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John Titor's Legacy
Waco Type Event - Bundy Ranch
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<blockquote data-quote="madman17" data-source="post: 84299" data-attributes="member: 5518"><p>Re-read what you wrote please, as you are incorrect in your end result. ELI5 version for those watching: Schwarzschild radius is the maximum mass that can be filled into a black hole given it's size before stuff doesn't go in (Earthmasque, this is a VERY ELI5). Say you had a bucket, everything in that bucket is the black hole, you fill it up with some stuff, and as soon as the stuff enters the bucket, it disappears (because no light can escape a black hole). In this case, the bucket is the size of an electron. Now, eventually that bucket would fill up (assuming you have the bucket 'black hole' contained), and then, no more would go in. Earthmasque, you are arguing that the bucket is filled up when he starts, and he's throwing more into the bucket (which incidentally would make it larger, or it would need to not accept anymore stuff). The Schwartzschild radius is sort of irrelevant, as the starting mass here is unknown.</p><p></p><p>But, for maths sake, I'll do the math, and I love math. </p><p></p><p>We'll use the mass of an electron to do the math initially to find the maximum gravitational radius (Schwarzschild radius, or from here on out, Rs) of a single electron. G is the <a href="http://en.wikipedia.org/wiki/Gravitational_constant" target="_blank">gravitational constant,</a> c is the <a href="http://en.wikipedia.org/wiki/Speed_of_light" target="_blank">speed of light </a>in a vacuum, and m is the mass of the objects we'll be working with.</p><p>Rs = (2Gm)/(c*c)</p><p>Electron mass = m = 9.10938291 * 10(-31)</p><p></p><p>Rs = (2*(6.67×10(−11))*(9.10938291x10(-31))/(299,792,458*299,792,458)</p><p>Rs = 1.2152x10(-39)*8.9876x10(15)</p><p>Rs = 1.3521x10(-55)m</p><p>So, yes, you can fit a BUNCH of electrons being fed into the singularity if it had the 'size of an electron (sic)'. I use 'sic' here to note that he obviously was using the meaning 'classical electron'. Just because you have a bucket the size of a classical electron doesn't mean it's filled.</p><p></p><p>Now, JT wasn't a physicist by his own admission (and neither am I), but I think (assuming his story is real) he did an outstanding job of explaining it to the best of his ability.</p></blockquote><p></p>
[QUOTE="madman17, post: 84299, member: 5518"] Re-read what you wrote please, as you are incorrect in your end result. ELI5 version for those watching: Schwarzschild radius is the maximum mass that can be filled into a black hole given it's size before stuff doesn't go in (Earthmasque, this is a VERY ELI5). Say you had a bucket, everything in that bucket is the black hole, you fill it up with some stuff, and as soon as the stuff enters the bucket, it disappears (because no light can escape a black hole). In this case, the bucket is the size of an electron. Now, eventually that bucket would fill up (assuming you have the bucket 'black hole' contained), and then, no more would go in. Earthmasque, you are arguing that the bucket is filled up when he starts, and he's throwing more into the bucket (which incidentally would make it larger, or it would need to not accept anymore stuff). The Schwartzschild radius is sort of irrelevant, as the starting mass here is unknown. But, for maths sake, I'll do the math, and I love math. We'll use the mass of an electron to do the math initially to find the maximum gravitational radius (Schwarzschild radius, or from here on out, Rs) of a single electron. G is the [URL='http://en.wikipedia.org/wiki/Gravitational_constant']gravitational constant,[/URL] c is the [URL='http://en.wikipedia.org/wiki/Speed_of_light']speed of light [/URL]in a vacuum, and m is the mass of the objects we'll be working with. Rs = (2Gm)/(c*c) Electron mass = m = 9.10938291 * 10(-31) Rs = (2*(6.67×10(−11))*(9.10938291x10(-31))/(299,792,458*299,792,458) Rs = 1.2152x10(-39)*8.9876x10(15) Rs = 1.3521x10(-55)m So, yes, you can fit a BUNCH of electrons being fed into the singularity if it had the 'size of an electron (sic)'. I use 'sic' here to note that he obviously was using the meaning 'classical electron'. Just because you have a bucket the size of a classical electron doesn't mean it's filled. Now, JT wasn't a physicist by his own admission (and neither am I), but I think (assuming his story is real) he did an outstanding job of explaining it to the best of his ability. [/QUOTE]
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Waco Type Event - Bundy Ranch
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