Logo by LAR2 - Contribute your own Logo!

END OF AN ERA, FRACTALFORUMS.COM IS CONTINUED ON FRACTALFORUMS.ORG

it was a great time but no longer maintainable by c.Kleinhuis contact him for any data retrieval,
thanks and see you perhaps in 10 years again

this forum will stay online for reference
News: Support us via Flattr FLATTR Link
 
Home Help Search Gallery Downloads Login Register
*
Welcome, Guest. Please login or register. November 20, 2025, 04:01:25 AM


Login with username, password and session length


The All New FractalForums is now in Public Beta Testing! Visit FractalForums.org and check it out!


Welcome to Fractal Forums > Fractal Art > Images Showcase (Rate My Fractal) > Hyperbolic Tiling
Pages: [1]   Go Down
« previous next »
  Print  
Share this topic on DiggShare this topic on FacebookShare this topic on GoogleShare this topic on RedditShare this topic on StumbleUponShare this topic on Twitter
Author Topic: Hyperbolic Tiling  (Read 1721 times)
0 Members and 1 Guest are viewing this topic.
Dinkydau
Fractal Senior
******
Posts: 1616



WWW
« on: March 01, 2017, 04:46:46 AM »


Mandel Machine, Mandelbrot Set

Magnification:
2^9528.267
1.96867349951058992570457297689 E2868

Coordinates:
Code:
Re = -1.756926777409492279550453516495033723680351314953727395189360515872146184591843562929235041931276915749278160980520618316430599415871996902596926862598035021255584780359396262195103803279188180322259185975758433064602552132685902087782172582697356951487949384199914512284706456295101378315964083825951399277140166495225573492107519435864376928215101754797308748653099155323500424032515503632943877540941269937753219332750031155997257007735630645001804442494410344515171761780837965521161145949929385718344997107345020550112919948961776859937561972610049462772673335327304076258007953562870277113009300095418403488865446349624538390601042906279212763227314317435836759464838665317512652364017941034905174924357215221204412825712886336785669960838326527167258178587327065912252216028873559063409529104931584692692134500802150917626258500072268676549828758054461099056624613561703907079114304441411645828874052609665087901806396679444769247624090395246295253991570412343388604004228551841070267194030149177053404030605049345402940003155186390145782038650457446514434143500620447691056585881261459299655399711689790193599046270438809240136354557216550198429382400223984533617303572588546333699081610972834933870340626327227263873972664302680491326889621766208985008128206782094777594759485937754618957774578011783469515555545589306785745131557049793598172372628494023058772990695301360598724233455573022856897294006377351644177790133565707507320517431312476992791655581495922606709237008260182963609026759904161533774943402149720247272619923789975954280408132982418523090357503950064049810275381455304812332611350772290023476349067342931280822650230215451088932235710819532125730515032718349973852039569381182780047071649999399010950402577732485884190229681745419899889400324258788221257745234332145712783319239143114542893397101480859243364440301724727539622960259114680337152700404342874878426944283206273252760074773693036543212057025886887184210438227745286516107498097379609380921624120125638294600743948376535275530028775460284706427375237177253858497182810864024185817898464458162536358678634664962216774612516892956062678968512625084441519452084642854447687123445565402152976805297583810123560650437547261665838721410557278761057329124085308304846206848035626113648381337565971204297522336234154437496733374391060530615816492542543185608666755611758563298984351255027866346971195557308627955342611839593122193130280933752639661289656890845254627729546830059608959698693685882283635741094038710656351875177620274636737097273520995463005583999891795889737123171928382263589714042966825778450326600903644812462386347339829431921919614685922225375584676585319678165881856852547109600616024576212020711822798011026463969302026843165277638119904827380877940569423848435757288129323983896603638162129032258462412091695918682819311830223063151636183984138597787668138578909122470
Im = 0.012173908090694117400914028111513437604936625482559659771763603873726107072844590000997222527757260109756238544155095317797354921317153228278646602801899836587359600289016682881969739277575609714449846813696853644277143319225719429734905270796374493631327669643407072832477468553858376876047739549059229204230481890995557454928684116818917908841711930809580148937066867557111016049458821584211227380986860548098232560049241966240668016534282351712772881929807250108661153334088891739857925891616283637900108882656126086660868515711210462511729758370998371753785213305318129950589451414140362283199762949263436322258150962827033016254824862776177013979401337028590483766614416603748376422613894001072716270443441587668136602203441400353803359385851855832308545875866661472016769156456868870760089480424298692580538537298090244522433214997971841405991936459236000878840378754437340870042851202147353784580582808116639853985830377410201535810803146558591131181606899703522345623558621485663672592232162595734481686658421658043774043245563004415507002567760602114568230071541296927687324564562784656460580447242769508348958685254206490784636428403685165861212226303491130794510137029492112779660686168529497617368030714445621049616297876442204707552942501720121200715531362769275256022229166299995448826011594963843360252142309211818070033852674433077159095081275281592576654503459467456900425381503132020470305413769890910232500283814694113160082298282780749747434686106130509408222964374402817061281789597926038965877316706757563363235088857021142872627893792650320347644967766669152668910345913823318485953145481142503405645013957188119769477791576161811615237398972421643902938351114464158849972331643331148154660038023745502416572757145463591041949943669425354093159591452347457156096624143498530037866025869926358777814654094339505287708258587787133721583847850034390162442232719058889755416116938967486109723646090990431066068865161031201851597179576189485819278493816779568754333864787935247755423704813914068845546044406988595707877429586486930681135691094419372220630765480089115679848721929957956854554471136637563280776261415252436732671019025854069683667032186222719308892164153266112380104376630942236638743302379898275762055307478414075700188394767262774171094901380097042646763821249469694582592264349876549235026653552636890202631074555353817163007744407482438367209415103560731916448403086113850747115391249442471118288779996925913291011219901901661911960578659718607263302004803662353800075865694645156759284590114615859664698554936479130117387490848851563453834706014424225649411612534577334904017516071175010449910725583894062148982783636280890963028842851287764076610389225531347910126520319758204277458861345653900349154882400101803499507349838984412398256455818451804263636797366761377809257490764190751471526021050045949333829014431020368677285241365402
Logged

