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Город 05-01-2017 19:13 к комментариям - к полной версии - понравилось!


УРБАНИСТИЧЕСКИЕ ПЕЙЗАЖИ



Формулы:
https://yadi.sk/d/ujJ7RdjgqpyUu

вверх^ к полной версии понравилось! в evernote
Комментарии (8):
Fractal1 {
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2+TA9C==
}

dmj.uxf:dmj-Unpolar {
;
; This transform converts the normal rectangular coordinates
; used by UF to polar coordinates, such that real(pixel) is
; the angle and imag(pixel) is the distance. By itself, this
; can just warp your fractal quite dramatically, but you can
; also use this in conjuction with the Polar to Rectangular
; transform to make any other transform (sandwiched between
; the two) operate on polar coordinates instead of rectangular
; coordinates.
;
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}

ea.uxf:BarnsleyTechno {

; 2014-10-24
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}

jrf.uxf:GuessWork {
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}

lgn.uxf:kaleid_transform {
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}

mac.uxf:DosFun02 {
; Marcelo Anelli
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}

plk.uxf:plk-circle-limit {
; Paul L. Kloeg, november, 23 1999
; This transformation is inspired by the work of M.C. Escher.
; He made some figures with the title : Circle Limits I...IV.
; Starting with a figure in the middle, that figure is repeated in a smaller
; size and a larger number, in a ring around the middle figure.
; That process is repeated a number of times ending in a limit.
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uk/Oz1rD+kDimV2KoaSD1CvJLvxC+OQmfBj8
}

dmj.ufm:dmj-HNovaMandel {
;
; This is the Halley Nova fractal (Mandelbrot
; form), a modified Halley-style fractal. This
; is an adaptation of Paul Derbyshire's Halley
; Nova formulas for FractInt, which are based
; on his "Nova" formulas derived from classical
; Newton's Method fractals.
;
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5/CjqC==
}

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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}

sg.uxf:Lake {
;
; Transformation written by Sylvie Gallet
; December 11, 1999
; Third and almost final version...
; Wavelet extension by Dave Makin
; February 10th 2003
;
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nCdsSiqNDNvp7jsCF1TEDbk/B8k1zzF=
}

lkm.uxf:pentomino-color {
; Kerry Mitchell 08apr00
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nKPGoyW6swE3/lKf6aEx12xXNcH+eG2636dJF/vliK5lMM63B8y8e8h+hHekj11qTNOW0yU7
aHwwvQXtrQbUQbcUy6rVQwxJNNyffA/F/0rFo5rx0sYThF+/D4gWNIN=
}

dmj5.uxf:dmj5-LinearWave {
; LinearWave formula shim
::d6fKTgn2t9YvuNMMMQ45YA/OI4s4MEjs0lCUgO0lWkiO0hsUgAabqGGQ9DkobyjfEtzQG6ig
03di8u6qf5QPwPXXticxQSMNDBnL47m4+mHojuzPdnVov95HH3TeESHg/Qj18ixjXMvaPOwQ
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z4g0sklZj1V3AA7GkdO=
}

dmj5.ulb:class:DMJ_LinearWave(common.ulb:UserTransform) {
; Linear wave transformation.
; (Ported from dmj3.uxf:dmj3-LinearWave)
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3g8BOTXELT7k+IsXAXOsaDvrp0R2HrTxuT9kcd/pzu8gWD3Hg3zCG0MoN2uNjrxgPye9KNfK
Gai0t8zXE/ZgIMnqsUbZrDRfk7/BSDemYAYHmL/PwzkH/4QE6y1cqQroW/u2pjYmEtcAzHl4
uL0PP0X3oxwZ8jxdppiuiA/QQOwWcQLVQTDvUAbfk64E+h9q8k1wjwYrP3XfZ2epAFfa84w8
NW8LsHHdVXG6N1B0/2VvkSdXfhMP0tOGKMVh6nKiLakL33LBjjK+OaXmX97nW/V+CHJ0
}

common.ulb:class:Generic {
; Generic base class.
;


; This is a generic object class. Most of the other classes
; derive from this class. Its primary purpose is to act as
; glue between all of the objects that are used within a
; formula.
;


