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I deleted the previous animation because I wasn't happy with it. This second one shows the ball scaled up to the point of appearing nearly level with the horizon. Still, what I have found though is that the scale of the ball does not matter. On a ball, the horizon ALWAYS drops with altitude. Granted, the horizon will NEVER drop with an infinite plain, but with a plain the size of that which is depicted in the Flat Earther's model, the perceived drop in the horizon would only appear obvious after you have gone well up into space. I used a hot-air balloon here to show that we are not going that high. And while the ball drops off as if we were going that high, it is exaggerated only to prove the point that the horizon ALWAYS drops from eye level, no matter how big the ball, or how high the altitude. The results are exactly the same either way.
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Y'va-re-che-cha Yahuah V'yish-mire-cha. Ya'er Yahuah panav elei-cha vihu-necha. Yi-sah Yahuah panav elei-cha, V'ya-sem l'cha shalom!
May Abba Yahuah Bless you and guard you. May the light of EL Shaddai shine upon you, and may Abba Yahuah be gracious to you. May the presence of Elohim be with you and give you peace! - Judy
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