Mandelbrot Zoom #10 || Zooming Into The Coordinates (0,1)

Mandelbrot Zoom Details -

Rendered Using: Kalles Fraktaler
Resolution: 1920x1080
FPS: 60
Zoom Speed:

0:00 - 0.0625x
0:01 - 0.125x
0:02 - 0.25x
0:03 - 0.5x
0:04 - 1x
0:05- 2x
0:06- 4x
0:07- 8x
0:08- 16x
0:09- 32x
0:10- 64x
0:11- 128x
0:12- 256x
0:13- 512x
0:14- 1024x
0:15- 2048x
0:16- 0x

Zoom Depth: 1E1000
Iterations: 100,000
Location -

Real:
0

Imaginary:
1

Music played in this video -

Song: Super Mario World 2: Yoshi's Island - Goal & Score (Piano Cover)

Additional Information:

You could zoom into the coordinates (0,1) infinitely and never approach a "Minibrot". In this video I doubled the zoom speed every second to try to avoid the video becoming monotonous. I believe the coordinates (0,1) may be considered what is called a "Misiurewicz point".

[denelson]

The number _i_ is indeed a Misiurewicz point in the Mandelbrot set.

[TheBoringFamily]

now zoom in at the needle at 810x speed
ok use editor to make 810x speed

[pattern_infinity]

I zoomed into this point with 1E4000x magnification, the deepest Ultra Fractal 6 would let me... and it keeps going.

[TheGamingG]

Suggestion: zoom into (1, sqrt(3)) in the celtic fractal

[SovietUnion-sk]

when it comes to celebration I'm the fastest in master IM THE QUICKEST IN THE NATURE

[royphjd]

go fast go go gogogogogogoofofofofoofofif (shis)