My gallery: http://dinkydauset.deviantart.com/gallery/
youhn
Fractal Molossus
**
Posts: 696


Shapes only exists in our heads.
« Reply #1 on: March 01, 2017, 09:03:34 AM »
Super cool man!

Reminder a bit of the geometry of anti-de Sitter space:



and also, of course, Escher:
Logged
Kalles Fraktaler
Fractal Senior
******
Posts: 1458



kallesfraktaler
WWW
« Reply #2 on: March 01, 2017, 02:51:53 PM »
Excellent!
I assume you found it using the Newton Raphson function in KF?
How long did it take to find the location?
How long did it take to render the result in MM and in what resolution?
Logged
Want to create DEEP Mandelbrot fractals 100 times faster than the commercial programs, for FREE? One hour or one minute? Three months or one day? Try Kalles Fraktaler http://www.chillheimer.de/kallesfraktaler
http://www.facebook.com/kallesfraktaler
Dinkydau
Fractal Senior
******
Posts: 1616



WWW
« Reply #3 on: March 01, 2017, 03:37:02 PM »
Thanks.

The devil and angel painting is my favorite by Escher.

Quote from: Kalles Fraktaler on March 01, 2017, 02:51:53 PM
Excellent!
I assume you found it using the Newton Raphson function in KF?
How long did it take to find the location?
How long did it take to render the result in MM and in what resolution?
Yes. The depth is a little overkill here because the structure was already clear a few morphings before this, but the Newton-Raphson zooming made it so easy. It may have taken a few days at most to reach this - I don't remember. The render time was 23 hours at 26640 × 19980.
Logged

My gallery: http://dinkydauset.deviantart.com/gallery/
TheRedshiftRider
Fractalist Chemist
Global Moderator
Fractal Iambus
******
Posts: 854



WWW
« Reply #4 on: March 01, 2017, 05:19:14 PM »
Very cool!
Repeating Zooming Self-Silimilar Thumb Up, by Craig

I am also a fan of Escher's work. I especially this one:
Logged
Motivation is like a salt, once it has been dissolved it can react with things it comes into contact with to form something interesting. nerd
Pages: [1]   Go Down
« previous next »
  Print  
« previous next »
 
Jump to:  

Related Topics
Subject Started by Replies Views Last post
Fractals and tiling Images Showcase (Rate My Fractal) bib 0 1464 Last post February 09, 2009, 08:51:07 PM
by bib
Binary box tiling (now solved) (new) Theories & Research DarkBeam 5 1046 Last post February 14, 2011, 10:11:41 AM
by DarkBeam
My New Kitchen Tiling 2d Art mario837 0 1709 Last post April 11, 2011, 05:11:55 PM
by mario837
radial tiling Images Showcase (Rate My Fractal) floppyHat 0 1307 Last post November 19, 2016, 01:54:51 AM
by floppyHat
Hyperbolic tiling with golden ratio tiling pistil Images Showcase (Rate My Fractal) Dinkydau 5 3179 Last post March 09, 2017, 12:55:07 AM
by claude

Powered by MySQL Powered by PHP Powered by SMF 1.1.21 | SMF © 2015, Simple Machines

Valid XHTML 1.0! Valid CSS! Dilber MC Theme by HarzeM
Page created in 0.257 seconds with 27 queries. (Pretty URLs adds 0.015s, 2q)