As an example, lets consider a more classic scenario first.<br /><br />A journey of 5 light years at .866 c.<br /><br />If you travel at 86.6% of c, a journey of 5 light years should take 5.55 years. An observer on your planet of departure would (after subtracting for the time-lag caused by the speed of light) see you take 5.55 years to travel 5 light years at 86.6% of c.<br /><br />But you would find that, at that speed, the journey would only take you half that time - 2.77 years. You wouldn't feel that time was passing slower as you travelled, but you would know time had passed slower when you got there in half the time you expected!<br /><br />Actually, due to an associated process called length contraction, at 86.6% of c you would see the distance shrink in your direction of travel, so your destination would only look 2.5 light years away, and so you would see no problem in reaching there in 2.77 years at that speed. <img src="/images/icons/smile.gif" /><br /><br />Now, onto Bob, sitting just outside the event horizon for a black hole. If time was slowed for him in a way that his lifetime lasted 10,000 years, he would in himself feel he had a normal lifetime, but the rest of the universe would be moving really quickly if he were able to observe it! If he could see the earth orbiting the sun, he might see it make over 100 orbits a year, but his watch would move as normal, to him. (It's actually more complicated than this, as any information reaching him would be time-dilated too, but this approximation is good enough! Basically, he might not be able to tell in any way that the rest of the universe was moving faster, only the rest of the universe could tell that he was moving slower!) He wouldn't feel like he had lived for 10,000 years, anyway. <div class="Discussion_UserSignature"> <p><font color="#ff0000">_______________________________________________<br /></font><font size="2"><em>SpeedFreek</em></font> </p> </div>