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Dinkydau
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« on: March 30, 2017, 01:12:03 AM » |
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 Mandel Machine, Mandelbrot set This is somewhat like my render "Golden Ratio tiling" except there are triangles instead of squares, roughly, and there is a morphing at the center that is connected to the tiling. Notice how the tiling looks odd close to the sharp peaks. This image shows what a julia transformation can do to the plane. Magnification: 2^7561.284 1.4903550178318449484728738200504 E2276 Coordinates: Re = -1.25539673868026755865583057881474899884324965805338977974834931161909270753708598428507955786132265725790787341032505996383790425294770009682926760678760038756350899655215102205878644724210739492794886576603695584822056326228944405322883876128043521419784068398650048082189903328094223666928063926518382846840131859485476315478235880711721658003833441256818569046853194430529350784682119536773108833463488393163697761402192429756097387714961858678744874458199522006130576804388906748570341814504336685457587167749548288322872130218471448274839817042698717905831296282896184572296128713908967449798472116056514881888801683939223851000287431323336894442496881378705777070710371054440806027399735639396692322947494320719306470574708085702346217592836955660079971867889777798610664668864742574634950499717744718773283207042687948226229603847906214983193112664398233916204454147724975238550562547821344963081493668638526943588769755260131804899721402074907287731519191451163524738558324798559761025301908168987100951527274712280617758661403864423907751426459851506821125537839398255354437258208725148760906354197699944849968108933608465947163436828331417300771517124475934726602173762300539357803205221245585415774897112143250119426714150301309801319608451015128386035191726911921409455877878074524972060731613571786401216370540706975177651621092906520896665796647089230257511709648826321414635400998938455772429223454925573977621930697636796075847672588969185212087053053108181349608410897392328263641074037370638422842713171865370885525752501270851054922936215247758843441612554173733605068983133288967390278512576317125435856073016415738023888947607111601785315411777998870973224588870831157000745915650340811818424894326691568333333287310663932565094814901141779668577091589977159231317802556812362499811007994432885830314171973035269633162611613719150560321254470550921982493890373265712289506368372242619429278367534066301408804736183112417208921239690694152920285716471700108933703166679275908879135641167270283866791874989692797333223912642355592898942261239801754647548769348903336461818747933068920743148283632266306881018573511463953740275679828863365826198203134232482131820640409927700991821156544305676637683125693206284943518734414060423813465798754462992799430697523597233
Im = 0.38224857379114731727780160618658277870068837021245609010295408004674654682792434651526067447152075016911712054055366594385153982530268591629940094738282878381005830478368034558265856542451001686964767561086991338229754750137888164432857760503555842214222748025269569910342171779788637618093216751365225088244974732240931656948930320932483314069560030252947914416671414075723933875670577050947611642505633422489719007040329288770428757402243349059412605593643265949963772513244211135482494958912615966962376348986136117109044491259528402746005899258602303394927333974607538059934632921409448592026483942987894561898331313170398847213274560540208498080978196884537151786484867735486753128144430866094488699815209010954095152294908726663605582313599516699642043260982989596201950521373657665888156922245012034452507667911384714233976586046957767863867279164854686440895021022140335576849458186739533079907091119760435026551937347806292204466683044092574239012840186428481524219398943802887008041935819677278927676704522741056396257948015133645827160792737869947636479090032335098323726897300010931435172681809140933116797070843783091397880472133475422388098864490610439426060149139216159026208588057288395717243484806167182597013551312010188295824752786932984887460712578604990706454971450496155631761424072659784071238345487466805278971489867754392033632748812447312563394897601361535407192856390587221545771654081274649187234430101177287585350211747493805773283204901741582650483692607104969109485572537275107060195960439335093314127023513241367490068166620554906791774001717991666159176505400523230151821683091826328729376557926320188766146883076918559315535454082956773400405689949643379087530045232955917580766583998251709877442400316338096059478353544725752163596160773833593059946203114921949849385337925897088224267096835539727189957953695650604725670584459478345615025117820704668603117497969156810146795706772328220444509536691189407404386319819509366133216601247025480866130704549612899154869401996166840596106974136261677011932709383792444954406525867356896445713414748391884204484183065722694821005218717482082087096172332556051444206891571881664322252754694587273228380586639882319729340727003245417557444363395896390486793186299739084951434426861761486920154278237706587 |
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quaz0r
Fractal Molossus
Posts: 652
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« Reply #1 on: March 30, 2017, 04:30:27 AM » |
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oooh, i really like it!
