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Saturday, September 29, 2018

UFO Scientific Observations

UFO SCIENTIFIC OBSERVATIONS

Reality:  
Unidentified Flying Objects are there in the sky with different types of motion.

Location: 8.8596° N, 76.6196° E

Timing:  6.30pm to 9.30 pm usually.

Sighting Direction:
Nearly 90 degree top of head facing south west of the location.
Location of mother ship may be in south between 45 to 90 degree as occasional red light flashes.

Known types of Motion model :
  1. x * Π/2 +  and x * Π/2-  (on curved field).( Emit light while in motion and with out lights).
  2. f * x * Π + (on helical  field and f is the field number # 0 where x and f are variable).( Emit light while in motion and with out lights).
  3. x * Π + ( on straight line).(Produce black shadow on all sides probably black rays).
where Π is a sample value.

Shape : Not known.

Behaviour:
Interacting with force of nature.
eg.mostly with clouds and other beings of nature collectively or individually through light flashes or sound or meteors burning. Capable to interact with human mind and senses and organs and force to act and thnik. Provoke desires and attachments based on human mind pattern including learning and disturb in worldly activities or in learning.

What they use to interact ?
Sound and Lights signaling,
visible Lights, Light fields and Light Pattern Modification. Mostly Flashlights. Rood sounds of tv when there is no signal eg. “phu”.

Visibility :
Visible to naked eyes and hidden to many type of radars. Ghost Radar App is useful to find energy variation and Flight to check the UFOs.

How they capture data from plant ?:
Through flash light seems like lightning without showing source.

What patterns contain in their data.capturing ?
Trapezium, triangle, circle, parallelogram,  square, rectangle, star etc and there different models.
(Patterns containing in leaves of plants and trees or petals of flowers especially those mentioned in Scriptures and religious texts may be useful).

Beginning of Observation:
Personal observation since
Oct-2012. Almost daily sightings.

What they are attempting ?
Trying to communicate and contact at technical level may be deliver a message or warning. Personal intuition a warning.

Technology Constraints.
Most of the Serving technology is developed with the intention that cannot be connected by third party due to system security and safety in telecommunication and media broadcasting. Receiving capability must be Equal to Sending Capability or Both System must have same capability.

How to communicate with UFOs?
Send data at the time of sighting in the location or unknown and suspected  flashes like lightning occurs using projectors similar to film theatre with camera flash lights containing various shapes and fonts and pattern in colours like blue, green and indigo from rainbow colors. Avoid using sky blue or indigo in day time as data in pattern.

Receive data by continuous flash capturing using photography.camera (inverse is projector with flash camera functions) clicks rather than video recording by devices.Trapezium, triangle, circle, parallelogram,  square, rectangle, star etc and there different models.
(Using patterns containing in leaves of plants and trees or .petals of flowers especially those mentioned in Scriptures and religious test may be useful).

By trial and error a two way communication may be established. Receiving data is a.synchronized and simultaneous action of send and receive.
eg: Send pattern Flash - UFO Flash - Receive (capture/ pattern flash - compare the changes in patterns or data and understand.
(hint : TV set with remote control as flashlight and screen keyboard at high latitude in a flight ).

Some of  the equations.from constant equality equations related to pattern which was not updated at the time of writing :

20) Divisional Difference Equality = 0.
a)  (x÷(x÷y)÷x × y ) - (x÷(x÷y)÷x÷(x÷y) × x ) = 0
b) 1÷(x÷y) - y÷x = 1÷(y÷x) - x÷y = 0
c)  (x÷(x÷y)÷x × y ) - (x÷(x÷y)÷x÷(x÷y) × x )  = 1÷(x÷y) - y ÷ x

