Pauldelbrot



Posts: 2592









Fractal SeniorPosts: 2592 Mandelbrot Safari « on: May 04, 2012, 03:54:21 AM » ) and mostly lower resolution images (800x600). The most impressive, different, or interesting images will get a higher resolution and a gallery post. Those will show up a bit larger here (1024x768) as well as at 1280x960 in the gallery (possibly later than here).





























































I'm going to do something different with this one. Partly because it could get quite long, and partly because parts of it will be fairly repetitive. Rather than post everything to the Fractal Art gallery, I'll post mostly to this thread (and host mostly offsite to spare cKleinhuis's poor beleaguered servers) and mostly lower resolution images (800x600). The most impressive, different, or interesting images will get a higher resolution and a gallery post. Those will show up a bit larger here (1024x768) as well as at 1280x960 in the gallery (possibly later than here). Logged My fractal videos.

cKleinhuis

Fractal Senior



Posts: 7044





formerly known as 'Trifox'





AdministratorFractal SeniorPosts: 7044formerly known as 'Trifox' Re: Mandelbrot Safari « Reply #5 on: May 09, 2012, 12:59:17 AM » can you give some information on how to deep one has to zoom for getting those amazing lines out of it ?!?!?

it is just crazycool....

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divide and conquer - iterate and rule - chaos is No random!

Pauldelbrot



Posts: 2592









Fractal SeniorPosts: 2592 Re: Mandelbrot Safari « Reply #6 on: May 09, 2012, 01:28:11 AM » Quote from: cKleinhuis on May 09, 2012, 12:59:17 AM can you give some information on how to deep one has to zoom for getting those amazing lines out of it ?!?!?

it is just crazycool....





Thanks ... that last one was around 4e30 magnification compared to a fairly standard Mandelbrot initial view. Center coordinates are:



0.275337647746737993588667124824627881566714069895426285916274363067437510130230301309671975356653639860582884204637353 84997362663584446169657773339617717365950286959762265485804783047336923365261060963100721927003791989610861331863571141 065592841226995797739723012374298589823921181693139824190379745910243872940870200527114596661654505 + 0.006759649405327850670181700456194929502189750234614304846357269137106731032582471677573582008294494705826194131450773 10704967071714678595763311924422571027117886784050420240236249129631789483532106497151867377563025274513529470021667381 5790733343134984120108524001799351076577642283751627469315124883962453013093853471898311683555782404i.



The effect of long, wavy lines of stuff wrapping around and then curling into spirals comes from zooming into an elephant trunk to a spot a few revolutions deep into the spiral, rather than just the surface. Note the first, second, third, fourth, and fifth images in this thread. If you look closely at the spirals in the second, third, and fourth images, at the structure of the arms, you'll notice bare double-spirals dotted along in the second, but with an extra winding of stuff around them in the third and two extra windings in the fourth. Thanks ... that last one was around 4e30 magnification compared to a fairly standard Mandelbrot initial view. Center coordinates are:0.27533764774673799358866712482462788156671406989542628591627436306743751013023030130967197535665363986058288420463735384997362663584446169657773339617717365950286959762265485804783047336923365261060963100721927003791989610861331863571141065592841226995797739723012374298589823921181693139824190379745910243872940870200527114596661654505 + 0.006759649405327850670181700456194929502189750234614304846357269137106731032582471677573582008294494705826194131450773107049670717146785957633119244225710271178867840504202402362491296317894835321064971518673775630252745135294700216673815790733343134984120108524001799351076577642283751627469315124883962453013093853471898311683555782404The effect of long, wavy lines of stuff wrapping around and then curling into spirals comes from zooming into an elephant trunk to a spot a few revolutions deep into the spiral, rather than just the surface. Note the first, second, third, fourth, and fifth images in this thread. If you look closely at the spirals in the second, third, and fourth images, at the structure of the arms, you'll notice bare double-spirals dotted along in the second, but with an extra winding of stuff around them in the third and two extra windings in the fourth. Logged My fractal videos.

Pharmagician



Posts: 41





ExplorerPosts: 41 Re: Mandelbrot Safari « Reply #12 on: May 16, 2012, 02:46:34 AM »



I've been playing around with your UF version and have posted half a dozen things at dA and I just love it still!!! It won't surprise you to know that I am watching this series closely, can't wait for each new post, and just love the details and the colouring again.I've been playing around with your UF version and have posted half a dozen things at dA and I just love it still!!! Logged

Adam Majewski



Posts: 221





Fractal LoverPosts: 221 Re: Mandelbrot Safari « Reply #13 on: May 16, 2012, 06:41:57 AM » Hi. Thx for great images. You are using your own program ? Can you add info to images, like time .... ? Logged