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Dinkydau
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« Reply #3 on: March 30, 2017, 01:03:45 PM » |
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Thank you
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knighty
Fractal Iambus
Posts: 819
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« Reply #4 on: March 30, 2017, 01:23:24 PM » |
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Cooooooool!
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youhn
Fractal Molossus
Posts: 696
Shapes only exists in our heads.
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« Reply #5 on: March 30, 2017, 02:59:00 PM » |
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Color-shape-interference all the way!!  |
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DarkBeam
Global Moderator
Fractal Senior
Posts: 2512
Fragments of the fractal -like the tip of it
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« Reply #6 on: March 30, 2017, 03:02:41 PM » |
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Super awesome image
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No sweat, guardian of wisdom!
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Kalles Fraktaler
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« Reply #7 on: March 30, 2017, 06:55:40 PM » |
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I must say, that this is something special and outstanding, and that it is a novelty in the good old over-explored Mandelbrot set. Because these extreme deep views usually have such dense pattern around the julia formation, that the dense pattern almost look like pure noise. But this image is making use of the surrounding pattern, and that is awesome.  |
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Dinkydau
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« Reply #8 on: March 30, 2017, 08:04:41 PM » |
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I didn't even think of it that way. I just wanted to make an image of a tiling more interesting by making a julia morphing in the center. Indeed the tiling has replaced the noise around the shape that would normally be there. That's a nice way to look at it.
Thanks for the replies again.
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simon.snake
Fractal Bachius
Posts: 640
Experienced Fractal eXtreme plugin crasher!
 
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« Reply #9 on: March 31, 2017, 12:06:22 AM » |
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That is pretty impressive.
I copied and pasted the coordinates into Kalles Fraktaler but so far I haven't been able to display the image. What were the maximum iterations?
I'm trying 700,000 (and a few others lower) that just resulted in a black screen so now I'm trying 2,000,000.
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To anyone viewing my posts and finding missing/broken links to a website called www.needanother.co.uk, I still own the domain but recently cancelled my server (saving £30/month) so even though the domain address exists, it points nowhere. I hope to one day sort something out but for now - sorry! |
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Dinkydau
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« Reply #10 on: March 31, 2017, 01:10:15 AM » |
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I used 4100100 and the highest numbers of iterations seems to be around 3217000. You may have figured that out by now.
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Kalles Fraktaler
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« Reply #11 on: March 31, 2017, 09:05:50 AM » |
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I rendered this in 2880x1620 in claude's kf-2.11.1+gmp.20170330.1 in 2hrs 5min, with 3 references.
How long time did it take in Mandel Machine?
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Dinkydau
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« Reply #12 on: March 31, 2017, 11:53:18 PM » |
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About 6 hours for a resolution of 26640×19980. I don't know how many references but not many. It was a pretty easy render. What is the CPU you used? I remember you mentioned somewhere you were using a laptop.
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hapf
Fractal Lover
Posts: 219
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« Reply #13 on: April 01, 2017, 06:29:58 PM » |
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I must say, that this is something special and outstanding, and that it is a novelty in the good old over-explored Mandelbrot set.
Because these extreme deep views usually have such dense pattern around the julia formation, that the dense pattern almost look like pure noise.
But this image is making use of the surrounding pattern, and that is awesome.
<Quoted Image Removed>
There are 2 main factors. First how the all the morphing spreads out the structure (evenly or squeezing a lot into certain areas and leaving a lot of gaps elsewhere) and how you colour the stuff. Even the most chaotic looking structure can be tamed with suitable colouring (and oversampling). This location is quite skipping friendly (~3190000) and one can get away with one reference visually. |
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jwm-art
Iterator
Posts: 171
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« Reply #14 on: April 02, 2017, 12:32:03 AM » |
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Just echoing what KF said above really! Good work :-)
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July 22, 2014, 12:34:05 PM
Deep julia morphing like as the julia set at 0+1i
Ultra Deep Mandelbrot
Dilber MC Theme by HarzeM