Let me first debunk any possibility of the moon being a rock 238k miles away that reflects the sun's light. If you look into the inverse-squar law of light this makes the moons distance and brightness impossible. Basically every time you half the distance to the moon the brightness should be 4 times more intense. Considering the moons brightness from our perspective, it would be insanely bright if you were 238k miles closer using this principle.
Ok cool. Can you describe the cycle? What lights it ip and what flat earther has documented all that you describe?
Let me first debunk any possibility of the moon being a rock 238k miles away that reflects the sun's light. If you look into the inverse-squar law of light this makes the moons distance and brightness impossible. Basically every time you half the distance to the moon the brightness should be 4 times more intense. Considering the moons brightness from our perspective, it would be insanely bright if you were 238k miles closer using this principle.
Ok, show your calculation
https://youtu.be/z5U5Lpgv8qM
Watch at 30 min for that answer, although I think you will get a kick out of the entire video.
Youtube videos aren't evidence