Dustin, you may be confusing the uncertainty principle with the "observer effect", and coming up with a third effect:
http://en.wikipedia.org/wiki/Uncertainty_principleSomeone who actually understands these things, please correct me if I'm wrong, but from reading the wiki entry above, the uncertainty principle seems to state (among other things) a "drier" concept: that it's impossible to measure a subatomic particle's position AND momentum at a specific point in time, with infinite precision, and so we can't say where it's going with infinite precision, even if we had infinitely precise measuring devices, since the act of measuring one of these factors interferes somehow with the accuracy of measuring the other factor, possibly because the two measurements have to be made sequentially instead of at the same time. Somehow, this is then interpreted (at least by the "public") as meaning a subatomic particle has no precise position or momentum at any specific point in time. But if that was a true interpretation of the uncertainty principle, it wouldn't mean the particle could be here, or clear across the universe (unless that's what it means too??

), or that it might not really exist until we observe it--it means (I think) that the measurements we make of it, come pretty close, but they aren't exact, and can't be, since the particle never occupies both an exact position and momentum. But it doesn't state that we can't observe such a subatomic particle--that's done all the time. But because we can observe these particles, I think that means they DO have a specific position and momentum at any given point in time--the uncertainty has to do with our measurement capabilities, not with the actual behavior of the particle. In this, I guess I take Einstein's position--he really didn't like the idea that subatomic particles don't have a specific position and momentum--he said they retained a "local reality"--but on the other hand, all experiments supposedly verify the actual concept that subatomic particles really DON'T have a precise position or momentum. I personally think it's still a measurement concept blown out of proportion, ingrown upon itself and using its own terminology, and thus inaccurately stating that's how the real world works, but maybe I'm wrong.
The observer effect is different, though related only because it has to do with the act of measuring something: it states that the act of measuring something changes that thing, even if by only a tiny amount, due to some transfer of energy between the observer and the observed, which is necessary in order to acquire data, and so in the case of a subatomic particle, where we're measuring position and momentum, our measurements don't tell us what that item's position and momentum would have been if we'd left it alone and not measured it. But that doesn't mean it comes into being only if we measure it or observe it. That's a bit of popular science folklore on which not many physicists have seen fit to set the public straight. But it sure sounds cool, doesn't it? Maybe they don't spend much time trying to correct this notion, because they think it'll help make physics sound more interesting to the general public, and thus gain more funding, or make them more popular.
Involved in these apparent conundrums, maybe, is kaneda's reminder about the dual nature of these things, both as particles and as wave functions--calling them "particles" is both a matter of old-school convenience, and because they really do exhibit classic particle behavior under certain circumstances--but maybe their wave function is partly responsible for the inherent inaccuracies in measuring them (how's that for a generalized concept?).
Getting back to your question, Dustin: even if it were possible to take a video of the electron itself, instead of the bubble around the electron, it still wouldn't violate the uncertainty principle, since a video isn't an attempt to acquire an infinitely precise measurement of the electron's position and/or momentum--it still wouldn't allow us to know that information.
There are a few other modern myths that arise from misinterpretations of these theories, such as the one that goes even further, stating that subatomic particles literally occupy more than one location simultaneously. I tend to doubt that, even though that's what some quantum physicists sometimes SAY it means. It certainly isn't what Heisenberg was saying--he said we can't predict a particle's position and momentum with infinite precision, and so we can't predict with infinite precision where it will wind up. That's a lot different than saying the particle doesn't really occupy a particular point in space at any given time, and/or that it occupies more than one location simultaneously. But it sounds cooler. Until I see a good explanation as to how that's literally true, I'm gonna have to believe that this is a mathematical way of looking at these things, and not a reflection of actual reality. As long as one simply presents a mathematical construct that, even though correctly, takes into account the principles of the uncertainty of measurements, it can be made to seem like that's a literal interpretation how the actual world works, as if it's the particles themselves that are uncertain, not us (blame the particles). The fact that physicists haven't done much to dispel these myths, resembles the sort of leeway that the Catholic church allows for various myths that sprung up after Jesus's death, since these myths help perpetuate the Church. I hope we don't see this kind of thing go on too much longer in the areas of science.
Of course, I may be COMPLETELY WRONG (or close to it, within a reasonable amount of uncertainty of measurement).