Kalles Fraktaler
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« on: January 20, 2014, 05:03:14 PM » |
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I promise, I will never torture you with a deeper movie than this And sorry for the bad music, it's probably just some boy sitting on his room playing with his untuned instruments... because I didn't want to waste any good music on this long and almost unwatchable movie. But I still wanted to make a new depth record that stands for a while!
http://www.youtube.com/v/WgzW_jr0xSw&rel=1&fs=1&hd=1I had to update my floatexp class (used when deeper than e4920) so that it is based on 2 instead of 10 and masks off the exponent and handle it separately. That made it much faster than before, which was necessary to be able to complete this render in reasonable time. The location is not the trivial on the imaginary axis, but was found automatically with my "Non-exact find Minibrot" halfway and then "Find Minibrot" for the rest. Here is the location parameters: Re: -1.99998588117259620670407604775614559150672795464568671546481237222992775501011195323707719903333174302196725943094632346895116291367038324093877788301447988166182255044554491872309188095577998715453415842115841100945624225634748939408972913628362157469867877593737533061362361558017439302399873532709404950721679544458670689769842294533292718355206857568620748292304595382911451030247990619271546382419371501836974386618189294770862746145410339890608653615282316523474055027299313564644645001254886779519060368883552433194987773417900162866019374285851149125488836541383062144728735478551619677893848696013185680116831999401073954399677438786546041674701667152922112028815047237432755050277341078648905476903836103751293450955307252580872592393929278834142678171859365489013943713764488251788176016442158331674558680983362406185888368410306651455750817452990490265297946847532097709792873059466757510234298176905951929122693480373302768040042554576098087188629059747643340786001300224768416575087156705698472582946984097401609410341134374744078603786746331817134274983746114450517995254459094586826720152989428976983487663474595303200811396349200015550934278665240516933634097960112494872444572136230014090357511923042731606125631555078135687208809530908342124663028093296821883583573459358697073628869161796741471631664338504712491705479882628128756384570342362956893913841344136419718739477879037194634465885433039628414043098819222900332083871188022964663312463710583835588060567298885500125966038310418367559334178616171134128531108174279803391895190095844803703627269041279756611176398572776285886909940287628144345824545432583447675858756166396723326196999472812820824239652274784759475564464448759888090647326252628376727413558729727449417817778140916689654932438976239865240298207049567277862112579427214363837846674116096013367648231816835988311886859240740529312267515062673729965441527258079743965723461612143500001698723665529458821222606948243243184603420612672194950004865295770436999593536345918427983499557969184445344945872322887540911948444280714345258315931154542740240036120158675110666043643668102950858846778938595615828980697475212586926808518883798178349802860672451379405442694152675367960197570536018451989414734164759082673335606365806431237418442702633570638603916274484450947062103766178549149331517080915278565752829770958584465093795916829387433807401092228436713809959217883380709688309938120552244977854769440618216124101692027748413631889959944041798605816920631692199982820327818377690277746687949365894159165613091012919533599777841809179225597284841910695493673502965220198020788358805589935822728287915747317688094522070112435982964802548852091778233037083128139044622020699648989419091137165913817683117984060723571157692066523025313964951339382624632913146164027375764553827132734225793610868036006022686324858024467822382541989340992083693190489192014778984679396937830598824108098532835651821219549962084608281432282800726469257644467969183188001560819911599978686674083041263080382675433146005584346818815596815802000368790185925678004927961697087091941068270291707454403090922948091658762704635613886947421077283582303680881266347475886617856369832526011184991770155664624769758823991562129497692820192714887103386535498736242089267801966402325878246231479385988300131306256395495767407833572369842769825181171497082081074779871298098527500604679086031954201401175938262477349322912099796492877932772541852230201106447761163626065868158734890838482308275699998978153413128237080124532658441317197294068556707629732153677953553842120023004601773934091514404775556333239221935900367188603867245241909683878595867646284612205243249013949419761954263983633806877498601212527282056067626077212534879496610275839689825019887472276315612107221408981504623345049396445839151556654686112331729485259245906020108990196557385120114999696849999674880480222957598634663104195601978844541574840696275444325818719039910318568083633849651514771589562756910491147056668184139949265423630603004661399206708087152157333074413189801666823669072386857246364006063306968648861779500855218257456625253235091372357779947303193254451296087799685358883956531216831762681544577143462588985285905936268911206262566202650983081991432463955202047614149942446574208816444608252353423313731176547980294319731510643053375862692292519721622816803805544819312982727649032036953262797814967535019487403119731904527609141604907273165766788303868315716227872215051777302177525592131074773064958378954415202256685786614944649514035553532748150867365748221287249397186018792685869225862938001110160189201985340407772251288670928386444114040060865070355465303643971774400061082919688508288200541114504587723170317154232237307670427673792485706856556429798956775358636026602327824481532678002459381127722385954431071675160967382033899221791845334406952591968866586178309083738465040515707275498554343325017447772866340644009365499957599924462399187292514861196514077337040784683428978092951282367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Im: 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124228356493290929780710636635872560759493 Zoom: 1.72605993028E10002 Iterations: 1500000
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cKleinhuis
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« Reply #1 on: January 20, 2014, 05:17:50 PM » |
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dude, congrats , render time !? i am just going to watch the end of it now
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divide and conquer - iterate and rule - chaos is No random!
