Try to imagine an irrational number between 0 and 1, represented in decimal, such that nowhere in the infinite sequence of digits does the same digit repeat twice in a row. Does such a number exist? If so, show why. If not, show why not.
A myriad of sillies who didn’t write in
Answer: The [little]prince lives on a spherical asteroid with a circumference of 400 paces.
Errata: Jae Young-Park solved February’s puzzle as well and was not credited in last month’s issue.
Send in your solutions (with proofs) to firstname.lastname@example.org. If you are correct, you will be given the highest of accolades: your name mentioned here, next issue.