I got some numbers here. I thought I'd calculate the velocity through the venturi and then the available pressure drop at the fuel orifice.
20,000 rev/minute
.061 cubic inches
.01 square inch passage area (Ap)
.038 sqare inch at venturi entry (Ae)
Volume = .061 x 20,000 = 1220 cubic inches/minute (assuming total efficiency as a pump...probably noticeably less in reality)
Velocity (at passage) Vp = 1220 / .010 = 122000 inches/minute x 1/12 ft/in x 1/60 minute/second = 169 ft/second
Similarly, Veloctity (at entry) = Ve = 44.2 ft/second
Benoulli tells us that pressure drop = 1/2 x .00238 x Ve^2 x ( [Ae/Ap]^2 -1)
This calculates out to .21 psi. That isn't much to draw in the fuel! No wonder muffler pressure and crank pressure make such a difference.
There is more to it than that, of course. The obstruction creates a pressure drop, which is why a spraybar with the hole at the bottom still works. I need to do a bit more research to figure that one out.