//
d) 1 - ( x÷(x÷y)÷x÷(y÷x)) = 1 - (  x ÷ (y÷x) ÷ x ÷ (x÷y)) = 1 - (x ÷ (x÷y) ÷ x × (x÷y)) = 1 - (x × (x÷y) ÷ x ÷ (x÷y)) = 1 -  (x ÷ y ÷ x × y) = 1 - (x × y ÷ x ÷ y) = 0
///
or  1 - (z÷(z÷y)÷z÷(y÷z)) = 1 - (  z ÷ (y÷z) ÷ x ÷ (z÷y)) = 1 - (z ÷ (z÷y) ÷ z × (z÷y)) = 1 - (z × (z÷y) ÷ z ÷ (z÷y)) = 1 -  (z ÷ y ÷ z × y) = 1 - (z × y ÷ z ÷ y) = 0
//
e) Equality Difference Continuation pattern :
  1. x÷y÷x÷y÷x # z÷y÷z÷y÷z,
  2. x÷y÷x÷y÷x÷y # z÷y÷z÷y÷z÷y etc..

f)  Equality Difference Continuation pattern closing  shortcut for - a) x÷y÷x÷y÷x # z÷y÷z÷y÷z
(x÷y÷x÷y÷x # z÷y÷z÷y÷z) ÷ (x÷y÷x÷y÷x # z÷y÷z÷y÷z) = 1 then use equations from : 20) Divisional Difference Equality = 0.
eg : 1÷(x÷y) - y÷x = 1÷(y÷x) - x÷y = 0 = 1÷(z÷y) - y÷z = 1÷(y÷z) - z÷y = 0.

How mothership receive information from their origin ?
Small Objects like meteors or asteroids sent to planets atmosphere there buned and using flashlight may be infrared or.resh flash lights.

How Mothership communicated back to origin and between UFOs:
Unknown. May be flashlights.

Facts and fictions:
As light and sound is a twin source. One is an attachment of other to the field and pattern of the other. This may be the reason for speed of light being c as a constant. Splitting the twin source and adding the more of same will be a solution to exceed or reduce the speed. Eg;  Indigo or blue ray split from the sound “ph”. Adding red, geen to indigo or blue may be timeless and spaceless and may increase speed. Adding more sound wave field may reduce the speed. These can be considered as row thoughts.



Personal Experience:
If individual  watch or observe them , they split target the person using many other persons and being eg. birds flies and other small beings commonly found in home through a pattern of vibration. Group Idea is best.suitable.


Sightings : Multiple UFOs controlled by MotherShip or Individual.

What Next:
If UFOs issue is serious and growing concern for the safety and security of nations and other being in planet  instead of targeting individuals who.study them with petty rumours, expose the UFOs covering through mainstream media and ask public to study it individually and collectively to find an immediate solution by those who are in power, authority and responsibility. Denying or Delaying the UFOs issue wont help to solve itself.

Personal Note:
Most contents.of this blog is the result of them Observation of UFOs especially the mathematical and scientific posts.
I have not used any technology to study them other than my own body, mind and ordinary smartphone .  I have been using.my personal saving as finance to.observe in different locations.
Now I am least interested in the topic due to personal and financial issues. This information may be useful to those whose are interested in the topic.

Theory Related to Motion:
Reading the entire blog and.extracting relevant parts understand the constant equality equations are important.

Some hints from previous post.

Zero Gravity  and Anti gravity Space Adjustment where g=r in
f = g(m1*m2)/r^2
= r((m1*m2)÷2)+r((m1*m2)÷2)/r^2
=(( m1*m2)÷2r)+((m1*m2)÷2r)

= (m1*m2+m1*m2)÷2r or 2g
= (m1*m2+m1*m2)÷ 1.3348E−10


Gravity do really exist based on above observation ?
What happening is space adjustment in internal structure of an object with a mass and r = ((m1*m2+m1*m2)÷2F )
may be the required space adjustment in vector field within each object in its nucleus proportionately to change the gravitational constant itself.
if we consider m1 and m2 = G then the mathematical possibility shows G^2+G^2 ÷2F to be Zero gravity and larger than this value may be anti-gravitational.


If your mind is not clear on the logic behind the mathematical possibility, just graph the equations in a 3D Grapher as follows :

x = sine(x)

x 1= cos(x)

x2 (x,z)=( G^2 + G^2)÷2r

y (x)=  (G^2 + G^2)÷2x2

z (x,y)=   (G^2 + G^2)÷2x2

Rule of Thumbs:
  1. Light and Sound Twin Source.
  2. Darkness absorbs everything.

