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{{cquote|The equality of the mass equivalent of radiation to the mass lost by a radiating body is derivable from Poincaré’s momentum of radiation (1900) and his principle of relativity (1904).|||[[Herbert Ives]], 1952}}
{{cquote|The equality of the mass equivalent of radiation to the mass lost by a radiating body is derivable from Poincaré’s momentum of radiation (1900) and his principle of relativity (1904).|||[[Herbert Ives]], 1952}}
== E=mc<sup>2</sup>Doesn’t Compute ==
[http://www.jonathangrey.co.uk/emc2-doesnt-compute/ E=mc<sup>2</sup>Doesn’t Compute] because the quantities assigned to units of measurement (seconds, kilometres and kilograms), were randomly chosen by humans with no correlation between them. And so cannot validate the tangible energy of a given mass designed in nature with a direct correlation. '''Because random values cannot validate the tangible, the result of E=mc<sup>2</sup> is abstract and so meaningless.''' <ref name="MyFirstRef">[http://www.jonathangrey.co.uk/emc2-doesnt-compute/ E=mc<sup>2</sup> Doesn’t Compute] by [http://www.jonathangrey.co.uk/emc2-doesnt-compute/ Jonathan Grey]:</ref>
Energy, mass and the speed of light in a [[vacuum]] are exact, invariable, designed in nature and have a precise correlation. Throughout the universe, the quantity of energy per given mass and the speed of light are identical.
However, the unit of a [[second]], [[meter]] and [[kilogram]], by which light, distance and mass are measured and give them their value, are arbitrary and manmade and have no natural correlation. When humans assigned the length to a second and distance to a meter and weight to a kilogram, the quantities were chosen randomly and for convenience with no correlation between them. The values humans assigned to units of measurement, (second, kilometer, kilogram). Could easily have been double or half or a million other values? With every one of them giving a different figure for the speed of light, distance and mass. This means because units of measurement are random and have no natural correlation, when they are computed through E=mc<sup>2</sup> to determine the precise and tangible energy of a given mass. Because the answer is random, it is meaningless.
==== '''Example:''' ====
[[Antoine Lavoisier]] was a French chemist who designed the metric system in the 18th century. Lavoisier determined the length of a meter as one ten-millionth of the distance from the equator to the North Pole at sea level. A litre is one thousandth of a cubic meter of water. A kilogram is the weight of a litre of water. And a gram is a thousandth of a kilogram.
Lavoisier initially contemplated on using the equator as the base for the meter. However, because of political instability in some countries the equator runs through. He decided not to use it. But if had, the equator divided by ten million would make the meter four times it’s currently value.
A meter four times its current value will give light speed a figure of 74,948,114.5 meters per second, a quarter of the current value.
However in contradiction, because the kilogram is a thousandth of the water volume of a squared meter, its weight will be increased 64 times (4<sup>3</sup>) that of the current kilograms weight (Height 4 x Width 4 x Depth 4). Thus paradoxically, the kilograms mass/energy is increased 64 times. But when using E=mc<sup>2</sup> with a reduced light speed figure, the answer is lower. E=mc<sup>2</sup> calculates the energy of a current kilogram at 90,000 Trillion Joules. Using a quarter light speed figure, E=mc<sup>2</sup> calculates the energy of a kilogram based on the equators length at 5,625 Trillion Joules. Even though the mass of the kilogram based on the equator is 64 times greater than the mass of the current kilogram. E=mc<sup>2</sup> says it contains a sixteenth of the Joules. Proving no correlation exists between random units of measurement.
The quantities assigned to units of measurement, seconds, kilograms and kilometres, were chosen for convenience. This means they are random and have no natural correlation between them. However, energy, mass and the speed of light in a [[vacuum]] are exact, invariable, designed in nature and have a precise correlation. This means when the random units are computed through E=mc<sup>2</sup> to determine the precise and tangible energy of a given mass. The answer is random and hence meaningless. '''Making the equation nonsense!''' <ref name="MyFirstRef"/>
== Description for the layman ==
== Description for the layman ==