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What Is Beyond The Edge?

48m 8s6,918 palavras1,112 segmentsEnglish

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take a deep breath

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there are about 56 stilian atoms in

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every breath that you breathe in that's

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a five followed by 22 zeros seven

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octilian atoms make up your body that's

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a seven followed by 27 zeros the whole

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of planet Earth is composed of 100

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quindicillion atoms or a one followed by

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50 zeros in the entire observable

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universe 46 billion light years across

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there are thought to be up to 100

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000 quadrillion vigintillion atoms or

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one followed by 82 zeros

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and the biggest number in the cosmos can

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actually be arrived at by dividing the

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total volume of the observable universe

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by the smallest possible unit of volume

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the Planck space

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fighting everything we can we can see

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into minuscule cubes we end up with 1

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times 10 to the power of 185.

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of those cubes

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and yet that is not yet the biggest

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number that humans have conceived

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take for example the Goliath that is

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tree three

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as Antonio Padilla physicist at

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Nottingham University puts it everything

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you think you know

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is dwarfed into nothing

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welcome to the game of trees

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you start with a colored seed which can

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give rise to a tree whose branches and

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in seeds that can Sprout their own trees

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the goal is to make as many trees as

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possible and there are two main rules

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the first tree must contain one seed the

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second a maximum of two seeds the third

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a maximum of three seeds and so on at

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each level the tree can contain less

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than the maximum number but that maximum

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is fixed to correspond to the level

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you're at secondly the game ends and the

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forest dies if you create a tree that

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already exists within the forest so if

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you repeat a pattern of colored seeds

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that are linked together no matter how

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far away it is in the forest it is game

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over mathematicians have played this

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game with different numbers of seed

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colors tree one allows only a Single

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Seed color and the forest dies at the

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first tree the second seed you add is

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necessarily a repeat of the first tree

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two canasta Three Trees starting with

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one color you make a tree that contains

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two branches both of a second color the

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next tree has just one branch by The

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Next Step all possible combinations of

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two colors have already been used and

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you can't avoid building a tree that's

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already been seen

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but then you come to tree three

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uses three colors

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and tree three is different whereas the

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previous forests died disappointingly

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quickly a forest of three colored seeds

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grows for an extraordinarily long time

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mathematicians have proved the game must

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end at some point but they've not been

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able to count the trees it would take to

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get there they've not been able to

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because if they did

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their brains would implode as Antonio

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Padilla goes on to say in his

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exploration of huge numbers for a while

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you feel nothing untoward a string of

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digits growing larger and larger in your

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mind's eye and then it happens

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just trying to imagine a number that

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large is more than the human brain can

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take trying to hold that number of

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digits in your head would result in a

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black hole forming from the sheer

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quantity of information crammed inside

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indeed faced with all the digits of tree

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three scientists believe that the entire

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observable universe will also suffer the

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same fate

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and so the solution to tree three is

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without a doubt a mind-bendingly

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enormous number but it is still a finite

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number and so it is still smaller than

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infinity

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in fact however big the solution to tree

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three is it is much much closer to zero

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than it is to Infinity whereas counting

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to the top of tree three may be a

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foolish thing to attempt it isn't futile

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because there is an end but Infinity has

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no end

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it just keeps going without reprieve for

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every digit every object every anything

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no matter how large there is another

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waiting in line and another and another

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so what happens when you keep going

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is the universe itself infinite

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and what would it mean to live in a

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universe that never ended

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take a deep breath

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things

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are about to get weird

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foreign

5:13

Albert Einstein once said that politics

5:16

is more difficult than physics ground

5:19

news have kindly supported this video

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and they are the world's first news

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comparison platform because though

5:26

Einstein was exaggerating a little

5:28

discovering the truth behind what your

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forward slash hotu thanks to ground news

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6:33

around 530 BC in the small town of

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Croton in southern Italy a secretive

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Band of Brothers Meats in a lamplet room

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whispering in hushed tones while they

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wait for their illustrious leader to

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make his appearance

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their conversation is impassioned and

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reverential like that of any cult but

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these men do not speak of gods their

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concern is with the human soul with

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geometry and above all else

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with numbers

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as their Master emerges from the Shadows

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his disciples fall silent to better hear

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his latest Doctrine for everything that

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the great Pythagoras utters must be the

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absolute truth

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foreign

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wasn't uncommon for Scholars and their

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students to worship philosophical and

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mathematical Concepts but the

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pythagoreans took things to a new level

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believing in the transmigration of the

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human soul into the bodies of animals

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followers were strictly forbidden to eat

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meat as such the Cults were thought to

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be among the first ever vegetarians

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although this would have been a

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challenge as they believed a small part

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of a man's Soul was lost every time he

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passed gas Pythagoras preached that the

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only escape from this endless cycle of

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death and animalistic reincarnation was

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to seek higher knowledge of the universe

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and so the pythagoreans built a Doctrine

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around numbers in their reverence of the

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rational the pythagoreans sought to

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support their worldview by demonstrating

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the utility of the counting numbers 1 2

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3 4 and so on whereas on wieldy

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ungraspable irrational numbers were evil

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defined by darkness and maleficence in

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the cosmic battle of light over darkness

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that which was unlimited was to be

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abhorred and avoided at all costs

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but it was in Geometry that the

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Pythagorean Doctrine began to crumble

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the closer they looked the more they

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realized that not everything could be

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explained so simply when attempting to

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calculate the length of a Square's

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diagonal there was no neat and tidy

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solution that equated it to a ratio of

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two counting numbers the results was

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always irrational always inelegant

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