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Fractalholic — Tile-Kaleidoscope example UPDATED PARMS!

Published: 2014-01-22 15:51:27 +0000 UTC; Views: 2091; Favourites: 32; Downloads: 71
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Description for the Kaleidoscope Challenge double-ducks.deviantart.com/jo…

UPDATE:

HA! Well..I did it again! lol I finally removed the mapping I copied to my standard folder and the parms
should open with no trouble now! Sorry about that!

UF

I tried around Christmas to give a few examples of how I do my repeating tiles but absolutely NO ONE
has tried them!! lol  I think because I copied a few formula's that I use a lot into my Standard folder it
left most wondering what to do the instant they opened it to check out! I re did this one so it shouldn't
be a problem anymore.

This is a single layer fractal that uses Phoenix Julia with Thin Orbit Traps 2 and some mapping! Please
pay special attention to the mapping! It uses Tiles Deluxe and Kaleidoscope. This combo of mapping can
be applied to just about anything and it will look great (in my opinion anyway)! The order in which you place
the mapping matters also. Tiles Deluxe should be first then followed by Kaleidoscope!

I get the best results from playing with the Tile Aspect Ratio. By changing this and playing with the Rotation
Angle on the Location tab a lot of nice things will happen! Each angle change gives an almost completely new
and different looking fractal!!

For the Kaleidoscope mapping I always change the Symmetry Order to 4 from the default of 8. Below that setting
is one also called Rotation Angle. I always start with 15 and start playing from there! This can also be changed to
many many different looks by again changing the Rotation Angle on the Location tab!

This mapping combo and all it's flexibility will give you so many different looks that probably like me, you won't
be able to pick just one to render! lol

AND if all those tweaks aren't enough, you can tweak for hours on the Thin Orbit Traps 2 on the Outside tab!

I hope you enjoy this and can learn to appreciate the wonderful repeating tiles that can be made from this!
As much as I love creating a fractal, creating one that repeats seamlessly thrills me even more! Unfortunately
many people hate symmetry so the fractals produced from this technique will only be enjoyed by those who
like symmetry! (which doesn't seem to be very many)

Tile-Kaleidoscope {
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}



Heres an example of this fractal tiled
Related content
Comments: 31

caclegal [2015-07-20 02:02:57 +0000 UTC]

Fabulous, as are all of your tiles!!!  Maybe some day I will learn to create them!!

👍: 0 ⏩: 1

Fractalholic In reply to caclegal [2015-07-20 04:05:18 +0000 UTC]

Thanks! I love doing them!!!!

👍: 0 ⏩: 1

caclegal In reply to Fractalholic [2015-07-21 20:41:21 +0000 UTC]

Lucky for me you do!!!!!

👍: 0 ⏩: 0

mindpoet61 [2014-09-02 23:02:42 +0000 UTC]

I'm one of the few who LOVE symmetry.  Have you tried out my Symmetry mapping in eew.uxf? Update formulas first.
I'll do this one.

👍: 0 ⏩: 1

Fractalholic In reply to mindpoet61 [2014-09-02 23:40:12 +0000 UTC]

OH thanks! I haven't tired it yet but I sure will.
Thanks also for giving this one a try! I sure appreciate it!

👍: 0 ⏩: 1

mindpoet61 In reply to Fractalholic [2014-09-04 05:30:51 +0000 UTC]

Anytime my friend!

👍: 0 ⏩: 0

Manndacity [2014-08-28 20:17:50 +0000 UTC]

Magnificent! 

👍: 0 ⏩: 1

Fractalholic In reply to Manndacity [2014-08-28 20:28:21 +0000 UTC]

Thanks so much! I meant to put this in a challenge in Double Ducks
so others could have the parms and maybe do some nice stuff with
but they won't let it in cause it's already in another folder there! LOL
So I'm rendering another for em!

👍: 0 ⏩: 0

infinityfractals [2014-01-30 05:03:58 +0000 UTC]

Tile-Kaleidoscope542 {
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}

dmj.uxf:dmj-Kaleidoscope {
;
; Kaleidoscope Transformation
; This can be used to simulate many different
; kinds of symmetry.
;
; Changes:
; - When using "slice" mode, points not part of
;   the slice will be colored using the solid
;   color.  You can use this to assemble several
;   slices into the same image.
;
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}

jh.uxf:jh-tiles-deluxe {
; (c) 2007-2008 Jussi Härkönen
;
; This transform has been designed for easy creation and use of tiled images.
;
; 08-02-10 First version
; 08-02-23 Implemented View mode and screen coordinate parameters
; 08-03-02 Fixed some bugs in normalization/dernormalization calculations
; 08-03-13 Fixed a bug with Use screen coordinates mode when tile aspect > image aspect
; 08-03-18 Submitted to formula database
;
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}

dmj.ufm:dmj-NovaMandel {
;
; This is the Nova fractal (Mandelbrot form), a
; modified Newtonian-style fractal.  The formula
; was first shown to me by Paul Derbyshire (who
; named it Nova).  It has also appeared elsewhere
; under other names.  Use this formula and the
; Switch feature to select a NovaJulia.
;
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 J4wwLfe9Od6VcwotLTJZittjiFftxw07Pad2LcNEYyG=
}