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cKleinhuis
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« Reply #2 on: January 20, 2014, 05:19:16 PM » |
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ehrm, you didnt mention the speed of the zoom, could not watch it for more than 10 seconds and the low quality
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divide and conquer - iterate and rule - chaos is No random!
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Dinkydau
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« Reply #3 on: January 20, 2014, 05:26:59 PM » |
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Can you upload the original video file?
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Kalles Fraktaler
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« Reply #4 on: January 20, 2014, 06:25:02 PM » |
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ehrm, you didnt mention the speed of the zoom, could not watch it for more than 10 seconds and the low quality I said almost unwatchable movie, maybe I should have excluded "almost"? Still, it's 46 minutes long and it was not meant to be enjoyable, only prestige Can you upload the original video file?
OK, I will, but unfortunately it also has low resolution, because the key frames in the end of the movie were rendered with only 320x180 pixels. It still took some awful lot of time, perhaps 2-3 months if I hadn't stopped it from time to time to render more interesting stuff. I started the render in September, but also finding the minibrot took some month.
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Dinkydau
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« Reply #5 on: January 20, 2014, 07:57:25 PM » |
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When you were working on kalles fraktaler, I said: That sounds very interesting, asdklfjdf!
Let's see how long it takes for someone to render a zoom to e10000.
It has been done!
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« Last Edit: January 20, 2014, 07:58:56 PM by Dinkydau »
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cKleinhuis
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« Reply #6 on: January 20, 2014, 08:06:37 PM » |
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nevertheless, it seems it is a ridiculous deep mandelbrot i am going to check it now out with your program
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divide and conquer - iterate and rule - chaos is No random!
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cKleinhuis
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« Reply #7 on: January 20, 2014, 08:12:09 PM » |
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hmm, it is located near x axis, ok, hmm, but how to insert such a number to your program ?! when copying it, it somehow cuts off the end of the number
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divide and conquer - iterate and rule - chaos is No random!
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youhn
Fractal Molossus
Posts: 696
Shapes only exists in our heads.
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« Reply #8 on: January 20, 2014, 09:34:17 PM » |
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Perhaps something to do with "...wanted to make a new depth record that stands for a while! grin"
@Dinkydau, that actually did not take very long.
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Kalles Fraktaler
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« Reply #9 on: January 20, 2014, 10:06:53 PM » |
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It has been done!
Yeah, I begun searching for the final minibrot about then No, this was way before that, I made my e5000 in between, and many other things. June seems long time ago. I begun searching for this minibrot in August. hmm, it is located near x axis, ok, hmm, but how to insert such a number to your program ?! when copying it, it somehow cuts off the end of the number I put it for download here http://biphome.spray.se/karl.runmo/e10000.kfrIt is not on the x-axis, which is a cheat I did with my e5000 movie. But the path is mostly found by the program and not manually. A warning, it takes hours just to calculate the reference point, 1.5 million iterations with 10002 decimals. Even though my arbitrary precision code, that I published on codeproject.com, is faster than all others I compared it with (which doesn't include what's in Fractal eXtreme...), and I have updated this code further since codeproject.com and optimized it for fractal computation by removing exponent and make all numbers aligned, so it is at least 2 times faster, it takes long time. Also the "arbitrary exponent with double precision" class is updated and more than twice faster, but I started the render before that. I will put it in next version.
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« Last Edit: January 20, 2014, 11:22:49 PM by Kalles Fraktaler »
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Kalles Fraktaler
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« Reply #11 on: January 24, 2014, 05:39:28 PM » |
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I changed the audio on this movie. The previous was terrible... Even NOISM use tuned instruments...
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TheRedshiftRider
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« Reply #12 on: November 04, 2014, 08:19:27 PM » |
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Amazing video. But what was the zooming speed, how many frames for every keyframe?
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Motivation is like a salt, once it has been dissolved it can react with things it comes into contact with to form something interesting.
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Kalles Fraktaler
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« Reply #13 on: November 04, 2014, 11:23:41 PM » |
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Amazing video. But what was the zooming speed, how many frames for every keyframe?
Most of these frames were rendered with zoom level 4 instead of 2. And then I think 4-5 movie frames per key frame.
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hapf
Fractal Lover
Posts: 219
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« Reply #14 on: February 03, 2016, 02:40:50 PM » |
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Why is a point on the real axis cheating? And why did it take so long to find one not on the real axis? Or did it need to have other special properties beyond not being on the real axis?
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