Dale Neumann - Eh !

Special Natural Tuning for Music
Middle A = 400 Hz

Freely Tune Your Instruments Naturally Online ...

11
~~~ 202502272347et ~~~
Avail .. 149483446272
Total .. 422621396992







Real Playback Speed Equation

REAL SPEED EQUATION ..
LivePerformanceStudioSpeed =
NetworkReplaySpeed
* 0.90
* 0.91875
* ( 0.972^n )

.. where 0.90 = 39690 Hz / 44100 Hz
.. and 0.91875 = 44100 Hz / 48000 Hz
.. and n = variable positive integer
that depends upon
the Audio CD time compression
used to fit more audio content
as a power of the base
.. of 0.972 = lowering the pitch
by 50 cents
( joint with tempo )
which represents ..
one half of one semitone
of the even tempered scale
which rounds up
to exactly 97.2 percent .

( Do NOT use Any more significant digits
such as was tested .. 0.971531941154 ..
will leave the end rate as too slow )

Being NOW AWARE
of THIS ABOVE playback conversion
back to Real Speed
We KNOW the Real Antidote .

.. As Of Today 2025/03/12



" We The People "
.. should be filing ..
a Multi Trillion Dollar
law suit ?
against Media Networks ??
in the United States and the World
for TOTALLY UNNECESSARILY ? causing
Massive ( Subtley Unnoticed ? )
Noise Pollution
in the form of Mild ?
Global Sonic Earritation
affecting Everyone on the planet
ADVERSELY WITHIN our Hearing ..
Mental Health and Physical Wellness
BY THE INDUSTRY NOT playing AUDIO
Everywhere
at the PROPER Playback Rate
that In All HONESTY and PURITY
SHOULD HAVE MATCHED
that of a LIVE REALTIME ..
Performance rate ( Calibrated )
SINCE THE DAWN
OF AUDIO RECORDING TECHNOLOGY
Instead the audio has ALWAYS
been played at a FASTER
than CORRECT True Reality rate
Now take all that lawsuit money we win ..
AND FUND people to
PROPERLY FIX THIS SPEEDING PROBLEM
E V E R Y W H E R E
O N   T H I S   G L O B E

.. like i am fixing it
here on PureDel.com

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Middle A ( A4 ) = 400 Hz Chromatic Scale

Middle A ( A4 ) = 400 Hz Ultrasound Chromatic Scale

Individual Ultrasonic Notes


             C# 10 ( Level )     
      C 10     
      B 9     
             A# 9     
      A 9     
             G# 9     
      G 9     
             F# 9     
      F 9     
      E 9     
             D# 9     
      D 9     
             C# 9     
      C 9     
      B 8     
             A# 8     
      A 8     
             G# 8     
      G 8     
             F# 8     
      F 8     
      E 8     
             D# 8     
      D 8     
             C# 8     


Individual Notes


      C 8     
      B 7     
             A# 7     
      A 7     
             G# 7     
      G 7     
             F# 7     
      F 7     
      E 7     
             D# 7     
      D 7     
             C# 7     
      C 7     
      B 6     
             A# 6     
      A 6     
             G# 6     
      G 6     
             F# 6     
      F 6     
      E 6     
             D# 6     
      D 6     
             C# 6     
      C 6     
      B 5     
             A# 5     
      A 5     
             G# 5     
      G 5     
             F# 5     
      F 5     
      E 5     
             D# 5     
      D 5     
             C# 5     
      C 5     
      B 4     
             A# 4     
      A 4     
             G# 4     
      G 4     
             F# 4     
      F 4     
      E 4     
             D# 4     
      D 4     
             C# 4     
      C 4     
      B 3     
             A# 3     
      A 3     
             G# 3     
      G 3     
             F# 3     
      F 3     
      E 3     
             D# 3     
      D 3     
             C# 3     
      C 3     
      B 2     
             A# 2     
      A 2     
             G# 2     
      G 2     
             F# 2     
      F 2     
      E 2     
             D# 2     
      D 2     
             C# 2     
      C 2     
      B 1     
             A# 1     
      A 1     
             G# 1     
      G 1     
             F# 1     
      F 1     
      E 1     
             D# 1     
      D 1     
             C# 1     
      C 1     
      B 0     
             A# 0     

Current Transpose Shift = -1

Transpose *UP*
( 0 Half Steps from A = 400 )

Transpose *DOWN*
( -2 Half Steps from A = 400 )

The formula for a 12 tone even-tempered scale
is as follows:

sin(2*f*((2^(1/12))^(x+(12*y)))*pi*t)

where f = 400 Hz ( middle A as A4 )
for my natural tuning system

x = relative note to middle A

y = relative octave to middle A

Any note can then be generated using

Goldwave software ( goldwave.com )

under menu option

Tool --> Expression Evaluator ...

You must first create a New Sound using

File --> New ...

Number of channels: 1
( mono )

Sampling rate: 39690 Hz
( actual music industry digital recording rate before speed up )



Initial file length (HH:MM:SS.T): 1:00
( one minute )

then create the wave from scratch in Expression Evaluator,
entering the formula shown on this page and saving as a preset.
Set parameter y to 400 Hz, then vary parameters x and y
as positive or negative whole integers.
click OK to actually generate the desired wave,



Finally you save the wave using
File --> Save As ...

end research

and electricity would be healthier at 50 Hz
which is an even multiple of the 400 Hz.

Accuracy of Goldwave is correct.
Kawaii ES-1 reads A 400 as tuned to 400 Hz
but you have to play A flat to match goldwave
so the keyboard is not calibrated correctly is one half step too high !!!!

I can correct the ES-1 by tuning it to 400 Hz
( Touch + Transpose ) + F' + F + E' + E'
where ( ) = simultaneously
where ' = the higher octave of the special keys.

then transposing to B
( Transpose + Strings )

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To simulate the EBS ( Emergency Broadcast System )
two-tone signal using this tuning.
Play simultaneously notes A5 and B5.
This was determined from original frequencies of
853 Hz and 960 Hz which if you set middle A ( a4 ) = 426.5 Hz,
that makes 853 Hz ==> A5 and 960 Hz ==> B5.
There is a slight difference in pitch because this tuning
is designed for middle A ( A4 ) = 400 Hz
which i believe is a more natural tuning for biological organisms.
The two-tone effect is comparable and more pleasant.

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Car Horns ( naturally based ) should resonate at an even 400 Hz ( A4 )
to be more pleasant sounding rather than some industry standards
which have the frequency set to 395 Hz.

References

Wikipedia: A (musical note)

Frequencies of Musical Notes, A4 = 440 Hz ( Physics of Music - Notes )

Formula for frequency table ( Physics of Music - Notes )

Principles of Vibration and Sound ( Thomas Rossing, Neville H. Fletcher )

Tuning In to the God Frequency; The prayer that changes everything. ( Michael T. Abadie )

Emergency Broadcast System ( United States Nuclear Forces )

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