; Each class in UF derives from the built-in Object class,
; so this class may seem a bit redundant. But eventually
; this class will be extended to include some parameter-passing
; functions, which will require all major classes to derive
; from a common extensible parent. If your class is intended
; to be user-selectable and has any user-selectable parameters
; at all, you should probably derive it from this class.
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88ezbezbTXIPYNyPvp7hngX8u5UMLT+I//StnDioYCC0D0lABExRkeViQyDJNC+hfjyEIjoI
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ACLGTl81qaErpRKvJs0W5oEHxkTR+ClpM8Kwvwb6hiNtYmLi9E88N/F+SzzIgFDaT3fAK0US
XA==
}

common.ulb:class:Transform(Generic) {
; Transform base class.
;


; This is a generic transform class. Its purpose is to take
; an arbitrary point and transform it into some other point.
; This roughly corresponds to UF's native transformation
; formula type. The advantage to writing a transform as a
; class is that then it can be used in many other places.
; Transform classes also support the notion that a sequence
; may yield a "solid" point, just as UF's transformation
; formulas do.
;


; If you are migrating an existing transformation formula
; to a Transform-derived class, the process is fairly
; straightforward. Look at your global: and transform:
; sections. Any variables that are shared between the two
; should be declared in your protected: class section.
; The code in your global: section goes into the constructor.
; The code in your transform: section goes into the Iterate()
; function. Use m_Solid in place of #solid and use pz in
; place of #pixel. Whenever possible, try to avoid using
; other built-in values like #width or #screenpixel as this
; will make your class behave oddly when not being used to
; transform an entire fractal.
;


; As an extra optional step, you may look at what you've
; placed in your Iterate() function and decide to refactor it.
; With a transformation formula, the transform: section is
; used only once per pixel. However, a Transform object can
; be used for this AND used to transform an entire sequence
; of values (for example, the entire sequence of iterated
; values from a fractal formula). If there are some computations
; you perform for your transformation that will be exactly the
; same for each of the values in that sequence, you may move
; them to the Init() function; this will improve the performance
; of your formula. Any variables holding the results of these
; computations will need to be declared in your protected:
; section so that they will be available to the Iterate()
; function.
;


; IMPORTANT NOTE: If your transform is intended to be a
; user-selected class, you should probably derive from the
; UserTransform class rather than directly from Transform.
; The Transform family also includes UtilityTransform and
; ClipShape, so objects looking to allow Transforms will
; normally require them to be in the UserTransform subclass.
::zcPvvin2NiVwOutNQ0zbAy/ARyh1G1RI9a3sFJtopdvUUgNp9YAtEtNToIVJpkXnv++mhkSy
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jEM8wH3/bywi9A5s8YKyBp2I3a4O/9BqenbxsZWUJnjTzgJTF4jqi8hsMNYR//MBiSBCqiuL
wrjzv4urRKWMdnIm/ICGOt6ZkP5Vl8B5gE1IQbJq4bwZGo6iEtRXQ6wps2x0ZFpsS2BjxScU
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BdSrYaaQHYwer49z4Yx7ysGMlpoX+i/DdbEZhC==
}

common.ulb:class:UserTransform(Transform) {
; User-selectable Transform base class.
;


; This class adds no new functionality to the Transform class.
; Its purpose is to provide a grouping for user-selectable
; Transform objects that actually transform complex points.
::wUl1yjn2dFVTvJMMM0zUp+fwiLASIE76YIh0Os/AstjTupukMlmElmUE/7ndWp7jT19F7375
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+wwHWjsCShsp7Kx0oZoY2jwp/l1wTTJHPeJmqr+CgEv0XD==
}

dmj.uxf:dmj-LowRes {
;
; Low Resolution Transformation
; This deliberately lowers the resolution of
; the fractal, but it does so by limiting the
; precision of complex numbers, so it is still
; usable with other transformations.
;
::LY/5Din2tKZTPNMMMY47Ta/HsGXaHstCScAQItrIh4w4KCpsW3VPlmE54uP4XPJpDGajDcgT
Wx+1v5xORYlxXb527HOAgSbrTj7AGeEyKu66c4dIbuysSjzurI/hjCsiSIrB2glilj9ehj2h
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+7JEWxUFQeQ5caCrOlrPBI6fijH=
}

asz.ufm:lesgardenvarieta-2 {
;(c) by Andras Szolek
; The formula is the same as LGV-1, only the defaults
; are the different. I made two for the easy switching.
::uSep2gn2NfZXvtJMUY47jU+PYlKt0AlA2AprVbSZrTb3sezq0uoaiJHwpFJCgSItro+jf+D+
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}

Нелли, могучее произведение!
Забираю с благодарностью. Ведь и я знаю этот южный город?!.

Всего доброго, дружище!
K_E_T 08-01-2017-13:19 удалить
Интересный город!


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