A polyquine is both quine and polyglot.1 You are to write a quine which is valid in at least two different languages. This is code golf, so the shortest answer (in bytes) wins.
1 I made that up. Or rather, Geobits did. Apparently, he wasn't the first one either, though.
Rules for Quines
Only t...
- Made of boxwood.
- Resembling box (the wood).
- plural of box (“computer”)
- third-person plural present indicative form of boxar
- boxen (third-person singular simple present boxt, past tense boxte, past participle geboxt, auxiliary haben)
- to box (strike with the fists)
- boxen (past participle geboxt, auxiliary verb hunn)
- to box
A standard, solved, 3×3×3 Rubik's Cube has 6 differently colored faces, where each face is a 3×3 grid of squares of one color. The white face is opposite the yellow, the red opposite orange, the blue opposite green, and when white points upward, red is to the left of blue:
Imagine an ant sits ...
The Thue-Morse sequence goes like 01101001
The way you generate it is:
Start by taking 0.
Negate what is left and append it to the end.
So, take 0. Negate it and add that to the end - 01
Then take that and negate it and add that to the end - 0110
And so on.
Another interesting property of t...
So, recently, I found myself reformatting my code for Vitsy to using anonymous class instances for commands rather than the normal method approach. For those who don't know, anonymous class instance syntax looks something like this:
...
private abstract static class SomeClass {
public abstra...
No more re-typing the same comments over and over!
This script adds a little 'auto' link next to all comments boxes. When you click the link, you see a popup with 6 configurable auto-comments (canned responses), which you can easily click to insert.
This script was inspired by answers to thi...
'Tis the season...
And it's about time I posed my first question on Mathematica Stack Exchange.
So, here's an holiday quest for you Graphics (and P-Chem?) gurus.
What is your best code for generating a (random) snowflake in Mathematica?
By random I mean with different shapes that will mimic the ...
Similarly to eykanal's answer, although demonstrating some interesting facts about medians and geometry as well. It demonstrates that $\displaystyle\sum_{n = 1}^{\infty}\frac{1}{2^n} = 1$:
