Cheaper than the Large Hadron Collider and way more fun!

Atmospheric pressure at sea level is about 100 kPa, or 15 PSI, and on a surface with area 1m2 it exerts a force of about about 100,000 newtons, enough to lift 10 metric tonnes. That’s a lot of force.
Now if I was sitting in a sealed capsule made to fit snugly in a long metal tube a little over 1m in diameter, and the incredibly long vertical tube above me was sealed and evacuated (using lots of pumps), all that force would be trying to push me upwards. It would be rather like the upper atmosphere was trying its best to suck me up through a giant straw.
If my beautiful assistant were to then cut the rope keeping my capsule anchored to the ground, it would result in me rocketing upwards with quite a phenomenal acceleration, which can be calculated using good old F = ma.
F = 100,000 newtons
m = mass of myself plus capsule, let’s say 200kg
a = F/m = 100,000/200 = 500 ms-2
This means the maximum acceleration that might be achieved at the moment of release is approximately 50G, or about twice the acceleration survivable by a human lying on his back… oops! To put that in perspective, if your car had that kind of acceleration it could go 0-100 in less than a tenth of a second. But never fear; we can just chuck another couple hundred kilos of sandbags in there to slow things down a little (and then have them released as we approach higher altitudes with lower pressures).
Assuming then that we might be able to sustain 20G acceleration over the majority of the ascent, we can now calculate my muzzle/exit velocity based on this. Assuming the tube is 10km tall (yes that’s ridiculously tall, almost the cruising altitude for passenger jets), we can plug some values into the equation s = ut + at2/2 and get a t value of 10 seconds, the time it would take to ascend, and then we can use that to calculate that my velocity on exit would be about 2000ms-1, or more than 5 times the speed of sound.
At that height the altitude is about a third the pressure/density as it is at ground level, so hopefully the drag would not be too bad. Also, at this point I would be counting on the superb aerodynamic qualities of my capsule to stop me exploding into a million pieces as I emerge from the rarefied tube interior and hit the atmosphere rather hard. Once out of the tube the only forces acting on me would be gravity and drag, the major bummer being the latter. Depending on whether I had ditched my sandbags at this point, the sudden deceleration would be quite eyeball popping-ly awful, somewhere in the vicinity of 10 to 20G. So let’s be optimistic and pick the lower estimate for now.
If my muzzle velocity is 2000ms-1, then assuming my subsequent deceleration was constant at 10G it would take another 20 seconds to come to a stop, at which point an altitude of 30km would be achieved, which is close to the altitude record for non-rocket powered human flight (about 114,000 ft). The good thing here is that deceleration would not be constant, but would taper off rapidly as my velocity decreased, since drag is proportional to both the square of velocity and the density of the atmosphere, both of which would be decreasing continuously as I fly upwards. So I’m pretty sure I would happily sail past 30km, and probably even 40 (130,000 ft)… Some point after which I would reach apogee. At that moment I would feel true weightlessness for the first time, and I could exit my capsule to look down at a blue expanse below and a black sky above, and silently begin the long, free-fall descent.
So now I just need $100M $200M or so… Maybe I should add a tipjar to the sidebar to get things moving.