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  1. Why, when trying to explain the "missing mass" in the universe, is energy in translation never mentioned? When I look at a star for example, there is an electromagnetic connection, if you will, between my eye and that distant star. My eye is detecting a very minuscule portion of all the energy emitted by that star at some point in the past. There is an electromagnetic path of mass-converted-to-energy the entire intervening distance from star to eye. That star, and every other body in the universe that has non absolute zero temperature, is emitting electromagnetic energy of varied frequencies, but emitting none-the-less. We know that this energy in translation interacts with gravitational fields; bending of light paths etc. Every emitting body is surrounded by an envelope of energy of rough radius at least as large as it's age in light years. The energy in translation is "invisible" until it reacts with some matter, it is only then that it is detected, that it is revealed. But what is it's effect on all other bodies while it is in translation in the vacuum of space? Can this interaction, in translation alone, be a cause for the inexplicable "observed mass performance" of the universe; ie need for "dark matter"? Mass and energy are interchangeable; all the energy we detect comes ultimately from nuclear mass to energy conversion; stars are mass dissolving into the universe via fusion. The universe is literally filled with electromagnetic energy in translation, it is bathed in it, translating in every conceivable direction. My ponder is this: Knowing that electromagnetic energy has momentum and that it interacts with gravity, what is the macroscopic gravitational performance effect of this omnidirectional energy-in-translation field upon the gravitationally interacting bodies of mass in the universe? What is the consequence if the macroscopic flow of electromagnetic energy is not truly omnidirectional on the universal or even galactic scale but has some resolved vector?

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