I'll bet you it's round.

The Infinite Plane Universe/Flat Earth
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Refraction is apparent when rainbows occur, it's why the sky tends to red as dusk and dawn occur... it's why the moon is red during a lunar eclipse. It's why you can't aim at the fish you are trying to hit when bowfishing. It's how eyeglasses work.
Air does bend the light and makes the sun sometimes distorted near the horizon.
So, you are looking at the universe though a distorted lens and saying the distortion proves FE rather than the existence of distortion.
And this explains selenelions, how?
Refraction does not re-direct light to shine on the wrong side of the moon, nor does it render the moon transparent.
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And this explains selenelions, how?
Refraction does not re-direct light to shine on the wrong side of the moon, nor does it render the moon transparent.
Light shines on the sunny side of the moon unless a shadow prevents it.
The apparent position of the moon and the sun during a selenelion are different from where they really are.
This pencil does not really bend at the waters surface:
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So, Holden, you're saying sunlight hits earth's dense atmosphere, then bounces it up to light up the other side of the moon?
Wouldn't the heavy density bend the light down?
Here is another demonstration of light reflecting, off the dome
and how about those constellations?
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So, Holden, you're saying sunlight hits earth's dense atmosphere, then bounces it up to light up the other side of the moon?
Wtf is this “other side of the moon” BS?
A Lunar eclipse only happens during a full moon when the near side is lit completely.
And when the light “bounces” it’s called reflection, not refraction.
The eclipse you are worried about is all about ReFRACtion.
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Recap, full moon.
If the moon is a sphere, the only way it can be illuminated fully, from limb to limb, would be if the light source (sun) were directly in front of it.
But that's where the 🌎 is?
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The moon as a sphere can never be illuminated fully with only one light source. One half of that sphere will always be illuminated fully unless the Earth is directly between it and the sun, an eclipse. Simple geometry grav.
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So, Holden, you're saying sunlight hits earth's dense atmosphere, then bounces it up to light up the other side of the moon?
Wouldn't the heavy density bend the light down?
Here is another demonstration of light reflecting, off the dome
and how about those constellations?
The constellations have changed.
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moon as a sphere can never be illuminated fully with only one light source. One half of that sphere will always be illuminated fully unless the Earth is directly between it and the sun, an eclipse. Simple geometry grav.
only one light source?
half will always be illuminated unless blocked by earth? except when selenelions occur and light bends/reflects/refracts to the wrong side vis-a-vis the sun.
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Whose side are you on ???
And what keeps that giant space rock from falling into earth's gravity?
Holden will tell us it falls sideways, which we see all the time in real life.
Pardon my sarc.
The constellations have changed.
Evidence?
Actually, the star patterns are unchanged since Pisces and Sagittarius and all the other sparkly forms were copied down thousands of years ago,.
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We're talking about the moon being lighted such that it is observable from Earth. Obviously there are distant stars and light reflected from the Earth which do "light" the moon at all angles. These are relatively insignificant. Light is not refracted through the vacuum of space though it is "bent" by gravity.
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Holden must've gotten a day off.
Christmas shopping?
OK, who can go to the whiteboard and do the math ?
Iron?
8x50x50 = ?
The Willis Tower is 1450 ft. tall.
And the curve drop is ____________?
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Holden must've gotten a day off.
Christmas shopping?
OK, who can go to the whiteboard and do the math ?
Iron?
8x50x50 = ?
The Willis Tower is 1450 ft. tall.
And the curve drop is ____________?
You are using the wrong equation. 8″ per mile^2 is a variation of y=x^2, which (every kid learns in middle school) is the equation for a parabola. If you know what a parabola is it is not a circle or a sphere.
Samuel Rowbotham used it in his 19th-century book “Earth Not a Globe” because even though he dropped out of school before his teens he was enough of a con man that he understood that using this equation calculates a ridiculously-large amount of Earth curvature - many times more than is actually the case.
Flat Earthers like to continue to use it today because it supports their “I see more of this thing across the lake than I should be able to, thus proving the Earth is flat” argument.
Use the real formula of h = r – r cos(s/2r) however, and the “drop” at that distance is more like 550 feet, which nicely matches nearly any and all photos or videos taken of Chicago from the Indiana dunes (roughly the bottom half of the Willits/Sears tower is hidden by the water). Sometimes less depending on atmosperic refraction.
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Reality show idea: gather up the flat- earthers and film them while they search for the edge.
Should be a real hoot.
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only one light source?
half will always be illuminated unless blocked by earth? except when selenelions occur and light bends/reflects/refracts to the wrong side vis-a-vis the sun.
Holden will tell us it falls sideways, which we see all the time in real life.
Pardon my sarc.
Sarcasm seems to be all you have.
The sunny side of the moon is always the sunny side of the moon it’s just sometimes we’re not on the sunny side and so we have lunar phases.
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Holden must've gotten a day off.
Christmas shopping?
OK, who can go to the whiteboard and do the math ?
Iron?
8x50x50 = ?
The Willis Tower is 1450 ft. tall.
And the curve drop is ____________?
You keep going on about the drop not being accurate. You simply ignore the painfully obvious: You can't see the bottom of any of those buildings. Not a single one. You continue to post evidence that the earth is not flat.
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External Content www.youtube.comContent embedded from external sources will not be displayed without your consent.Through the activation of external content, you agree that personal data may be transferred to third party platforms. We have provided more information on this in our privacy policy.
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I’ll ask again…where’s the edge?
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Just beyond the heavily patrolled mountains of ice that encircle our plane. Called Antarctica.
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