This question is about the energy-tether charge of air. The question is how much energy is needed to make this charge? The answer to the question is that it’s more than just air, it’s also the energy of the atoms in the air. A great analogy from physics is that of a ball of fire rising in the air. This is an important analogy and the energy of the ball is the energy of its atom.
The energy of the atoms in the air is the energy needed to “triple” the kinetic energy of the gas atoms. This is the same energy that makes the ball of fire rise. The kinetic energy of the balls of fire is the same energy that makes the ball of air rise. This is the “new” temperature in ∘c.
The new temperature in c is what happens when you multiply the kinetic energy of 1 atom of gas by the number of atoms in the air. That is, the kinetic energy of the gas atom is the same energy as the kinetic energy of one atom of air.
This is why air is so good at cooling. It is a good conductor of energy. The kinetic energy of the gas atom is the same energy as the kinetic energy of one atom of air. This is why the air is so good at cooling. It is a good conductor of energy.
The kinetic energy of 1 atom of gas is the same energy as the kinetic energy of one atom of air. This is why air is so good at cooling. It is a good conductor of energy.
If we make a new temperature of ~5K the new gas atoms will have a temperature of ~5K and the gas in the gas atom will have a temperature of ~2K. This means that the gas atoms have a temperature of ~7K. This means that the gas atoms have a temperature of ~1K. This is the temperature at which the gas atoms will cool. This means that the gas atoms have a temperature of ~1K.
The average kinetic energy of the gas atoms is 1K, so this makes perfect sense. The gas atoms are at a temperature of 1K. The kinetic energy is 1K, so the gas atoms should now be at a temperature of 1K. The gas atoms should have a temperature of 1K, so they should be at a temperature of 1K. The gas atoms should have a temperature of 1K, so they should be at a temperature of 1K.
This is exactly what you’d expect for a gas. The kinetic energy of the gas atoms is the same as the kinetic energy of the gas. You can calculate what this means by examining the kinetic energy of the gas atoms. Since the kinetic energy of the gas atoms is 1K, this means that the gas atoms have a kinetic energy of 1K. The kinetic energy of the gas atoms is 1K, so this means that the gas atoms have a kinetic energy of 1K.
To double the kinetic energy of the gas atoms, you’d need 10 photons. So if you have 10 photons, you’d need 10 more atoms. So you’d need 10 * 10 atoms. This is 10 times 10, or 100, photons, so it’s 100 times the kinetic energy of the gas atoms.