tma.ucl:ThinOrbitTrapsII-Sam+tma(BOTH) {
; By Samuel Monnier, mods by Toby Marshall (ver 2.7, 16 Apr. 2008)
;
; new in 1.7: texture functionality extended--check hint and
; additional choices in the "Choose z type" texture params.
;
; new in 1.8: added a "Geometrix" texture based on code
; by Dennis Magar
;
; new in 1.81: optimized the Morph code and added a few
; enhancements to the fBm, Geometrix and Additional textures.
;
; new in 2.0: many new parameters and functions added under
; "Extra Shaping Parameters" to change the shapes and more
; importantly the appearance of the elements. Some of the
; "Super Shaper" params (#s2-4) have been renamed as,
; repsectively, "X Strength", "X Power", "Y Strength and
; "Y Power" for consistency. New "Color By" coloring modes
; have been added including a corrected Angle mode, Magnitude,
; Real and Imaginary, with some parameters and a function to
; vary them.
;
; new in 2.1: added some bells and whistles to the fBm texture
; section--check the hints...
;
; new in 2.3: added "limited iterations". Many thanks to
; Damien M. Jones for allowing me to use this code of his.
;
; new in 2.4: added pattern repeat param to limited iter code,
; adapted from Ron Barnett.
;
; new in 2.6: rationalized and standardized limited iter code.
;
; new in 2.7: added a "Fission" param, renamed "Closest Ppwer 1"
; to "Closest Power" and "Closest Power 2" to "Edge Definition".
; In addition, I found "Closest Power" to be redundant and therefore
; dropped it from this version.
;
; This is basically Samuel's "Thin Orbit Traps" with a lot of
; new trap shapes and added bells and whistles which I hope
; will act as enhancements to his original work. Here are some
; notes and tips:
;
; TRAP SHAPES: Included are all the trap shapes from Ken
; Childress' "Plane Curve Traps" (kcc3.ucl), many of which
; were adapted from the original "Thin Orbit Traps", as
; well as all the traps shapes from "Plane Curve Traps II"
; (tma.ucl). They contain all the modifying parameters and
; functions from those colorings, which can be accessed under
; "Trap Parameters".
;
; MODES: Samuel's original three modes have been retained.
; I've added a number of parameters specific to each mode,
; which appear under the heading "Mode Options" when the
; appropriate mode is selected.
;
; COLORINGS: I've added the possibility to color according
; to iteration, modulated iteration and angle. With
; modulated iter you can enter decimal values (as opposed to
; integers only). This retains the modulation but also creates
; a color phase shift across the elements--sort of a cross between
; modulated and normal iterated modes. You will also find a parameter
; to vary how much of the gradient is used in this process.
; It is called "Range Depth" and can be found under the heading
; "Coloring Parameters" when the "Modulated Iter" mode is active.
;
; GLOBAL PARAMETERS: These affect the image in all modes
; and colorings.
;
; ANGLE PARAMETERS: A number of things in here allow you
; to change the shading and visualization of elements
; when in the "Angle" Coloring (and visible only then).
;
; MASKING: There is a distance mask and also an "Extra Angle"
; mask that masks for angle values instead of distance, which
; should be used with the "Angle" coloring. This can be used
; concurrently with the normal mask if desired.This mask is
; extremely sensitive to mode changes, and the effective mask
; value may vary widely depending on the mode and trap chosen.
;
; EXTRA SHAPING PARAMETERS: Yet more parameters to change the
; trap shapes and behavior. These are hidden by default to
; make navigation on the tab easier.
;
; MORPH: I've included the code I stumbled across that
; changes the basic value of #Z, thereby changing the
; shape of the traps in (hopefully) interesting ways.
; Included in this version are the original Morph
; parameters and "Morph II" parameters.
;
; When "Morph II" is activated by default only
; "Morph function Z1" is active; you must set
; "Morph function Z2" & 3 to some function other than
; "zero" to activate them when they appear as the
; appropriate Morph choice is selected.
;
; When "Morph II" is active there is also the possibility
; of choosing the variable type for Z1-3 in any of the
; three positions where that secondary Z expression appears,
; via the "Z1(2,3)Type" parameters.
;
; TEXTURES: The texture parameters here are essentially
; taken straight from Michèle Dessureault' work, with a
; few added params. The "Additional" texture params are
; adapted from Dennis Magar. Note that the five different
; types of textures can be implemented simultaneously.
;
; When choosing texture initializations that inclue the
; variable "z" you have three choices, "#z", "Morph z"
; and "Trap z". Textures made with #z will not change
; when changes are made to parameter values. Using
; "Morph z" will change the textures when the morph
; params are changed, and using "Trap z" will change
; the textures both when morph params and some global
; params are changed.
;
; MISCELLANEOUS TIPS: (Just some things I have observed)
;
; "Iteration" and "Modulated Iter" colorings follow the
; trap shapes in "Closest" mode and the formula-produced
; iterations in "Sum". So the trap shapes in "Sum" can be
; colored by overlaying an identical layer of "Closest"
; with the desired coloring.
;
; Try altering the values of X and Y Exponent to change the
; width of the trapped elements. Sometimes this makes them
; appear more "Thingamajigs"-like.
;
; Using the "ceil" enumeration of the "Closest Function"
; will give a good and clean visualization of the current
; trap shape, iterated according to the formula.
;
; Many parameters and functions which seem either overly
; redundant or similar to others may "come to life"
; when other parameters and/or functions are changed.
;
; DISCLAIMER: While I know that this coloring includes
; a mind-numbing array of possibilities I believe it
; is possible to achieve interesting results using a
; minimal number of options. Wade into the parameter
; jungle at your own risk
;
; My thanks to Samuel for allowing me to tweak his
; work and distribute the result, to Ken Childress
; for letting me include his trap shape code and for
; his always good advice, as well as to Keith
; Mackay for inspiration and suggestions. On the
; texture front I must thank Michèle Dessureault and
; Dennis Magar first and foremost for their kind
; acquiescence in allowing me to lift their texturing
; code bodily and suture it in this coloring. Many
; thanks also to Damien M. Jones for allowing me to
; use his fBm texturing and to Andreas Lober for his
; permission to include his "Popgnarl" textures.
;
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}

