But using OP's idea, they could be reflected back at the earth, such that 2018 - 1942 = 2 x numLightYears away from the scattering object. I agree, you wouldn't be able to go "in front of the waves" but you might be able to go to a point in space where they'd eventually arrive through scattering. I think it's very unlikely anyways since the solid angle for them to be reflected right back at a certain point is super small.
Very unlikely indeed. I wish I was smart enough to do the math but I'm sure it's more difficult than resolving a planet 50k light years away. Probably more like resolving a planet in another galaxy.
I fixed the typo, the factor of a half should have been on the other side of the equation. To actually calculate a realistic probability would require more work; farther objects would imply higher attenuation, etc.
But using OP's idea, they could be reflected back at the earth, such that 2018 - 1942 = 2 x numLightYears away from the scattering object. I agree, you wouldn't be able to go "in front of the waves" but you might be able to go to a point in space where they'd eventually arrive through scattering. I think it's very unlikely anyways since the solid angle for them to be reflected right back at a certain point is super small.
Very unlikely indeed. I wish I was smart enough to do the math but I'm sure it's more difficult than resolving a planet 50k light years away. Probably more like resolving a planet in another galaxy.
I fixed the typo, the factor of a half should have been on the other side of the equation. To actually calculate a realistic probability would require more work; farther objects would imply higher attenuation, etc.