Distance and size to the Moon in your model is wrong. I can prove it and give true information (e.g. anyone can check the validity, and I already did using my own equipment, which I describe below)
Using any stargazer telescope (I own several telescopes of several type), a digital camera and a computer you can easily measure the size of Moon's features like craters, mare, rims, etc...
Let me post a Moon image that I took some some months ago:

In this image, you can see the crater Copernicus, which is a crater that is near the Moon's equator (actually roughtly 150km above the equator). The estimated size of the crater is 93kilometers diameter (is a round crater). There are also other craters, mons and features around, but due to the low budget camera a telescope used, there are plenty of them that can't be seen because they are too small to be seem from this distance with the equipment i describe next. The smaller features that I can see with this telescope and camera is roughtly 4 kilometers diameter. Something smaller will appear only be visible as a very small fuzzy shadow (or light reflection).
You may say that someone made us believe that Copernicus is 93kilometers diameter, or that I'm saying fake information, so let's study the matter to understand if that is true or false:
The image was taken with a galilean telescope (uses lenses) with a focal distance of 1000 milimmeters and an aperture of 100mm.
The image was taken using a digital camera, but let's start supposing we are first looking through that telescope with an eyepiece with a focal lenth of 10 milimeters. (If you don't know what all this means, then please stop reading, since you won't understand a lot of concepts beyond this line)
Now, according to basic optics, using such eyepiece in such telescope, we will be seing objects as if they were 100 times closer to us.
So, focusing the telescope to a tree that is 100 meters away, will look like another tree that is 1 meter away from us.
You can't negate this, since you can check it yourself (I already did, and it is true).
Now, if we focus the telescope to the Moon, if it is 394.400 kilometers away, we will see the moon as if it were at a distance of 3944 kilometers instead of 394.400.
This can't tell us if the Moon if big or small, but just let us measure distances using equivalences when using a digital camera.
Now, let's switch to the camera I used to get the image above. It was a Luna-QHY 5L-II CMOS camera.
This camera has a pixel size of 3.75 microns (squared pixels), a 1/3 inc sensor (8.43 mm squared sensor) and without any binning (binning 1x1 actually)
Now using basic informatics and optics formulae, we got a magnification of x83.58 , and an apparent FOV of 29x29'/pixel.
Now, according to the FE model, the distance Earth-Moon is 15 kilometers and has a 600 meters diameter.
So, if I take a photo with that telescope and that camera, the moon will look as if it were 0.15 kilometers away (150 meters away). As for comparison purposes, if I look at a house that is 150 meters away, I can see every kind of details that are even 1 meter diameter, lets say, a kid playing around. Please, take this into account because it is very important, even when it may seem otherwise.
Now according to RE model, the distance Earth-Moon is 394.400 kilometers and 3475 diameter.
Using the telescope and camera above, it will look like 3944 kilometers away. Now, if I look at a house that is 3944 kilometers away, i can't really see it because it is too small and the distance too big.
But now lets take into account this fact: using that telescope, it is impossible to see craters or features that are roughtly 4 km diameter or less because of the distance and the telescope resolution. This is an evident fact that you can check it's validity if you know a little bit about optics and geometry. But again, doesn't seem to work in your FE model, so in your FE model with a moon at a distance of 15 kilometers, I could see even the american flag or the footsteps of the astronauts, but truth is that I cannot see anything that is smaller than (roughtly) 4 Kilometers.
But when I use any of my high-end telescopes, I can clearly see details from the Moon surface that are even 1 or 2 kilometers size, so not seeing them with the low-budget telescope is not due to the inexistance of such craters features, but due to the lack of telescope quality, while in your FE model, any telescope (even cheap chinese plastic ones) will let us to see moon details that are as small as 1 or 2 meters diameter in size, but this actually doesn't happen.
Conclussion: according to everything exposed and demonstrated previously, the distance from the Earth to the Moon is wrong in your model, as well as its size, since it doesn't match my observation or the observation that anyone can do at their home with the appropriate equipment.