TWC 160: Mystic/Math Balance
In which we pine for The Good Place, while visiting The Bad Place.
In which we pine for The Good Place, while visiting The Bad Place.
In which we reach the first plateau of clever, then (unfortunately) stop climbing.
(Still editing)
In which we search for a needle in a lendee
(or maybe a chatchka in a haystack),
and delight in some lazy CPAN comfort.
In which we see Leonardo outside his native Nums, and that the World is not made of Ones.
(Placeholder; still editing)
(Currently editing)
In which we see that you don't need all the Fibs, and have trouble turning 21.
Given an input $N, generate the first $N numbers for which the sum of their digits is a Fibonacci number.
(i.e. Generate OEIS A028840)
(i.e. Generate OEIS A287298)
Given a number base, derive the largest perfect square with no repeated digits and return it as a string. (For base>10, use ‘A’..‘Z’.)
In which we see that you can spell "numbers" without an e
, and realize that first
implies an ordering.
In which we bravely overcome ambiguity, and dodge two approaches in the face of (O³).
In which Raku solutions give shape to Perl solutions, and vice versa, and then Raku does what Raku does best.
Task 1: Swap Nibbles - basic and extended solutions in Raku and Perl.
Task 2: Sequence of symbols 123 without adjacent 1’s. Solutions in Raku and Perl, then a radically different approach that I would have never discovered in anything but Raku.
"Util" on IRC and PerlMonks.
Frequent speaker on Perl and Raku, but infrequent blogger.