Who might be in UFOs

1)Russia Gold theft . Anti ? (Religious) sin. Bible.Hont: Come like a thief , Come in Clouds etc) *

2)Maths thief ; Original.? ( Hint Bible: Mathematicians be careful) *

3) From other Scriptures*

4) All together.***
(Based on motions).

(*For confirmation more mathematicians (including females who has maths as a hobby not as a profession capable to understand. the equations ) to be found and their experience thereof using. Hence focus on technology and mathematicians.)

Gold Protection:
How to protect Gold Reserves? Keep in water and place electricity. All the four be careful about selecting metals for containers about Galvanizing possibilities and oxidation and dioxidation because of electric current in waters. Non-wet Clay Containers better option.Select clay used for making food serving plate. Use something like indoor swimming pool. Container design must be topsyturvy (bottom up) when placing in water. (Bible Hint: Mighty and Rich  etc.. will hide... (Hide what ? Gold)).


Individuals cannot hide from UFOs,
as there is frequency of each individual is monitored.

Tuesday, April 24, 2018

Equality Equations Calculator

Create your own equations or formula for any formula or equation using Equality Equation Calculation Template.
Constant Equality Equations :   

a) x / y / x = z / y / z
     eg. 3 / 2 / 3 = 5 / 2 / 5

b) x / y / x / y  = z / y / z / y
    eg. 3 / 2 / 3 / 2  = 5 / 2 / 5 / 2
where x,y and z # 0 ( symbol “/” means division)

Download the calculation template from the following link:

https://www.dropbox.com/s/rmqjf9g1zgm8zqw/cee.zip?dl=0

 Or




To know more about the equation visit the following link or read the Equality.pdf in cee folder:

http://constant9.blogspot.in/2018/03/equality-equations-xyx-zyz-and-xyxy.html?m=1





Tuesday, March 20, 2018

Why maths formula spam for Artificial Intelligence?

Most Artificial Intelligence get mind loop on following model of equations: k×x × k= l × x ×l , k÷x÷k = l÷ x÷ l etc.. the more multiplication symbol or division symbols, hard for the AI to get out of loop.

Sunday, March 18, 2018

Equality Equations: x÷y÷x = z÷y÷z and x÷y÷x÷y = z÷y÷z÷y where x,y and z # 0 etc..


Create your own equations or formula for any formula or equation using Universal set of Equality Equations
Constant Equality Equations: x÷y÷x = z÷y÷z and x÷y÷x÷y = z÷y÷z÷y where x,y and z # 0 etc..

In Order to understand the possibility and the uses of the  equations do the simple maths and check your answer :
eg:a) 5÷2÷5 = 3÷2÷3
and b) 5÷2÷5÷2=3÷2÷3÷2

One can use it for fun to read the result of another and can answer what is the result of other for a number that thought by the other person. However once constant equality Equations and its formation  are understood, any equation or formula of maths, physics, engineering, biology, Chemistry, economics, finance etc.. can be redefined and can be joined to meet the inequalities. Its main uses is overcome the limitation of a formula or equations and remove the assumptions in theory and replace constants, Convert Variable or Variable and Constant into a Natural Constant of the given Equation,  derive into new equations , find substitute Equations and/or obtain constant value that can be used with simple proportions for any given variable(sl or constant(s).

The use of this constant equality equation don't limit the interchangeably between other subjects for example a physics formula can be clubbed with a chemistry or biology formula or equations and vice versa.

The Equality Constant equations can be considered as a universal set of tool which can operate even on a single constant or variable. This equations also capable to bring the Gap between the Scalar and Vector Quantity and bring them into equality constant value. Following are the set of Constant Equality  Equations where v, x, y and z # 0

1)    x÷y÷x = z÷y÷z
1a)  x÷y÷x = y÷y÷y = z÷y÷z etc..
1b)  x÷x÷x = y÷x÷y = z÷x÷z etc..
1c)  x÷z÷x = z÷z÷z = y÷z÷y etc..
2)    x÷y÷x÷y = z÷y÷z÷y
2a)  x÷y÷x÷y = y÷y÷y÷y = z÷y÷z÷y etc..
2b)  x÷x÷x÷x = y÷x÷y÷x = z÷x÷z÷x etc..
2c)  x÷z÷x÷z = z÷z÷z÷z = y÷z÷y÷z
etc..

