I view most flat earthers as people who haven’t left the town where they were raised. Unable to grasp concepts.....
I view most flat earthers as people who haven’t left the town where they were raised. Unable to grasp concepts.....
So you are a flat earther. I thought that you stated you were not....Yeah, Colorado Springs is a mecca of knowledge. Just like Silicon Valley. I'm only a couple hours south of you. Matter of fact, you can prob take I25 South and do your own experiment with the Spanish Peaks by LaVeta. I can see them from just down the road, too.
So you're saying light can refract more than a mile in the case of me being able to see the mountain from 95 miles away?
Are ya gonna poke holes in my examples? One guy says light refracts over a mile. Do you buy that?
Why do you need a quantum physics expert to look at some simple math?
Refraction is a thing, for sure! Over one mile of bent light and no further distortion? I'm game to learn about it.
Didn't see anything in there that says light can curve more than a mile.
Maybe we are talking about two different things. Of course if you're in an airplane you can also observe a circular rainbow. I'm talking about light refracting land mass in front of me. You're saying that in my field of vision is basically a mirage and that the actual mountain I'm looking at is 5000+ feet below the horizon is somehow being bent back up to my eye level.
Of course I have. I did read the wiki link. Nothing in either of those has led me to believe that light can bend back against the "gravity" of the earth more than 5000 feet.
Flat earth challenge? Never said that. I just provided two real world problems and nobody has taken 15 minutes to look at the numbers. Just lots of mean reply's for no reason at all. What is everyone scared of? If it's round, it's round. If it's flat, it's flat. If it's a triangle it's a triangle. Still gotta live your life and be a good human.
Why you so angry?
The elevation raises by a couple hundred feet.
I'm sure light can refract if you're looking up directly into all the moisture, pressure, and temp differences. On land these variables should be about the same.
I'm not opposed to a few hundred feet of refraction but we are talking about over 5000 feet.
Pure boredom.You people are actually arguing this. WTF. I mean I’m all for the battle of Antarctica(look it up) but the flat earth shit is retarded.
Yes. I have land further up highway 285, it's probably 50' higher in elevation. I also did use the 5000+ number for ease of use (it's probably closer to 5500') and I didn't want to provoke anyone any harder than I had too. I also thought it would be easier to just name the town than some obscure rangeland. Good on ya for doing the math, first guy today! You're correct I can live with some refraction and that would account for seeing the tippy top of the mountain but I can see the whole thing on a clear day.
Now a serious question. If refraction can't account for the 500 feet, what then?
What do you also think about the 12 mile stop sign light that should be behind 57 feet of curve?
This other guy wanted me to shoot myself.
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Using a submarine periscope to determine a target’s range required us to know a few things. We had to know the “height of eye” or how far above the waterline the periscopes optics were, an estimate of the target’s masthead height in feet, and how many divisions (of the periscope’s reticle viewfinder) the target appeared to fill at the moment of observation.
To remain undetected, we had only a few seconds to raise the scope, place it on the bearing of the target, and make an educated guess of the visual range (in kiloyards) to it. The spoken litany by the Officer of the Deck of a target observation would go as follows; “Observation master one (or whatever the target’s designation was given), number one (or number two) periscope.” At that time, the Diving Officer would respond to announce keel depth (for height of eye), and Fire Control technician on watch would report the true bearing to the contact as reported by Sonar. This coordination was required to minimize periscope exposure to just a few seconds, and this passive visual confirmation of a contact’s range, course (angle on the bow), and speed helped refine the fire control solution which was then input into a Mk48 Adcap (advanced capability) torpedo. A torpedo’s job was to put the enemy on the ocean floor.
Lastly, as the earth is NOT flat, we’d often spot periscope contacts at the edge of visual detection range. These were referred to as “hull down on the horizon” meaning we’d only see a portion of the ship’s mast as the target approached from over the horizon. Due to the earth’s curvature, as visual range decreased, more of the mast and hull would become visible to the periscope operator. Although not spherical, you flat earthers can suck deez nuts.
No, the guy from Europe that claims to be an orbital mechanic.Who? Me? I do have that effect on people sometimes.
I'd say I can see the bottom half.I mean at 85+ miles I'd say it would be difficult to be able to accurately determine how much of a mountain you are seeing but let's give it a shot. How many ft of this mountain are you claiming to see rise above the land around it?
On a less sarcastic note, your two "problems" have been solved numerous times by several people in this thread. I'm rather embarrassed to admit that I just read through this whole thread. Despite my instincts telling me to leave this thread without commenting, I'll say it one more time. Read this part slowly:
Your "it should be behind 57 feet of curvature" statement is chock full of misunderstanding. Let me provide an equally misguided, but backwards, example. There is a hill behind my house. On the other side of the hill is a stop light. It is only 200 feet away. But I can't see it, even though the curvature of the earth should allow me to. Why?
Wait... You think it would dip 57feet after 12 miles? We dont live on one of pluto's moons...Yes. I have land further up highway 285, it's probably 50' higher in elevation. I also did use the 5000+ number for ease of use (it's probably closer to 5500') and I didn't want to provoke anyone any harder than I had too. I also thought it would be easier to just name the town than some obscure rangeland. Good on ya for doing the math, first guy today! You're correct I can live with some refraction and that would account for seeing the tippy top of the mountain but I can see the whole thing on a clear day.
Now a serious question. If refraction can't account for the 500 feet, what then?
What do you also think about the 12 mile stop sign light that should be behind 57 feet of curve?
Yes. Have you even bothered to google the curvature math? Here's one. It even accounts for refraction.Wait... You think it would dip 57feet after 12 miles? We dont live on one of pluto's moons...