Message from @Logrian

Discord ID: 684402011512635441


2020-03-03 14:06:49 UTC  

dont know. they just do.

2020-03-03 14:06:56 UTC  

See, no explanation

2020-03-03 14:06:57 UTC  

doesn't affect the shape of earth's surface though

2020-03-03 14:07:05 UTC  

It kinda does

2020-03-03 14:07:06 UTC  

I don't have the $$$ to prove what causes it

2020-03-03 14:07:12 UTC  

No one does

2020-03-03 14:07:14 UTC  

You can't prove it

2020-03-03 14:07:22 UTC  

but irrelevant in my mind anyway

2020-03-03 14:07:32 UTC  

Trixxie, te amount of 'curvature' at 8 miles

2020-03-03 14:07:37 UTC  

even if it's mass attracting mass it is not mutually exclusive to flat surfaced earth

2020-03-03 14:07:56 UTC  

Grabbity is irrelevent, the thing youre on has NO measurable curvature

2020-03-03 14:08:00 UTC  

the model is a lie

2020-03-03 14:08:04 UTC  

What do you mean by that? The amount of curvature?

2020-03-03 14:08:14 UTC  

go an do the maths

2020-03-03 14:08:20 UTC  

earth curvature calculator

2020-03-03 14:08:27 UTC  

I can't do the maths if I don't know what u mean

2020-03-03 14:08:40 UTC  

erm wow

2020-03-03 14:08:44 UTC  

youre speciakl kid

2020-03-03 14:08:58 UTC  

The curvature at 8 miles is the same as on any other place

2020-03-03 14:09:02 UTC  

If that's what u mean

2020-03-03 14:09:15 UTC  

at 8 miles from point a to point b theres should be curvature if you live on a glob sphere, correct?

2020-03-03 14:09:22 UTC  

Yeah

2020-03-03 14:09:29 UTC  

okay

2020-03-03 14:09:52 UTC  

then that where we get the 42.68 feet drop from

2020-03-03 14:10:12 UTC  

Aaah I see now

2020-03-03 14:10:29 UTC  

With how much curvature you mean how much it drops from the starting point?

2020-03-03 14:10:30 UTC  

What is the formula for counting Earth curvature?

2020-03-03 14:10:31 UTC  

b is LOWER by 46.68 feet from point a, in the glob model

2020-03-03 14:10:42 UTC  

BUT we do not observe this

2020-03-03 14:10:42 UTC  

I bet you use something wrong

2020-03-03 14:10:53 UTC  

@GreeceGuy PhD h=r-r cos(s/2r)

2020-03-03 14:11:06 UTC  

the parrabal formuli is accurate for a 1000 miles so hush now child 😉 Greece

2020-03-03 14:11:11 UTC  

No it's not

2020-03-03 14:11:18 UTC  

It's accurate until about 550

2020-03-03 14:11:20 UTC  

anyway this isnt observed

2020-03-03 14:11:24 UTC  

The earth is round

2020-03-03 14:11:27 UTC  

so no curve equal no glob

2020-03-03 14:11:39 UTC  

ok 500, so why are complaining?

2020-03-03 14:11:41 UTC  

https://cdn.discordapp.com/attachments/484516084846952451/684402623410864219/calc-method.png

2020-03-03 14:11:41 UTC  

:/

2020-03-03 14:11:53 UTC  

The earth's is round