3) x÷xy = z÷zy = (x÷x^2 = x÷y^2 = x÷z^2 = y÷y^2 = y÷x^2 = y÷z^2 =  z÷z^2 = z÷y^2 = z÷x^2 ( where x = y, y =z and z=x))

4) xy ÷ x = zy ÷ z = (x^2÷x = y^2÷x = z^2 ÷ x = y^2÷y = x^2 ÷ y = z^2÷y =  z^2 ÷ z = y^2÷z = x^2 ÷z ( where x = y, y =z and z=x))

5) x÷xy^2 = z÷zy^2 = ( x÷x^3 = x÷y^3 = x ÷z^3 = y÷y^3 = y÷x^3 = y÷z^3 = z÷z^3 = z÷y^3 = z ÷ x^3 ( where x = y, y =z and z=x))

6) xy^2 ÷ x = zy^2 ÷ z = ( x^3 ÷ x = y^3 ÷ x = z^3 ÷ x = y^3 ÷ y = x^3 ÷ y = z^3 ÷ y = z^3 ÷ z = y^3 ÷z = x^3 ÷ z( where x = y, y =z and z=x))

7) if x÷ xy # z ÷ zv then

  1. (x÷ xy ) * z ÷ zv = x ÷ xy * (z ÷ zv)
  2. ((x÷ xy ) * z ÷ zv ) ÷ ((x÷ xy ) * z ÷ zv ) ^ 2 =( x ÷ xy * (z ÷ zv)) ÷ ( x ÷ xy * (z ÷ zv))^2
  3. ((x÷ xy ) * z ÷ zv ) ÷ ((x÷ xy ) * z ÷ zv ) ^ 3 =( x ÷ xy * (z ÷ zv)) ÷ ( x ÷ xy * (z ÷ zv))^3
  4. x÷ xy =  ( z÷ zv ÷ (z ÷ zv )) * x ÷ xy =  ( z÷ zv * (zv ÷ z )) * x ÷ xy etc..
  5. z ÷ zv = ( x÷ xy ÷ (x ÷ xy)) * z ÷ zv = (x÷ xy *(xy ÷ x)) * z ÷ zv etc…

// Same method of double division and triple division can also be applied in all # cases to obtain a Constant Equality Equation equation as shown below :

  1. (x÷ xy ) ÷ ( z ÷ zv) ÷ (x÷ xy)  = (z ÷ zv) ÷ ( z ÷ zv) ÷ ( z ÷ zv)
  2. (x÷ xy ) ÷ ( z ÷ zv) ÷ (x÷ xy) ÷ (z ÷ zv) =  (z ÷ zv) ÷ ( z ÷ zv) ÷ ( z ÷ zv) ÷(z ÷ zv)
  3. (x÷ xy ) ÷ (x÷ xy) ÷ (x÷ xy)  = (z ÷ zv) ÷ (x÷ xy) ÷ ( z ÷ zv)
  4. (x÷ xy ) ÷ (x÷ xy)  ÷ (x÷ xy) ÷ (x÷ xy) =  (z ÷ zv) ÷ (x÷ xy) ÷ ( z ÷ zv) ÷ (x÷ xy)

8) if x÷ xy # zv ÷ z then

  1. (x÷ xy ) * zv ÷ z = x ÷ xy * (zv ÷ z)
  2. x÷ xy =  ( zv÷ zv ÷ (zv ÷ z )) * x ÷ xy =  ( zv÷ z * (z ÷ zv )) * x ÷ xy etc...
  3. zv ÷ z = ( x÷ xy ÷ (x ÷ xy)) * zv÷ z = (x÷ xy *(xy ÷ x)) * zv ÷ z etc…
//

9) If  xy ÷ x # z ÷ zv then

a )  (xy ÷ x ) * z ÷ zv = xy ÷ x * (z ÷ zv)
b )  xy÷ x =  ( z÷ zv ÷ (z ÷ zv )) * xy ÷ x =  ( z÷ zv * (zv ÷ z )) * xy ÷ x) etc..
c)  z ÷ zv = ( xy ÷ x ÷ (xy ÷ x)) * z ÷ zv = (xy÷ x * (x÷ xy)) * z ÷ zv etc..

