OK, a little different from our normal posts but I think you’ll enjoy. From what I understand this problem arose in the year 1998 and was posed as a mathematical problem for a student’s homework. This is how it works, by taking 1998 and only adding SYMBOLS to the numbers (as shown above) you must make every number from 1 to 100. The image above should allow you to understand what things you are allowed to do, but feel free to sound off in the comments if you’re confused. If you make it I expect feedback as I’m stumped on some.
(Apparently 0.9 repeating is defined as 1, or so I’m told)