The multiplication table




The one you actually want to learn
and the one you want your children
 and their children to learn to
be able to teach their children
The Notes of the music scale
found arranged in columns of 
octave defining  whole numbers
conveniently colored by
the numerals makin' G
in Color as color at the 
rates color is visible 
At
when not being heard
 as sounD

or seen as shape formed from
the angles defining the color
and the sound in the same
sentence with no magic
only magnets and
the other side
of magnets
electric
water
NNN
WW
V
}{
()
o
:
.

Centered at 432 
the Radius of the Sun
A number spun out of
C  also eventually known as phi
Φ φ see 
 the powers of 2 
The doubling function
the long line
The even idea
The twelfth root
of which defines
all flats 
as sharps
filling
in 

the 
volume 
where the 
black keys are
seen to be found
separating into groups
of three and two the groups
of two and three that compose
the white keys

Volume on the horizon
B the powers of three
defined as a real relationship
between 1 and 3 seen in blue
around the bend when
the next idea of
a rounded square
will appear 
as 9 the square of 3
 multiplied by 27 the cube of 3
as β generating 243 the numerator
in the one fraction Plato wrote down for you
a hot second or two ago
as 
243/256
the real relationship 
that has kept the ship of
fools filled with sophists and 
rhapsodes afloat for a while now
and now
 you want to know
How
 something as simple as
3^(2+3)
or
3x3X3x3x3
The green blue note
 generated
from the
ad mixture
as Plato would say
of the 2 and the 3 .:. 
could possibly be
 or so you will see
the roots of all things
sitting in the wings where 
multiplying large things
is never and never was
too big of an idea to contemplate
when the solution was always found 
By Add ing the row below to know what you were missing

As ab over C

So B low adds up
to the same sum


And so it goes in the table that is set
and never needs cleaning 
never needs resetting 
never needs 
more
than
1
2
3
+
some thought
a story once
 told by Theuth


to a few pencil carrying 
cousins for a few thousand
turns of the pale blue dot 
Each numeral then
generated from 
   the relationship that is the ship
keeping all boats a float
between 2 and 3
as seen in color
as heard in sound
as sensed in the smell
carried on the wind
as the sense of the feel of
a
 drop of rain
the
 perfect 
form 
Θ
formed perfectly
by the master form
former formerly
known to be a poor
conductor of electric
current
now
 and now again
known to
a few card carrying 
pencil pushers to be
the current that water
is said by the experts to be
 a poor 
carrier or conductor of
the same idea expressed in
a different word
until a little salt is added
with the proper metallic clang
when the game suddenly changes
and the lights go on in certain corners

The A. note  noted here as the
Node created from 
The abyss of the unit circle
is
A radiant radius of
one defining the
diameter as two
creating a center 
radiating a sphere
at
the Angle of
the Central A note
 divided by 
2 x 2
also known 
  as 
108
108  an angular weight in 
the world of water
complimented by 72
to form 180 and when
 impressed on a 
wet slab of clay
 as the idea
of the angle of operation
usually useful in an
angular set of five 
108 degree degreed
angles formin g
from G 
the form
that
is
A
When contained in the 
perfect circle that
water demonstrates
A is defined as in the
 unit
circle 
as the Angle
with the Base of 
Phire the fire
red idea that 
turns blue 
when the 
heat is
form
ΣΔ
from the 
contained
ΣΔ
angled Application 
of Pho row row the boat
rows of organized organization
as
Φ 
A n 
idea
which
when 
compressed
and 
rotated 
90
degrees
becomes
Θ
sometimes called this
these days 
always some form of
TH
found in Theta
which could be the Eta
if Eta was H
and as it turns out
Eta is H and it is also n
and when H is added to N
Handy things happen in rows
and columns and along the gnomon
the angle containing
the seed formed
from the root
that is the pi
and pious
3
compounded by the splitting of 
2
forming 
1
or 
11
or 
111
as need be

In the Unit circle where the RA
speaks to us in Yellow as the unit One
The Angle A offsetting
The root 108
as it sits 
in the 
split
of
Φ
A defined length
Here
divided equally by
the Vertical root of 3
in tricolor blue
The side length who knew 
defined A-new by the 
real relationship
produced from
side length 1
becoming 11
as a right  
angle Δ
triangle 

with side
lengths
1 over 2
where the
angle you see
is the best use of 3
when one seeks to see 
how A comes from B as
Alpha circles back on its self
taking from the shelf the same ratio
defined in the tree
that the idea of Phi
and the numbers 
generated from 3
tend to be as 
real relatives
of them selves

Squaring up a corner as a cube
Handily generating 
Hexagons after the 
Gnomon is identified
as the container keeping
the keys for the next containment
ment to be generated from the current
that water knows well how to generate
wells full of

The filial relationship
found when one looks around
are the additional ions that make
the soup taste just right like light
generates things from water
at compounded angles
bent into arcs flashed around
an always golden center
where the real relationship 
expressed by the ratio
of 16 to 18
or
2^2^2 to 2x3^2
is as real as 
the ratio of seconds in a day to 
degrees in a circle of circles
that
1296 
happens to be 
as square as the day is long
when looked at 36 different ways
while back at the ranch it can be found 
lying around looking full of something 
added as the double of the one to itself
forming the formal relationship
identified in the 
angular markup of the letter A
where as it turns out all the right agles 
are lines up and down the rows 
that the greeks wrote as Phos
and so it goes.
A couple of trips around the block and
suddenly the idea of the the as 
This Θ
or
Φ that
becomes a blue blur
Depending on the pressure
applied at the right angles
The relationship
that defines 3/2  as
the real relationship
it is for ever
begins at
1.5
stops 
three ideas
later at
1.6
and
ends
as 
16 related to 18
in base 10 arithmetic
The idea of A = B + C
or  A = B x C
is the root idea behind
the pythagorean theorm
defining 
the square generated and generate able from
the Hypotenuse length
of a right triangle as equal to
the sum of the squares of 
The base the shorter of the two lengths
and the double base which is the altitude
and double the length of the base
where the angles other than 90
which is already known are going
to add up to 90 and going to
reflect the angles that 
define the form to be
formed from the
components 
Which comes first 
the chicken or the Egg
The angular contained
real relationship 
among three things
expresses itself here
as the length of the hypotenuse
of the Pentagonal angle
of 108 defining degrees the five sided 
form formally known as the pentagon

back at the ranch the universal unit circle
circles in on the length of the line
defined at the intersection of one
with one when one is other than the other one
the angle and side length relationships are the
ships that keep ships afloat with equal
equilibrium applied liberally to both
components
The side names are
best called
 Base
 Altitude
 Hypotenuse
The length relationships are
Base = 1 
Altitude = 2
Hypotenuse^2 = 1^2 + 2^2 or
HYpotenuse = The square root of 3
The proof they say is in the pudding

The expression of phi here then
is as natural as the day is short
when a day is defined as spinning the
8000 mile diameter ball called Earth
1000 miles per hour in the direction that
half the time is where we are going and the
other half the place we just came from at 
something approximating 60,000 miles per hour
in the direction we with the moon in tow go 













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