if you create a regular sized dice that contains a googol numbers, it'll be a sphere with sides so small it breaks the law of physics (probably, I haven't tried)
If I rolled all those dice, the odds of those dice landing on the same number is still greater than: •plugging in the USB correctly first try •having a test without double sided papers •finding happiness in life
I knew it was going to be a huge chunk but I'd never imagine it'd be much bigger than the observable universe. The magnificence of greater numbers are insane.
2:07 By this point, if that amount of dice were just floating next to each other in the middle of space somewhere, gravity would have rounded them into a planet
i dont think so. i dont think dice are dense enough. it would be more like one of those asteroids that are actually just a giant ball of dust floating in space.
@@the_Acaman i know you weren't replying to me but just so you know dice would not form a planet. planets form when particles and materials are attracted to young stars via gravity. overtime the particles accumulate to form planets. dice would not have anywhere near enough gravity to form a planet, and their small size and shape would not facilitate the accretion process required for planet formation.
When counting the volume of a cube, the amount of units also raises to the 3rd power: 🎲 size: 16 mm 🎲 volume: 16³ mm³ = 4096 mm³ Same with "37 quad. cubic light years", which should also be raised to 3rd power.
@@Bober26681 The unit is cubed, but the number is not. 37 quadrillion light years - that's the side length of a cube made of 10^100 🎲. (16 mm x cube root of 10^100). The volume should be 4.84 x 10^46 cubic light years.
0:55 When American use metric system. At left, you have 4 cube of 1 cubic meter, so it makes 4 cubic meters At the center, you also have 4 cubic meter, not 1.6 cubic meter. Because a cube with a side of 1.6 meters is 1.6*1.6*1.6=4 cubic meters.
If you travelled by the zettaverse, the probability of finding our universe and inside our universe find earth and in earth find your house, is still higher than yall finding your lost pegh-
I am going to cry and have a mental break down from this, I feel EVERY EMOTION that human beings have ever felt wrapped into one!!! I want to cry tears of ecstasy, horror, victory, defeat, anger, and sadness all AT ONCE. The sizes of these volumes make me have ALL of these emotions for so many different reasons.
for my calculations it'd probably just be 3.7x10^16ly to the power of 3.7x10^16ly which is probably about a number with quadrillions or quintillions of zeroes
Good visualization! I can't even imagine the horror of what Graham's Number of dice would look like in the same way. Or even the number of zeroes in it. (for comparison, Googol has 100 of zeroes, they can be represented by 5x5x4 dice, but Graham's Number is totally different)
@@GunZnRifles Yes, that would be the next level probably ) But right now, how can it even begin to be calculated? In comparison, Graham's Number is calculatable, you just need enough memory to store its digits or at least its order, i.e. number of digits in it, or at least the number of digits in its order, ot at least the number of, lets say, digits in the height of its power tower, and so on. And its calculation can be done in steps, where every next step requires exponentially more memory (in fact this amount grows much more quickly than exponentially) to store the result, so it is possible to stop at some point and begin to have an idea about the requirement for the next 1 or 2 steps, or at least something to metaphorically compare the result in the next step to. The Three(3) by comparison is not yet calculatable at all.
okay, so it'd just be a sphere yeah? The sides would be of such miniscule size that they'd like be indistinguishable from one another except underneath micro-lenses. More still, the color of the damn thing would probably be gray, or at least some manner of off white. Edit: Referring to a googol-sided die
Or if you were counting the numbers that the dice would have, you can get a extremelly high poly sphere and make it big. Then place the numbers in each polygon. Boom, you made a googol dice that you can actually use, you just need an extremelly powerful pc
I always thought that a island full of plastic would be bad for the ocean, but something tells me that a googol dice would probably not fit in the oceans. (Edit: wait 100 likes in 3 weeks ayyyoooooo)
618 Ton(s) of dice, has it's own gravitational pull from which no string of bad luck may escape. Never thought I'd see a dice:universe size comparison video.
The reason engineering notation is used is to quantify then manipulate extremely large or small quantities. If you did this same thing in reverse from the base unit, even the best theoretical physicists can't quantify or observe the fabric of matter that makes up all of existence
for perspective, if you took two different decks of playing cards and combined them then there would be more than a googol ways to shuffle the big deck
I heard that only about halfway through this list, it already exceeds the number of atoms in the known universe, making the rest of the list truly theoretical numbers.
I was shocked seeing that we got to the observable universe without at 10^100 I could imagine some random number like 100000^100000000 and would be lost where it would go😂
Multiplying by the highest number (6) is equivalent to: 6*10^100 Then (10^100)^6 is bigger. A number past 2^1024 (2^^3). It is equivalent to: 1*10^600 It will be: 1 Novemnonagintacentillion
The Cube Would Be More Than 169.12 Sexvigintillion Cubic Light Years In Volume (Less Than A Googol Meters Containing 100 Duotrigintillion Dice On Each Side…), Which Would Be More Than 6 Unseptuagintillion Times Bigger Than The Known Observable Universe / About 46 Tresexagintillion Times Larger Than The Complete “Cosmic Inflation” Universe… (All Of The Stacked Dice Would Be Less Than 345 Paper Folds In Length, Which Is Why 5.25 < 7.58, Or The Estimated Amount Of Duotrigintillion Meters For Each Of Them…)
I can't find any estimates of how many dice have ever been manufactured in the history of the world. Obviously it would be a massive understatement to say that it isn't even close to a googol, but the question still popped up in my head while watching this and now the curiosity's gonna bug me.
