Wonderland is a strange place. There is a wonderland number that is also quite strange.
You must find a way to generate this wonderland number.
- It has six digits
- If you multiply it by 2,3,4,5, or 6, the resulting number has all the same digits in at as the original number. The only difference is the position that they are in.
- Clone or fork this repo
cd wonderland-number- Run the tests with
lein test - Make the tests pass!
Once you have your kata solution, you are welcome to submit a link to your repo to share here in this section with others.
- https://github.com/mwfogleman/wonderland-clojure-katas/tree/wonderlandnumber
- https://github.com/vincentjames501/wonderland-clojure-katas/tree/master/wonderland-number
- https://github.com/julianjelfs/wonderland-clojure-katas/tree/master/wonderland-number
- https://github.com/werand/wonderland-clojure-katas/tree/master/wonderland-number
- https://github.com/priort/wonderland-clojure-katas/tree/master/wonderland-number
- https://github.com/bradlucas/wonderland-clojure-katas/tree/wonderland/wonderland-number
- https://github.com/ivern/wonderland-clojure-katas/tree/master/wonderland-number
- https://github.com/ilyabe/wonderland-clojure-katas/tree/master/wonderland-number
- https://github.com/davidpham87/wonderland-clojure-katas/tree/my-training/wonderland-number
- https://github.com/ultrakapy/wonderland-clojure-katas/tree/master/wonderland-number
If you haven't solved your kata yet - Don't Peek!
Copyright © 2014 Carin Meier
Distributed under the Eclipse Public License either version 1.0 or (at your option) any later version.