About the 12 minute mark to save time for the immediate above video. The fuel is water. This thread is all about Hydrinos:
Quote:Hydrinos
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According to Dr. Mills, when a hydrogen atom collides with certain other atoms or ions, it can sometimes transfer a quantity of energy to the other atom, and shrink at the same time, becoming a Hydrino in the process. The atom that it collided with is called the "catalyst", because it helps the Hydrino shrink. Once a Hydrino has formed, it can shrink even further through collisions with other catalyst atoms. Each collision potentially resulting in another shrinkage.
Each successive level of shrinkage releases even more energy than the previous level. In other words, the smaller the Hydrino gets, the more energy it releases each time it shrinks another level.
To get an idea of the amounts of energy involved, I now need to introduce the concept of the "electron volt" (eV). An eV is the amount of energy that a single electron gains when it passes through a voltage drop of one volt. Since a volt isn't much (a "dry cell" is about 1.5 volts), and the electric charge on an electron is utterly minuscule, an eV is a very tiny amount of energy. Nevertheless, it is a very representative measure of the energy involved in chemical reactions e.g. when Hydrogen and Oxygen combine to form a water molecule, about 2.5 eV of energy is released per water molecule formed.
When Hydrogen shrinks to form a second level Hydrino (Hydrogen itself is considered to be the first level Hydrino), about 41 eV of energy is released. This is already about 16 times more than when Hydrogen and Oxygen combine to form water. And it gets better from there. If that newly formed Hydrino collides with another catalyst atom, and shrinks again, to the third level, then an additional 68 eV is released. This can go on for quite a way, and the amount gets bigger each time. Here is a table of some level numbers, and the energy released in dropping to that level from the previous level, IOW when you go from e.g. level 4 to level 5, 122 eV is released. (BTW larger level numbers represent smaller Hydrinos).
For those of you with a mathematical bent, the formula is ((2 x n) -1) x 13.598 eV, where "n" is the level number. (BTW the maximum level number is certainly no larger than 137, and may well be less than that, not least because when a Hydrino gets very small, it may undergo fusion reactions with other atoms.) Of course, the numbers can be added up. IOW if you start with a Hydrogen atom, and end up with e.g. a level 5 Hydrino, then you get a total of 41 + 68 + 95 + 122 = 326 eV. The total for any level can be calculated with the formula (n^2 -1) x 13.598 eV.
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http://rvanspaa.freehostia.com/Hydrinos_explained.html