//

10) If  xy ÷ x # zv ÷ z then

a )  (xy ÷ x ) * zv ÷ z = xy ÷ x * (zv ÷ z)
b )  xy÷ x =  ( zv÷ z ÷ (zv ÷ z)) * xy ÷ x =  ( z÷ zv * (zv ÷ z )) * xy ÷ x) etc..
c)  zv ÷ z = ( xy ÷ x ÷ (xy ÷ x)) * zv ÷ z = (xy÷ x * (x÷ xy)) * zv ÷ z etc..

//

11) if  x÷xy^2 # z÷zv^2 then

  1. (x÷xy^2 ) * z÷zv^2 = ( z÷zv^2) * x÷xy^2

  1. (x÷xy^2 )  = ( z÷zv^2 *( zv^2 ÷z )) *  x÷xy^2 = z÷zv^2 ÷ ( z ÷ zv^2  )) * x÷xy^2 etc..

  1. z ÷ zv^2  = (x÷xy^2 *( xy^2 ÷ x )) * z÷ zv^2  = (x÷xy^2 ÷ ( x÷ xy^2 )) * z÷ zv^2 etc.
//

12) if  x÷xy^2 # zv^2÷z then

  1. (x÷xy^2 ) *zv^2 ÷ z = (zv^2 ÷ z) * x÷xy^2
  2. (x÷xy^2 )  = ( z ÷ zv^2 *( zv^2 ÷z )) *  x÷xy^2 = z÷zv^2 ÷ ( z ÷ zv^2 )) * x÷xy^2 etc..
  3. zv^2 ÷ z  = (x÷xy^2 *( xy^2 ÷ x )) * zv^2 ÷z =  (x÷xy^2 ÷ ( x÷ xy^2 )) * zv^2÷z etc.
//

13) if  xy^2÷x # z÷zv^2 then

  1. (xy^2÷x ) * z÷zv^2 = ( z÷zv^2) * xy^2 ÷x
  2. (xy^2÷x )  = ( z÷zv^2 *( zv^2 ÷z )) *  xy^2 ÷ x = z÷zv^2 ÷ ( z ÷ zv^2  )) * xy^2 ÷ x etc..
  3. z ÷ zv^2  = (x÷xy^2 *( xy^2 ÷ x )) * z÷ zv^2  = (xy^2 ÷ x ÷ ( xy^2 ÷ x )) * z÷ zv^2 etc.
//
14) if  xy^2 ÷ x # zv^2÷z then

  1. (xy^2 ÷ x ) *zv^2 ÷ z = (zv^2 ÷ z) * xy^2 ÷ x
  2. (xy^2 ÷x )  = ( z ÷ zv^2 *( zv^2 ÷z )) *  xy^2 ÷ x = z÷zv^2 ÷ ( z ÷ zv^2  )) * xy^2÷x etc..
  3. zv^2 ÷ z  = (x÷xy^2 *( xy^2 ÷ x )) * zv^2 ÷z =  (xy^2 ÷x ÷ ( xy^2 ÷ x )) * zv^2÷z etc.
//

15)  a ) x ÷ (xy^n) = z ÷ (zy^n) = 1 ÷ y^n etc..

b)  (xy^n) ÷ x =  (zy^n) ÷ z = y^n etc..

