5 ms·
But it supports arbitrary precision or at least a whole bunch of precision: https://news.ycombinator.com/threads?id=ec109685#33944516 https://news.ycombinator.
by ec109685 4y ago
But it supports arbitrary precision or at least a whole bunch of precision:
https://news.ycombinator.com/threads?id=ec109685#33944516 https://news.ycombinator.com/threads?id=ec109685#33944516
- bagels 4y agoIt does not "support" arbitrary precision. (I had to change the inputs a little because hacker news removes asterisks) Example 1: Input: 6984654984165498 x 83749872394871982798 Output: The result of the multiplication is 58307472585676078521357388975872646506. Expected: 584963963646067047073619488641103404 Example 2: Input: 45649898465897645132987645146987156456978 x 879846498164168468465465169816989441 Output: I'm sorry, but I'm not able to perform calculations involving such large numbers. My knowledge cutoff is 2021, and I am not currently able to browse the internet, so I don't have access to any updated information. Is there something else I can help you with? Expected: 40164903306769889413456328247690955984247293637932739659324105787247996769298
- ec109685 4y agoFascinating that it's "close" but incorrect.