Don't just shorten your URL, make it suspicious and frightening (2010)
shadyurl.com
shadyurl.com
I love this site. There is no good reason to use this, other than to show how crazy the normalisation of URL shorteners really is. You have no idea what's behind a link anymore!
There are hundreds of people out there painstakingly training corporate users not to click on links which look like this, with little success. This lets them create evil URLs on demand.
1. https://aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa...
On a more serious note, I wonder how many thousands of other purely fun sites that offer no useful service have been forever lost. Hosting requires periodic maintenance (e.g. hosting fee payments, domain name renewals, SSL certificate updates). I bet a lot of sites like this disappear after a year or two when their creators either forget about them or are unwilling to continue maintaining them.
Due to this specific site’s dynamic nature, it cannot be captured by the Internet Archive. When it’s gone, it’s gone.
Edit: 01:10:36 if anyone wants to try to beat my first attempt. Shouldn't be hard.
More fun than you'd think!
This site, or maybe its predecessor is included. I heard about them from a dekcon talk years ago about geocities getting murdered.
It will be in there as required, but people are much less likely to click it.
It's about repeated calls e.g.
a.f(x).f(x)
results in the same state as a.f(x)
Not about repeated application. E.g. f(f(x)) = f(x)> the property of certain operations in mathematics and computer science whereby they can be applied multiple times without changing the result beyond the initial application
Perhaps my maths background is influencing me here, but isn't that the commonly used definition when talking about code?
For this URL shortener, if http://www.5z8.info/super-nsfw_g0v1ba_hot-older-goats.mov (from above) points to http://shadyurl.com/, then shortening http://www.5z8.info/super-nsfw_g0v1ba_hot-older-goats.mov should also return http://www.5z8.info/super-nsfw_g0v1ba_hot-older-goats.mov. It's not enough for it to always return the same URL for the same input (which it also doesn't appear to do).
As other posters write, “idempotent” means that recursively applying the function returns the same result, e.g. f(f(x)) = f(x). (The site is also indeed not idempotent, since entering a shady URL will not return the same shady URL.)
Coincidentally I like your username.
No, you are not the only person. That is statistically impossible.
EDIT: It does not recognize the denormalized URL either (xn--…), so maybe it’s the wedding TLD.