2019-11-29
[public] 669K views, 33.8K likes, 401 dislikes audio only
Thanks as always to Jane Street! Here is that blog post about 63-bit numbers.
https://blog.janestreet.com/what-is-gained-and-lost-with-63-bit-integers/
My book is out in North America on the 21 January 2020. Pre-order now!
Here are the numbers:
9,223,372,036,854,775,798 stops
2^63 = 9,223,372,036,854,775,808
7FFFFFFFFFFFFFF6
111111111111111111111111111111111111111111111111111111111110110
Here are the tweets:
Neil Codling @neilcodling
๐ Help, our train home is making 9 quintillion stops.
EIZrPtbW4AA3UL2.jpeg
https://twitter.com/neilcodling/status/1190757074164170758
Daniel @drawRect
Replying to @neilcodling
Thanks for the tweet. What version of the app are you using? I thought we fixed this bug AGES ago.
https://twitter.com/drawRect/status/1191033767760158720
Lia Buddle @LiaBuddle
Replying to @neilcodling
Had the same thing in 2017...
EIc4CNJXsAATexO.jpeg
https://twitter.com/LiaBuddle/status/1190982241914101760
Matt Parker @standupmaths
Thanks everyone who sent me this amazing tweet! So, as always itโs probably a binary overflow problem and sure enough 2^63 = 9,223,372,036,854,775,808 which is close!
https://twitter.com/standupmaths/status/1190940255974760448
We have a free Think Maths magic trick activity that teachers can use to introduce their students to binary.
http://think-maths.co.uk/standupmaths-videos?yt-trains#train-stops
CORRECTIONS
- None yet, let me know if you spot any mistakes!
Thanks again, as always, for Jane Street being my principal sponsor.
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Music by Howard Carter
Design by Simon Wright
MATT PARKER: Stand-up Mathematician
Website: http://standupmaths.com/
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