Shadows take the shape of the thing they are projected onto. A sphere casting a shadow on a sphere does not make a shadow like what passes over the moon.
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Wrong. Again.
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The spherical earth casts a circular shadow on the spherical moon and when seen from earth it looks round.
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The curved surface of the moon receives the round shadow of the earth directly FROM the earth, and we ON the earth see how it was projected, at great distance. Very simple. The earth's shadow on the moon is seen the same way it arrived, from a round earth, round in all aspects from the outside, in other words, spherical.
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That necessarily is not a shadow made by something spherical. Two smalls spheres, a light source, a piece of cardboard and a stick will show that it is impossible for one sphere to cast a spherical shadow on the other. But the cardboard cut flat on one edge, or the stick will produce a curved shadow onto either sphere.
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Oh, great denseness personified, how many ways can you continue to be dense?
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Two small spheres and a light source will ALWAYS show a round shadow WHEN THE OBSERVER VIEWS FROM THE MIDDLE SPHERE.
A piece of cardboard is useless unless you're trying to see what the shadow looks like from some other place in the room. The straight stick will ALWAYS cast a straight shadow on a sphere when viewed from the STICK.
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Any total lunar eclipse viewed from a point far away from earth will have a different shape of shadow, but that's not what we see from earth.
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We are not just looking at one case. We are considering HUNDREDS of cases through the centuries, and every single one of them has the same appearance. The shadow of the earth passing over the moon is ALWAYS round. It's NEVER flat, square, oblong, triangle or "flat." Period.
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This is called the physical evidence of factual history. You can't get around the TRUTH.
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