An archived instance of discourse for discussion in a Fractal Introductory Colloquium.

Post a groovy image of the Mandelbrot set

mark

Get googling and find some Mandelbrot set generator and post a cool picture with coordinates! Here's mine:

That lives in the rectangle with the point $-2-0.1i$ in the lower left and the point $-1.3+0.1i$ in the upper right.

icrawfor

Coordinates are
$x: -0.750222, -0.749191 $
$y: 0.031161, 0.031752$

Vanderbilt

I found a very versatile tool at http://arachnoid.com/mandelbrot_set/
This tool allows you to center a particular part of the image by clicking on it and then zoom in or out by scrolling up or down with your mouse.
Here's the image I found, coordinates included:

It sort of looks like a ghost's or a snail's tail to me. Or perhaps the spiral on a seashell.

I thought it was very interesting to see the variation in color and shape present in this figure, and I look forward to exploring this phenomenon further :slight_smile:

dcutchen


x0=-0.34853774148008254 y0=-0.6065922085831237
x1=-0.34831493420245574 y1=-0.606486596104741

tmorse

I too used http://arachnoid.com/mandelbrot_set/ and got this lovely thing here.

sjenkin1

Alright, here we go!


Cords:
m: 2.633507e+9
x: -4.621603e-1
y: -5.823998e-1
Where x and y Represent the center, of the image and m is the zoom factor, I Assume.




The site is here, If you want to use it too.

cbozarth

I got this groovy piece of art at:
m: 3.354786e+3
x: 2.613577e-1
y: -2.018128e-3


Chief_Keith


m: 6.290223e+3 x: -1.186592e+0 y: -1.901211e-1

Where (x,y) is the location and m is the magnification

jhoneyc1

Here it is in all of it's beauty.
The coordinates are x: -1.027705e-1 y: -9.475189e-1

hcary

eolberdi

afreundt

Approximate coordinates: -0.5577- 0.6099i

katyagreb

Here is my groovy picture:

lgibbs



cjohns11

This is the Mandelbrot set that I wanted to go with.
$x:-0.59990625$
$y:-0.4290703125$
$Zoom:1024$
This is the website that I used: http://www.jakebakermaths.org.uk/maths/mandelbrot/canvasmandelbrotv12.html?xCentre=-0.59990625&yCentre=-0.4290703125&zoom=1024&width=500&height=450&maxiter=4500