 for you

👍: 0 ⏩: 1

Fractalholic In reply to infinityfractals [2014-01-30 05:15:46 +0000 UTC]

Thanks! I'll have a look!!

👍: 0 ⏩: 1

infinityfractals In reply to Fractalholic [2014-01-30 06:56:23 +0000 UTC]

ok

👍: 0 ⏩: 0

infinityfractals [2014-01-30 04:50:06 +0000 UTC]

thanks for the help look at my art too

👍: 0 ⏩: 1

Fractalholic In reply to infinityfractals [2014-01-30 05:15:10 +0000 UTC]

OH your very welcome!

👍: 0 ⏩: 1

infinityfractals In reply to Fractalholic [2014-01-30 06:57:11 +0000 UTC]

thanks so very much

👍: 0 ⏩: 0

GrannyOgg [2014-01-24 11:55:57 +0000 UTC]

Made this  . I can't resist a bit of embellishment! I will be making more. Thanks again Rick

👍: 0 ⏩: 1

Fractalholic In reply to GrannyOgg [2014-01-24 12:28:39 +0000 UTC]

OH that's excellent!!!! Thanks so much for trying it out!!!! Can't wait to see what else ya do!!!

👍: 0 ⏩: 1

GrannyOgg In reply to Fractalholic [2014-01-24 13:33:47 +0000 UTC]

You have found an amasing combination of formula and mapping. The possibilities are endless   

👍: 0 ⏩: 1

Fractalholic In reply to GrannyOgg [2014-01-24 13:40:51 +0000 UTC]

It is an awesome combination! I got suck in by them a long while back and can't seem to get free of it! lol

👍: 0 ⏩: 0

GrannyOgg [2014-01-24 11:01:02 +0000 UTC]

It works fine now   Just grabbed it

👍: 0 ⏩: 1

Fractalholic In reply to GrannyOgg [2014-01-24 12:27:54 +0000 UTC]

Great! Sorry for the confusion!!!

👍: 0 ⏩: 0

CopperColour [2014-01-23 12:15:51 +0000 UTC]

As you see I used your explanations but not your parameters which wouldn't open. 

I made this simple one as a test. 

Thanks a lot. I'll remember your method.

👍: 0 ⏩: 1

Fractalholic In reply to CopperColour [2014-01-23 15:39:54 +0000 UTC]

Excellent! I guess maybe one of the mapping formulas I'm using
from the wrong place again! Dang it!

👍: 0 ⏩: 0

GrannyOgg [2014-01-23 10:53:33 +0000 UTC]

This one is very lovely Rick. I had a go with the last lot of parameters you shared which I meant to upload but I can't find it now

👍: 0 ⏩: 1

Fractalholic In reply to GrannyOgg [2014-01-23 15:38:48 +0000 UTC]

Cool! I hope ya enjoyed them!!

👍: 0 ⏩: 0

CopperColour [2014-01-23 09:23:36 +0000 UTC]

I'll have a go. Thank you.

👍: 0 ⏩: 1

Fractalholic In reply to CopperColour [2014-01-23 15:38:19 +0000 UTC]

Your very welcome!

👍: 0 ⏩: 0

fractal2cry [2014-01-22 16:50:05 +0000 UTC]

beautiful designed fractal!!!!!!!!!!!!!!!!!!

👍: 0 ⏩: 1

Fractalholic In reply to fractal2cry [2014-01-22 17:36:49 +0000 UTC]

Thank you very much!!!!

👍: 0 ⏩: 0

Sillybilly60 [2014-01-22 16:19:15 +0000 UTC]

Lovely design and colors!

👍: 0 ⏩: 1

Fractalholic In reply to Sillybilly60 [2014-01-22 16:23:20 +0000 UTC]

Thanks Darlin!!!

👍: 0 ⏩: 1

Sillybilly60 In reply to Fractalholic [2014-01-22 16:27:15 +0000 UTC]

You're welcome Rick!

👍: 0 ⏩: 0