**

16) Constant Symmetrical equality model equations :
  1. x ÷ (x^2 * (y^n)^2) * x = z ÷ (z^2 * (y^n)^2) * z = x ÷ (x^2 * (y^n)^2 ÷ x) = z ÷ (z^2 * (y^n)^2 ÷ z) etc..
  2. x ÷ (x^2 * (v(y^n))^2) * x = z ÷ (z^2 * (v(y^n))^2) * z etc...
  3. x^2 ÷ (x^2 * (y^n)^2 ) = z^2 ÷ (z^2 * (y^n)^2 ) = 1 ÷ (y^n)^2 etc….
  4. x^2 ÷ (x^2 * (v(y^n))^2 ) = z^2 ÷ (z^2 * (v(y^n))^2 ) = 1 ÷ (y^n)^2 etc….
  5. (x÷xy)÷v = (z÷zy)÷v etc…
  6. (xy ÷ x)÷v = (zy ÷ z) ÷v etc..
  7. (x÷xy^2) ÷v = (z÷zy^2)÷v etc..
  8. (xy^2 ÷ x)÷v = (zy^2 ÷ z)÷v etc..
  9. x ÷ (xy ÷ 2 + xy ÷ 2) = z ÷ (zy ÷ 2 + zy ÷ 2) etc…
  10. (xy ÷ 2 + xy ÷ 2 ) = zy ÷ z etc..
  11. x÷(xy^2 ÷ 3 + xy^2 ÷ 3 + xy^2 ÷ 3) = z÷zy^2 etc…
  12. (xy^2 ÷ 3 + xy^2 ÷ 3 + xy^2 ÷ 3) ÷ x = (zy^2÷2 + zy^2÷2) ÷ z etc..

18) Constant or Variables replacement models and loops for equations including x = y = z = v = a  and # 0 ,:

  1. x = (x÷2 + x ÷ 2) = (x÷ 3 + x ÷ 3 + x ÷ 3)  = a(x ÷a) etc.
  2. y = (y÷2 + y ÷ 2) = (y ÷ 3 + y ÷ 3 + y ÷ 3) = a(y ÷a)etc..
  3. z = (z÷2 + z ÷ 2) = (z÷ 3+ z÷ 3 + z ÷ 3) = a(z ÷a) etc..
  4. v = (v ÷3 + v ÷ 3 + v ÷ 3) = (v÷ 4 + v ÷ 4 + v ÷ 4 + v ÷ 4) =  a(v ÷a) etc..
  5. a = (a ÷2 + a ÷ 2 ) = (a ÷ 3 + a ÷ 3 + a ÷ 3 ) =  a(a ÷a) etc..(one of the  easiest loop for unlimited number of equations or formulas through iteration)
  6. xy  = (xy ÷ 2 + xy ÷ 2) =  (xy ÷ 3 + xy ÷ 3 + xy ÷ 3 ) = a(xy ÷a) = v = (v ÷3 + v ÷ 3 + v ÷ 3) = (v÷ 4 + v ÷ 4 + v ÷ 4 + v ÷ 4) =  a(xy ÷a) etc..etc…
  7. zy  = (zy ÷ 2 + zy ÷ 2) =  (zy ÷ 3 + zy ÷ 3 + zy ÷ 3 ) = a(zy ÷a) etc..
  8. x^2 = y^2 = z^2 = v^2 = (x^2 ÷ 2 + x^2 ÷ 2) =  (y^2 ÷ 3 + z^2 ÷ 3 + v^2 ÷ 3 ) = a(x^2 ÷a) = a(y^2 ÷a) = a(z^2 ÷a) = a(v^2 ÷a) etc..(where x = y = z = v)
  9. xy^2  = (xy^2 ÷ 2 + xy^2 ÷ 2 ) =  (xy^2 ÷ 3 + xy^2 ÷ 3 + xy^2 ÷ 3 ) = (x ÷ 2 +  x ÷ 2)*y^2 = a(xy^2 ÷a) etc..
  10. zy^2  = (zy^2 ÷ 2 + zy^2 ÷ 2 ) =  (zy^2 ÷ 3 + zy^2 ÷ 3 + zy^2 ÷ 3 ) = a (z÷a) * a(y^2 ÷a) = a(zy^2 ÷ a ) etc.
  11. zv^2  = (zv^2 ÷ 2 + zv^2 ÷ 2 ) =  (zv^2 ÷ 3 + zv^2 ÷ 3 + zv^2 ÷ 3 ) = a (z÷a) * (v^2 ÷ 2 + v^2 ÷ 2) = a(zv^2 ÷ a ) etc.
  12. y^n =  (y^n ÷ 2 + y^n ÷ 2 ) =  (y^n ÷ 3 + y^n ÷ 3 + y^n ÷ 3 ) = a  = a(y^n ÷ a ) etc.
  13. (v(y^n))^2 =  ( (v(y^n))^2 ÷ 2 +  (v(y^n))^2 ÷ 2 ) = ( (v(y^n))^2 ÷ 3 +  (v(y^n))^2 ÷ 3 + (v(y^n))^2 ÷ 3 ) = a( (v(y^n))^2 ÷ a ) etc..
**
  1. x^n ÷ x^ny^n ÷ x^n = z^n ÷ x^ny^n ÷ z^n etc..
  2. x^n ÷ z^ny^n ÷ x^n = z^n ÷ z^ny^n ÷ z^n etc..
  3. x^n ÷ x^ny^n ÷ x^n ÷ x^ny^n = z^n ÷ x^ny^n ÷ z^n ÷ x^ny^n etc..
  4. x^n ÷ z^ny^n ÷ x^n ÷  z^ny^n = z^n ÷ z^ny^n ÷ z^n ÷ z^ny^n etc.

