Sine Wave

[Dinkydau]

Mandel machine, mandelbrot set

Because it's possible: very long sine wave.

Magnification:
2^5777.517
1.6066358689511919935819733793641 E1739

Code:

Coordinates:
Re = -1.77725618299362538613460540338967067505665017350843627217943601618923661435377069145390593177091655692293327073872985820850607042812233287546849963615243156347656564754590009779748050153819080768326707473902501824080094941194853414072721955245949132666396509520916774101452185088462744182288953305851173010615572866600693410880366911355627974125571371418914294895186563544758479035343178463877878253092387648622243182404070569221781014468547290050837138363265818736536728512063963958746257493175381782769602784702687141211660731788410036205498952401274082360538505049845207298677622843567898331566380302521175507924992627694104501154853090587724611452134645190056471197269641864183054648718407726080765518926448941249559701908910619199120049828030185009197055300444103558137294680977322138945035841540222055754757375282165741175995823489291598806705668440687351825009547065692446035617348091197116470049483037000701835102942509282699301521297478091727799214250980905515847273761751557463466573161626827062622769089568615043309154339646678459111110073950414453402688248085016229208762166356345293587452285194911930798239652286702785479449680337182229230294535352108963861507520571570210670005377965148664612875996302011373032392229989317868077193930814465284244032254378181238514748406346782916415535013999300183284872132705443506746445296683061627801181687574284072485298355046631773841224358105760159491267508321310106032618591259361772682321841731457588060695441016375882355995251249186640807856832832950824968977561319190239332958048604568708523134375435266563672706485649958955140182887497555835424301884760258994653146827257435316602949050003644929654785186435852926765696292825710244119000258290141972772107372404363015664124097115342097850
Im = 0.00045448605849806993155611693794902261845779268145701099182294271162416603434655553008861456021681504875706375558320853379899411776848645704838533670615017548177075925525245989449154660893996878342427905497544257780963386543534352737991158150302748977050497548900643083122394329388100715797442032254734052208907854321628086350162617508250087704197903172592872377957390783710084718883924476194786709441619723629156478886851005483331991627294606249755626703281850927869415993783507645249112097651722964548107233107339655265508872609043982603190428033195850096018341835327708790809349899077152795090496268932749793238021399600436392513524311277399885730649485115094243845920761016856973074885203793365784603814542071494030460740390839782730792436360762871812995517113627921272373602235999519057125624379296808007920074607817908919383210261852575294245969410467857979954841128264361982547147315740931928860159300699928098351929404946949253145393192519218573985546644360284212895559367142928323219648986702541495491188464195917289081286321766650797748959951262197246147265199634461787503667782994263722784475928316094427839955717670909181473108732092566087012305215713504754509656458891900665200130079069575415830185785648854822932346999756446397436844261563403912497836234951198190131013945571268377271136413828417547652442014627293525214722540643116073472928095920828971844695103184777988415955245175066418748075636240782399190479944943423423188839537359940381371634687139874696125753701405368935843747030697192540669688154395683841428767788864072892987547510242040123390811313074243670992241980271423052212209077366011736032841746829761096966274792019716274497064186706975154361999150105144870125836462286945607678371244850228683044711222237621040

[simon.snake]

That's very nice.  It's pretty amazing how much of this interesting stuff is visible deep within the Mandelbrot.

Only a few years ago it would have been almost impossible to reach these areas.

Would like to find out how you work out which path to follow to reach this type of image.  I suppose I could always load this location into KF or MM and slowly zoom back out (or create a zoom movie and watch where it goes).

[cKleinhuis]

super nice

[SeryZone]

  Awesome work, Dinkydau!

[Dinkydau]

Thank you

That's very nice.  It's pretty amazing how much of this interesting stuff is visible deep within the Mandelbrot.

Only a few years ago it would have been almost impossible to reach these areas.

Would like to find out how you work out which path to follow to reach this type of image.  I suppose I could always load this location into KF or MM and slowly zoom back out (or create a zoom movie and watch where it goes).

It's very simple. First I made an S with tree-structure. Then I zoomed in to one of the tips of the S and repeated that a few times with the resulting shapes. The first shape after the single S is like the one in the center of this render:
http://dinkydauset.deviantart.com/art/SSSSSurvival-of-the-fittest-Evolution-3-433586071

[quaz0r]

very nice