gs

Please in order to save solutions and appear on the leaderboards.

Details

A Leyland number is of the form xy + yx where 1 < y ≤ x.

For example, 8 is a Leyland number because 22 + 22 = 8.

Print all the Leyland numbers from 1 to 100,000,000,000 inclusive, each on their own line.

External links: OEIS A076980, Wikipedia

0 bytes, 0 chars
Restore solution
All
Compiled from AT&T syntax to x86-64 Linux. Use syscalls to write output.
Arturo is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
CoffeeScript is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Fennel is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Gleam is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Hare is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Haxe is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Hush is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Hy is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Odin is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Racket is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Rebol is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Rexx is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Rockstar 2 is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
Uiua is an experimental language, no solutions will be saved. Please leave feedback on the GitHub issue.
ctrl + enter or

Delete Solution

Are you sure you want to delete your solution(s) for Leyland Numbers?

If you have separate bytes and chars solutions then both will be deleted.

This is irreversible, please backup any code you care about.

Type I understand and press confirm to continue.