Message from @jeremy

Discord ID: 580792325442109440


2019-05-22 16:18:53 UTC  

i got a 6 foot one and my pool isbeing opened on the 30tth so ill take a pic of the flat water then

2019-05-22 16:19:21 UTC  

30km spirit level over water, show me gaps either end, flip it upside down to prove the spirit level isn't warped, rotate 90 degrees repeat, yeah I'll concede a globe

2019-05-22 16:19:43 UTC  

30km is too much lol just 3 miles is enough

2019-05-22 16:19:58 UTC  

2 miles is enough i think

2019-05-22 16:20:00 UTC  

You and I bot know a 3 mile or 5km level would give inconclusive results

2019-05-22 16:20:10 UTC  

HAHAHA

2019-05-22 16:20:16 UTC  

well 3 miles should be a huge gape

2019-05-22 16:20:18 UTC  

gap

2019-05-22 16:20:19 UTC  

I hiked 40km last year

2019-05-22 16:20:24 UTC  

near 3 mile island it would surely be a twisted result 😄

2019-05-22 16:20:25 UTC  

in 3 days

2019-05-22 16:20:25 UTC  

ok

2019-05-22 16:20:34 UTC  

idc lol

2019-05-22 16:20:43 UTC  

8 inches per mile squared over 3 miles is

2019-05-22 16:20:49 UTC  

whats your point @PsyClone

2019-05-22 16:20:55 UTC  

Stop using that cointelpro measurement right now

2019-05-22 16:21:00 UTC  

or are you just flexing

2019-05-22 16:21:05 UTC  

?

2019-05-22 16:21:08 UTC  

No i am not

2019-05-22 16:21:09 UTC  

u think its more ?

2019-05-22 16:21:20 UTC  

whats cointelpro

2019-05-22 16:21:27 UTC  

The globe model does not conform ot a parabolic y = 8x^2

2019-05-22 16:21:52 UTC  

the curve should be more than 8 inches ?

2019-05-22 16:21:56 UTC  

it's wrong, stop using it

2019-05-22 16:22:13 UTC  

h = r * (1 - cos a)

2019-05-22 16:22:33 UTC  

im not good with math

2019-05-22 16:22:38 UTC  

https://cdn.discordapp.com/attachments/484514023698726912/580792649712271380/DeepinScreenshot_select-area_20190522192227.png

2019-05-22 16:23:38 UTC  

over 3 miles how much do u think the globe should curve ?

2019-05-22 16:26:04 UTC  

r = 6,371,000
a = d / (40,070 / 360) in degrees

2019-05-22 16:26:21 UTC  

so h = 6,371,000 * (1 - cos(a))

2019-05-22 16:26:46 UTC  

So d = 4827

2019-05-22 16:26:55 UTC  

big maths

2019-05-22 16:27:03 UTC  

a = 4827 / (40,070/360)

2019-05-22 16:27:23 UTC  

a = 4827/ 111,306

2019-05-22 16:27:41 UTC  

a = 0.0415 degrees

2019-05-22 16:28:07 UTC  

h = 6,371,000 * (1-cos(0.0415)

2019-05-22 16:28:30 UTC  

h = 6,371,000 * (1 - 0.9999997367)

2019-05-22 16:28:47 UTC  

h = 6,371,000 * 0.0000002632

2019-05-22 16:29:02 UTC  

h = 1.67684 meters

2019-05-22 16:29:08 UTC  

Yeah what sheeple said, because i suck at maths

2019-05-22 16:29:13 UTC  

You don't have to