End of the Line Video
This Mandelbrot zoom was intended to to be more a mathematical curiosity than artistic work. However, it proved to be more popular than I expected. It is a journey of infinite line work.
We explore the most negative part of the real number, where the features are more sparse and more symmetrical. It's interesting to explore the end of this line, because you will find very small mini-brots on the line if you dive deep enough. The video is truly symmetrical from top to bottom. At the centre of the video is the real number line.
Location
Fractal: Mandelbrot (Power 2)
Real: -1.99999448488549867428401441643683795102899538102902580324795342945604162962465026042603051902985842646249953510033412012870163506133527611316456992016236456776519655813990262063581327180660478125086264132681575110267264042604739834139915976095802882600062026461852230249626693722284748450711764388299183881389086081031315206905563519792902262181330947585192715453649151051779006232917721787959720694534229460433476498589098901844934596776620772627101970902762768835049777093575563159176047446122779786657620643652452659847712504583823630051458931326564147303538244150941484718807287471951353256718899707308282003779841446265147058161973704889532775078291061997199756543440639882852257856735592312514444936688337427366930467714251631082785568754403933698374918743560899948699557180802691110414289421888325009239671123407561148275175154779372502194822643235505761875407404451392480455
Imaginary: 0.0
Zoom: 6.2e429
Music
KFR File
Download the End of the Line .kfr file. You can render this video yourself using Kalles Fraktaler.
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