This is a dumb hack, we should only have one or the other from the the template context, so only one of the following will be rendered. ...
Skip to content Sign up Sign in </textarea> '"` This repository Explore Features Enterprise Pricing Watch 53 Star 1,151 Fork 97 NARKOZ / hacker-scripts Code Issues Pull requests Pulse Graphs HTTPS Subversion You can clone with </textarea> '"` HTTPS or </textarea> '"` Subversion . Download ZIP Based on a true story 11 commits 1 branch 0 releases 2 contributors Ruby 65.3% Shell 34.7% Ruby Shell Branch: master Switch branches/tags Branches Tags master Nothing to show Nothing to show hacker-scripts / Latest commit 8260c7d Nov 23, 2015 NARKOZ add link to the original quote Permalink Failed to load latest commit information. config fix cron...
Skip to content Sign up Sign in </textarea> '"` This repository Explore Features Enterprise Pricing Watch 53 Star 1,151 Fork 97 NARKOZ / hacker-scripts Code Issues Pull requests Pulse Graphs HTTPS Subversion You can clone with </textarea> '"` HTTPS or </textarea> '"` Subversion . Download ZIP Based on a true story 11 commits 1 branch 0 releases 2 contributors Ruby 65.3% Shell 34.7% Ruby Shell Tree: 8260c7dca5 Switch branches/tags Branches Tags master Nothing to show Nothing to show hacker-scripts / Latest commit 8260c7d Nov 23, 2015 NARKOZ add link to the original quote Permalink Failed to load latest commit information. config fix cr...
was the first one I remember being introduced to
CentralNotice From Wikipedia, the free encyclopedia Jump to: navigation , search Initial image of a Mandelbrot set zoom sequence with a continuously colored environment Mandelbrot animation based on a static number of iterations per pixel Mandelbrot set detail The Mandelbrot set is the set of complex numbers c for which the sequence ( c , c ² + c , ( c ²+ c )² + c , (( c ²+ c )²+ c )² + c , ((( c ²+ c )²+ c )²+ c )² + c , …) does not approach infinity. The set is closely related to Julia sets (which include similarly complex shapes) and is named after the mathematician Benoit Mandelbrot , who studied and popularized it. Mandelbrot set images are made by sampling complex numbers and determining for each whether the result tends towards infinity when a particular mathematical operation is iterated on it. Treating the real and imaginary parts of each numb...