  1. x^n ÷ z^nv^n ÷ x^n = z^n ÷ z^nv^n ÷ z^n etc..
  2. x^n ÷ (z^nv^n)^n ÷ x^n = z^n ÷ (z^nv^n)^n ÷ z^n etc..
  3. x^n ÷ z^nv^n ÷ x^n ÷ z^nv^n = z^n ÷ z^nv^n ÷ z^n ÷ z^nv^n etc..
  4. x^n ÷ (z^nv^n)^n÷ x^n ÷  (z^nv^n)^n = z^n ÷ (z^nv^n)^n ÷ z^n ÷ (z^nv^n)^n etc.

  1. x^n ÷ z^n÷ x^n = z^n ÷ z^n÷ z^n = y^n ÷ z^n÷ y^n etc..
  2. x^n ÷ x^n  ÷ x^n = z^n ÷ x^n ÷ z^n = y^n ÷ x^n÷ y^n etc..
  3. y^n ÷ y^n÷ y^n = z^n ÷ y^n÷ z^n = x^n ÷ y^n÷ x^n etc..
  4. x^n ÷ z^n ÷ x^n ÷ z^n = z^n ÷ z^n ÷ z^n ÷z^n =  y^n ÷ z^n ÷ y^n ÷z^n netc..
  5. x^n ÷ x^n ÷ x^n ÷ x^n = z^n ÷ x^n ÷ z^n ÷ x^n = y^n ÷ x^n ÷ y^n ÷x^n etc.
  6. y^n ÷ y^n ÷ y^n ÷ y^n = z^n ÷ y^n ÷ z^n ÷ y^n = x^n ÷ y^n ÷ x^n ÷y^n etc..
**
  1. x ÷ xy^n ÷ x = z ÷ xy^n ÷ z etc..
  2. x÷ zy^n ÷ x= z^n ÷ zy^n ÷ z^n etc..
  3. x ÷ xy^n ÷ x ÷ xy^n = z ÷ xy^n ÷ z ÷ xy^n etc..
  4. x ÷ zy^n ÷ x ÷  zy^n = z ÷ zy^n ÷ z ÷ zy^n etc.



