That's not quite right. 1 meter at 400 km distance is ~0.51 arcseconds, which is on the edge of doable with good seeing. 0.01 arcseconds would never be possible within the atmosphere.
The most depressing statistic here (for me anyway) is that to directly image the nearest exoplanet at 1km per pixel we're going to need a telescope with ~.000000005 arcseconds of resolution.
Someone check my math but that would be like imaging the ISS at the nanometer scale from the surface of the earth.
It wouldn't look like any telescope you might have ever seen. Once we have a candidate exoplanet we want to take a picture of we would launch a flock of free-flying solar-sail propelled satellites in such an orbit that they get yeeted away from the sun on a trajectory opposite of the target exoplanet. They would travel to the "focal plane" of the sun's gravitational lens where the exoplanet's light is smeared to a ring around the sun which they collaboratively capture. Probably one such a pass wouldn't be enough, so we would need to send such flocks multiple times, like waves following on each other.
What I love about the plan is that it is both super scifi, yet we already have all the components to make it happen if we want to.
Now compute what kind of virtual aperture size it takes to get this resolution without being diffraction limited.
Edit: I did it, about 25000km (for light with a wavelength of 500nm), or twice the radius of the earth. That actually suggests it could be doable with a constellation of telescopes in high orbit.
I couldn't find a quick summary to this question. But what size aragascope do you need to achieve the equivalent of an x meter aperture?
My gut says probably the same size, but the claims suggest the aragascope can actually be smaller. My gut can also imagine it depends on the distance between the aragascope and the telescope.
I predict in couple decades we will learn to build swarms of drone craft that we will send to the right location and they will be able to image nearby planets (one per swarm...) with at least ~10-40km per pixel if not better.
Someone check my math but that would be like imaging the ISS at the nanometer scale from the surface of the earth.