General Discussion: Today I am slightly obsessed with...
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12 Aug 2010 22:24
21 Aug 2010 22:03
That scale of the universe thing has reminded me of a bit of a recurring dream I have.
In it I'm floating looking down on myself from a couple of feet away…then I zoom out a bit and I'm looking down at myself from about 50 feet away, then again and I'm about the height a plane flys and can barely make myself out and then I zoom out again and again progressively getting further away from Earth until I'm at what, in the dream, I think the edge of the solar system is…and I float for about 3 or 4 seconds, it feels peaceful as fuck, then suddenly the process is reversed but even quicker and once I feel myself zooming back into my body I wake up.
Probably one for the weirdos thread!
In it I'm floating looking down on myself from a couple of feet away…then I zoom out a bit and I'm looking down at myself from about 50 feet away, then again and I'm about the height a plane flys and can barely make myself out and then I zoom out again and again progressively getting further away from Earth until I'm at what, in the dream, I think the edge of the solar system is…and I float for about 3 or 4 seconds, it feels peaceful as fuck, then suddenly the process is reversed but even quicker and once I feel myself zooming back into my body I wake up.
Probably one for the weirdos thread!
pi being a transcendental number is very intriguing.
"obviously" you can never calculate the exact area of a circle because on an infinite level the curve can never be a straight line, hence the polygon can never be formed, but it has be calculated to over 1 trillion (10^12) decimal places and it never forms a pattern.
took Archimedes to figure that baby out (polygon), but it seems obvious now.
so what is the rest for?
see the problem is to me (which bothers me daily), you can see the scale of the universe that other people posting in here (http://htwins.net/scale/index.html) have shown from string theory scale to the known universe dimensions needs around -35 to + 26 = 61 decimal places
so why would a constant require more than 69 decimal places without repeat to calculate?
it illustrates that the scale is infinite, the smallest scale is infinite, and the size of the universe is infinite.
"obviously" you can never calculate the exact area of a circle because on an infinite level the curve can never be a straight line, hence the polygon can never be formed, but it has be calculated to over 1 trillion (10^12) decimal places and it never forms a pattern.
took Archimedes to figure that baby out (polygon), but it seems obvious now.
so what is the rest for?
see the problem is to me (which bothers me daily), you can see the scale of the universe that other people posting in here (http://htwins.net/scale/index.html) have shown from string theory scale to the known universe dimensions needs around -35 to + 26 = 61 decimal places
so why would a constant require more than 69 decimal places without repeat to calculate?
it illustrates that the scale is infinite, the smallest scale is infinite, and the size of the universe is infinite.
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