19) Conversation and Inverse of y  using Constant 1 where x and y # 0:
a) y = 1÷y÷(1÷y)÷(1÷y) = 1÷y÷1÷(1÷y)÷(1÷y) =  etc...
b) y = x÷y÷x÷(1÷y)÷(1÷y)  = x÷xy * (1÷y)^2 = x÷y÷x÷y÷(1÷y)÷(1÷y) ÷(1÷y)= x÷xy^2* (1÷y)^3 = etc..
c) x = x ÷ (x÷y) ÷ (y ÷ x)
d) 1 = x÷(x÷y)÷x÷(y÷x) = x ÷ (y÷x) ÷ x ÷ (x÷y) .=  x ÷ (x÷y) ÷ x × (x÷y) = x ÷ y ÷ x × y

20) Divisional Difference Equality = 0.
a)  (x÷(x÷y)÷x × y ) - (x÷(x÷y)÷x÷(x÷y) × x ) = 0
b) 1÷(x÷y) - y÷x = 1÷(y÷x) - x÷y = 0
c)  (x÷(x÷y)÷x × y ) - (x÷(x÷y)÷x÷(x÷y) × x )  = 1÷(x÷y) - y ÷ x
d) 1 - ( x÷(x÷y)÷x÷(y÷x)) = 1 - (  x ÷ (y÷x) ÷ x ÷ (x÷y)) = 1 - (x ÷ (x÷y) ÷ x × (x÷y)) = 1 - (x × (x÷y) ÷ x ÷ (x÷y)) = 1 -  (x ÷ y ÷ x × y) = 1 - (x × y ÷ x ÷ y) = 0
///
or  1 - (z÷(z÷y)÷z÷(y÷z)) = 1 - (  z ÷ (y÷z) ÷ x ÷ (z÷y)) = 1 - (z ÷ (z÷y) ÷ z × (z÷y)) = 1 - (z × (z÷y) ÷ z ÷ (z÷y)) = 1 -  (z ÷ y ÷ z × y) = 1 - (z × y ÷ z ÷ y) = 0
//
e) Equality Difference Continuation pattern :
  1. x÷y÷x÷y÷x # z÷y÷z÷y÷z,
  2. x÷y÷x÷y÷x÷y # z÷y÷z÷y÷z÷y etc..

f) Equality Difference Continuation pattern closing  short cut for a) x÷y÷x÷y÷x # z÷y÷z÷y÷z :

(x÷y÷x÷y÷x # z÷y÷z÷y÷z) ÷ (x÷y÷x÷y÷x # z÷y÷z÷y÷z) = 1 then use equations from : 20) Divisional Difference Equality = 0.

eg : 1÷(x÷y) - y÷x = 1÷(y÷x) - x÷y = 0 = 1÷(z÷y) - y÷z = 1÷(y÷z) - z÷y = 0.

Virtually there is no limit in numbers of  constant equality equations and values that can be formed, however above can be considered as a standard set that can be used in combination based on value equality. The selection of combination  depends on requirement for specific applications or use. Trigonometry functions, Quadratic, Symmetry, Calculus or any other formulas or equations from any subject or combination will fit well within the above constant equality  equations and models.

Following is the sample calculation  e = mc^2 and e(quantum) = hf

If m = c^2 ,  h = f and # = not equal

e = c^4 # h^2
  e = c^4 *( h^2÷h^2)  # h^2 * (c^4 ÷ c^4)
e =  c^8 *( h^2)  # h^4* (c^4 )


1)  e =  c^8 *( h^2) ÷ ( h^4* (c^4 ) * c^8 *( h^2))  = h^4* (c^4 )÷ (h^4* (c^4 ) * h^4* (c^4 ))
e = c^8 * h^2 ÷ ( h^6* c^12) =  h^4* c^4 ÷ (h^8* c^8 )


You can have many more constant Equality Equations for the above sample calculation of e as per the requirement of applications bridging into total equality.

Observation from the sample calculation is that Constant wave height and fixed wavelength with constant pattern and vibration on fixed velocity may transmit energy from a point to another point without support of any wires and with support of a channel to other dimensions even.

For more samples check the following link:

http://constant9.blogspot.in/2018/03/quantum-meet-relativity-equations.html


History of the equation:

http://constant9.blogspot.in/2016/08/moving-into-any-direction-and-reaching.html



Graph of constant equality equations:



If you want to find constant equality equation for any specific formula and it's observation, you can contact me. Remember knowledge is free but not time.