Patent AU-2019210570-A1 (AU)
Title: Methods of Calculating Potential Energy in Substances and Light, Method of Creating Timeless Condition, Methods of Creating Reverse Time, and Methods of Calculating Potential Energy in Substances and Light in the 5th, 6th, 7th, 8th, and 9th Dimensions.
Inventor: HAZAMA MOTOKO
IPC: G99Z99/00
Filed: 2019-07-29
Abstract: The method of calculating potential energy in substances as can be seen in 
the formula below in [Math.11 . E as is defined here is the potential 
energy in a substance, T is time the substance passes under no gravity, mi 
is mass (at its initial value) , ci is velocity of light (at its initial value) 
and Tk is time the substance has passed under no gravity.  
[Math.1] 
T 
E= mici ( I-TK T ) 2  (1 K T) 
Further, the method of calculating potential energy in light as can be seen 
in the formula below in [Math.2] . E as is defined here is the potential 
energy in a substance, T is time the light passes under no gravity, mi is 
mass (at its initial value) , ci is velocity of light (at its initial value) , and 
Tk is time the light has passed under no gravity.  
[Math.21 
T 
E ci ( 1-TK/T) (1 K<T) 
In addition, the formula below in [Math.3] sets up as derived from 
[Math.1] and [Math.2] . E as is defined here is the potential energy in a 
substance or light, mi is mass (at its initial value) , ci is velocity of light 
(at its initial value) , Tk is time the substance or light has passed under 
no gravity, and T is time the substance or light passes under no gravity, 
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namely, the existence of time itself.  
[Math.3] 
When 
T 
E= :mici (1-TK/T) 2  (1 K T) 
and 
T 
E-g c1 (1-TK/T ) (1=<K T) 
and when mi= c 1= 0, then E= 0 and T=Tk=oo.  
Moreover, the method of creating reverse time for substances as can be seen 
in the formula below in [Math.4] . E as is defined here is the potential 
energy in a substance, T is time the light passes under no gravity, mi is 
mass (at its initial value) , ci is velocity of light (at its initial value) , and 
Tk is time the light has passed under no gravity.  
[Math.4] 
When 
E/ m MicI -1>0 (15K T), TK<0 .  
K= 1 
And lastly, the method of creating reverse time for light as can be seen in 
the formula below in [Math.5] . E as is defined here is the potential energy 
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in a substance, T is time the light passes under no gravity, mi is mass (at 
its initial value) , ci is velocity of light (at its initial value) , and Tk is 
time the light has passed under no gravity.  
[Math. 5] 
When 
T 
E> C, (1 K: T) , then TK< 
K=1I 
The method of calculating potential energy in substances in the 5th 
dimension as can be seen in the formula below in [Math.6] . E as is defined 
here is the potential energy in a substance, T is time the substance passes 
under no gravity, mi is mass (at its initial value) , ci is velocity of light 
(at its initial value) , and Tk is time the substance has passed under no 
gravity.  
[Math.6] 
T 
E=Xm1c1 (1-TK/T) (1 K T) 
K= I 
The method of calculating potential energy in light in the 5th dimension as 
can be seen in the formula below in [Math.7] . E as is defined here is the 
potential energy in a substance, T is time the light passes under no gravity, 
m i is mass (at its initial value) , c i is velocity of light (at its initial 
value) , and Tk is time the light has passed under no gravity.  
[Math.7] 
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T 
=c1 (1-TK " (1 < K T) 
K=1 
The method of calculating potential energy in substances in the 6th 
dimension below in [Math.8] . E as is defined here is the potential energy 
in a substance or light, mi is mass (at its initial value) , ci is velocity of 
light (at its initial value) , Tk is time the substance or light has passed 
under no gravity, and T is time the substance or light passes under no 
gravity, namely, the existence of time itself.  
[Math.8] 
T 
E = mici (1-T/T) 4 (1 K T) 
K= I 
The method of calculating potential energy in light in the 6th dimension as 
can be seen in the formula below in [Math.9] . E as is defined here is the 
potential energy in a substance, T is time the light passes under no gravity, , 
ci is velocity of light (at its initial value) , and Tk is time the light has 
passed under no gravity.  
[Math.9] 
T 
E C i (1 T/T) 3 (1 5 K < T) 
K=1I 
The method of calculating potential energy in substances in the 7th 
dimension below in [Math.10] . E as is defined here is the potential energy 
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in a substance or light, mi is mass (at its initial value) , ci is velocity of 
light (at its initial value) , Tk is time the substance or light has passed 
under no gravity, and T is time the substance or light passes under no 
gravity, namely, the existence of time itself.  
[Math.10] 
T 
E M= mi c (1 -T/KT) 5 (1 K T) 
K= 1 
The method of calculating potential energy in light in the 7th dimension as 
can be seen in the formula below in [Math.11] . E as is defined here is the 
potential energy in a substance, T is time the light passes under no gravity, 
ci is velocity of light (at its initial value) , and Tk is time the light has 
passed under no gravity.  
[Math.111 
T 
E = C (1 - TK/T) ' (1 <- K T) 
K=1 
The method of calculating potential energy in substances in the 8th 
dimension below in [Math.12] . E as is defined here is the potential energy 
in a substance or light, mi is mass (at its initial value) , et is velocity of 
light (at its initial value) , Tk is time the substance or light has passed 
under no gravity, and T is time the substance or light passes under no 
gravity, namely, the existence of time itself.  
[Math.12] 
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T 
E =mi c i (1-T T) 6 (1 K T) 
The method of calculating potential energy in light in the 8th dimension as 
can be seen in the formula below in [Math.13] . E as is defined here is the 
potential energy in a substance, T is time the light passes under no gravity, 
ci is velocity of light (at its initial value) , and Tk is time the light has 
passed under no gravity.  
[Math.13] 
T 
E =1 c1 (1 - TK/T) 5 (1 K T) 
K=1 
The method of calculating potential energy in substances in the 9th 
dimension below in [Math.14] . E as is defined here is the potential energy 
in a substance or light, mi is mass (at its initial value) , ci is velocity of 
light (at its initial value) , Tk is time the substance or light has passed 
under no gravity, and T is time the substance or light passes under no 
gravity, namely, the existence of time itself.  
[Math.14] 
T 
E= Zmc 1 (1 -T/KT) ' (1 K < T) 
The method of calculating potential energy in light in the 9th dimension as 
can be seen in the formula below in [Math.15] . E as is defined here is the 
potential energy in a substance, T is time the light passes under no gravity, 
ci is velocity of light (at its initial value) , and Tk is time the light has 
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