i found the last minecraft seed you can ever get !!! hope you enjoyed the video, don't forget to like and share the video! Thank you!!! the last seed: 9223372036854775807
you spent the first 90 seconds talking about why if a bigger youtuber made the video it would be relevant, talk for another 120 seconds about numeric seeds, show that the answer had always been in a random forum post and finally added the backrooms for some reason, why is this the last seed? because thats the limit of the 64bit integer
Hello, I just wanted to let you know the significance of the number of the last Minecraft seed. In Java, there are many ways of storing number values that take up different amounts of space. The largest one that provides integer values is the *long*, which uses 64 bits to store a number. Since each bit has 2 states, there are 2^64, or 18,446,744,073,709,551,616 (over 18 quintillion) values that this number can take. However, as you have discovered, seeds can have negative values. What you didn't show, but I know you're aware of due to other comments, is that a seed can also be 0. Thus, we need to store both positive and negative numbers, as well as 0 (which is neither!). We split all our possible values in two, one positive and one negative, so each side has 9,223,372,036,854,775,808 (2^63) values. However, on the positive side, we decide to take away one possible value to reserve for 0. Hence, we get 9,223,372,036,854,775,807, or 2^63 - 1. The use of 9,223,372,036,854,775,807 for the backrooms likely stems from a similar idea, as, when attempting to add one to our 2^63 - 1, we actually completely run out of space in our number, or so claims the computer. I don't know anything but the premise for the backrooms, so I imagine that getting through this level would somehow "clip you back in" to reality? Or, as would happen in an actual computer, going past this number would actually send you to -9,223,372,036,854,775,808, the lower limit for a 64-bit signed integer (a long, in Java). I am very curious as to what the seed itself contains; I imagine at these more extreme values, there's plenty of overflow in some of the underlying calculations of feature placement.
Thank you for watching the video until the end. Also, thank you for taking your time to drop this long and informative comment :) I'm glad you enjoyed the video
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4:16 this is literally the funniest part of the video
you spent the first 90 seconds talking about why if a bigger youtuber made the video it would be relevant, talk for another 120 seconds about numeric seeds, show that the answer had always been in a random forum post and finally added the backrooms for some reason, why is this the last seed? because thats the limit of the 64bit integer
Well that is the maximum number for a seed !?
Nice video and unique concept
Last minecraft seed ❤😮
Amazing video i love it!
Very nice video, enjoyed and liked
Thanks for the like.
I'm glad you enjoyed it
good vid dude
Thanks dude
Fun vidoe, friend.
Do we have a seed 0 and seed -0?
we do have seed 0 but not minus one
@@theSayad oooh nifty, I bet thats why the negetive seeds go 1 further then the postive seeds
@Catlord98765 yes that's actually the case !
when this video inevitably gets stolen for a mid short, Ill have your back
Thank you 😊
Also thanks for watching
Hello, I just wanted to let you know the significance of the number of the last Minecraft seed.
In Java, there are many ways of storing number values that take up different amounts of space. The largest one that provides integer values is the *long*, which uses 64 bits to store a number. Since each bit has 2 states, there are 2^64, or 18,446,744,073,709,551,616 (over 18 quintillion) values that this number can take.
However, as you have discovered, seeds can have negative values. What you didn't show, but I know you're aware of due to other comments, is that a seed can also be 0. Thus, we need to store both positive and negative numbers, as well as 0 (which is neither!). We split all our possible values in two, one positive and one negative, so each side has 9,223,372,036,854,775,808 (2^63) values. However, on the positive side, we decide to take away one possible value to reserve for 0. Hence, we get 9,223,372,036,854,775,807, or 2^63 - 1.
The use of 9,223,372,036,854,775,807 for the backrooms likely stems from a similar idea, as, when attempting to add one to our 2^63 - 1, we actually completely run out of space in our number, or so claims the computer. I don't know anything but the premise for the backrooms, so I imagine that getting through this level would somehow "clip you back in" to reality? Or, as would happen in an actual computer, going past this number would actually send you to -9,223,372,036,854,775,808, the lower limit for a 64-bit signed integer (a long, in Java).
I am very curious as to what the seed itself contains; I imagine at these more extreme values, there's plenty of overflow in some of the underlying calculations of feature placement.
Thank you for watching the video until the end.
Also, thank you for taking your time to drop this long and informative comment :)
I'm glad you enjoyed the video
cool
hello
Hello 👋🏻
they should add an easter egg if you load this seed up
Yes you're right it would be nice also thanks for watching 👀
Please don't improve your English speaking skills. It's perfect as is. Genuinely.
Ok thank for the feedback lol.
But can i ask what accent do i sound?
Nice ❤
Glad you like it
You got a new subsciber
Thanks for the sub
Hope you enjoyed the video
the 64 bit max limit integer
Yes
this is awesome
Thank you very much 😊
Take the potato out of your mouth before recording a video
Is the voice that bad ?!?!
I put an effort into making it better