reveals comparative population-sizes specific for

a spiral populated by 1600 numbers.

As the quantity of the numbers populating the spiral changes,

slightly or significantly, the pie chart also changes, accordingly.

An informative presentation would be one wherein a

computer generates a constantly updated pie chart of

a spiral whose population is rapidly increasing,

number by number,

from a trivial single number

to an extensive population of numbers,

thereby presenting an instructive video.