Drophammer<br />"<font color="yellow">Okay, but let's assume we are not in the center of the universe. We should be able to see that in some directions, we cannot "see" back as far as we can in other directions, right? Is that, in fact, the case? </font><br /><br />We have essentially the same view in every direction, which is the foundation for the currently accepted explanatory claim that the universe has no center. There is however one other possibility.<br /><br />Whe we look 13 billion light years away, we see objects as they were 13 billion years ago. Some quick calculation with the Hubble Mostly Constant reveals that objects at this distance should recede at the speed of light, and that is just about what we observe. 13 BLY = 4,000 megaparsecs. Multiply by 70 km/sec/megaparsec for the HMC recessional speed and those distant objects should receed at 280,000 kilometers per second, close enough to the speed of light to wonder what would happen tomorrow when these objects are just a little bit further away.<br /><br />When they are further away, they will receed from us faster than the speed of light. At that point we would never again be able to see them. Their gravity could never again attract us. We could never again get close enough to see them. They are no longer in our universe in any meaningful way.<br /><br />Since they were already running away from us at the speed of light 13 billion years ago, and they're going faster and faster all the time, how fast are they going now? It's why we think that the actual size of the universe is now about 11 times bigger, 150 billion light years across. Those objects today are leaving us at 11 times the speed of light. Tomorrow it will be 12 times.<br /><br />With the actual universe being 1,300 (11 cubed) times bigger than what we can see, we cannot see a difference in stellar distribution from one side of the universe to the other. Although it appears isotropic to us, the same in all directions, we are un