Mass is not accurately described as a "condensed form of energy," despite the relationship defined by Einstein's E=mc^2, which states that energy can convert to mass and vice versa. Energy and momentum are distinct concepts, even at the atomic level, and it is incorrect to claim that energy is a "condensed form of momentum." In relativity, energy and momentum are related through the energy-momentum 4-vector, but this does not imply that one is a condensed version of the other. The distinction between intrinsic mass and relative mass is crucial, as seen in the case of photons, which possess energy but have zero rest mass. The discussion raises the question of whether the rest mass of particles could be linked to hidden motion or unexplained aspects of space.