No, it will never produce a noticeable bending.
I just did some quick calculations for you (treating light as a classical particle, assuming a gravitational acceleration of 9,81 (it's actually less, because the light is further away from earth)), of light passing over the earth. The earth's gravitational pull will lower the light beam 0,0088 m (8,8 mm) over the whole time the light is passing the earth (12000 km). In your example, this distance would be even shorter, further reducing the effect on the lightbeam.
Now, if we take this deflection of 8,8 mm on a distance of 12000 km, that means the angle of deflection is roughly 4*10^-8 degrees, in other words, totally unnoticeable. And this was a best case scenario.
edit: For reference, the angle under which we see the moon is 31/60 degree, that is about 12 million times as much as the deflection due to the earth's gravitational pull could ever dream to be.