September 2004 - Fractint - mailman.xmission.com

Seeking beta testers for fractal program
by Edwin 30 Nov '04

30 Nov '04

Hi, Over the past five years I've been slowly developing a fractal program for Unix- and Linux-based systems called Gnofract 4D. I'm now almost ready to release version 2.0, which is a major improvement over the previous releases. The main new feature is that it can load Fractint .FRM files (but not yet .PAR files), which is why it may be of interest to some folks on this list. Brief feature list: - GTK-based GUI (screenshots at: http://gnofract4d.sourceforge.net/screenshots.html) - 24bit color and antialiasing - named parameters + separate colorfuncs as in UltraFractal Obviously there are many Fractint features which are NOT supported, including logmap, stereo, 3D, L-systems, DOS or Windows support, periodicity-checking, IFS, etc, etc. Anyway, if you're familiar enough with Linux to compile from source, willing to put up with flaky, beta-quality software, and interested in trying out a new fractal package, please download the beta from: http://www.bathysphere.org/gnofract4d-2.0.tar.gz And do let me know any bugs, suggestions or feature requests! Since this is only marginally related to Fractint I shan't announce future releases here - if you want to hear about them please subscribe at http://freshmeat.net/projects/gnofract4d/ Thanks, -- Edwin

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FOTD 29-09-04 (A Blobby Fractal [6])
by Jim Muth 07 Oct '04

07 Oct '04

FOTD -- September 29, 2004 (Rating 6) Fractal visionaries and enthusiasts: When today's image appeared on the screen, it took me no more than 10 seconds to think of the name "A Blobby Fractal". The elements filling the screen reminded me of that old movie 'The Blob', one of my favorites. . . . Well, let's admit it, all the junky old movies are my favorites. (That original blob was finally done away with by electrocuting it, or was that how they eliminated 'The Thing'. Maybe I'm remembering wrong and it was 'The Thing' that was electrocuted, and the blob that was frozen. I guess I'll have to play one of my old videotapes.) Today's image is part of the fractal that results when 1/100 part of Z^(-100) is combined with (1/Z) before C is added. This parent fractal at first appears nearly hopeless, consisting of overlapping flat disks with scalloped edges. The few areas of interest appear where the scalloped disks overlap. Today's scene lies in one of these areas. The image is actually a rather attractive one, well worth its rating of an above-average 6. The render time of 10 minutes gives an overall value of 60. The completed image may be down- loaded from the FOTD web site at: <http://home.att.net/~Paul.N.Lee/FotD/FotD.html> Clouds moved in on Monday here at Fractal Central, but the rain held off until after dark, giving the fractal cats a full day in the yard. The heavy rain that fell most all day Tuesday caused much flooding in the local area and kept the duo confined to their shelf by the window, uncharacteristically resigned to their fate. Luckily, the fractal basement escaped with nothing more than a puddle along the side wall. Today is starting mostly cloudy and breezy. If no more rain breaks out, the duo will have a marginal day. For me, the serious work is basically caught up. All that needs to be done is to get the workplace in order and to keep things caught up. The next FOTD will appear on Oct. 1, when the every- day schedule will in all probability resume. Until then, take care, and enjoy the endless wonders. Jim Muth jamth(a)mindspring.com jimmuth(a)aol.com START 20.0 PAR-FORMULA FILE================================ A_Blobby_Fractal { ; time=0:09:59.01--SF5 on a P200 reset=2003 type=formula formulafile=allinone.frm formulaname=MandelbrotMix2 function=ident passes=1 center-mag=-0.28034401046869440/+0.609333884977504\ 30/5.726332e+007/1/27.5/8.2436568175914271e-008 params=10/-1/0.01/-100/0/0/0/0 float=y maxiter=900 inside=0 outside=tdis logmap=79 periodicity=10 colors=000zzunOwjRwfUwbXwZZwVawRdwNfwJiwFlwBnw7qw3\ tw0ww0yw0zw0ys5xnCwlJuhQtdXsabqYipUppRnmRniRnfSnbS\ `G5aG7bG7eF7fF8hF8iF8lF9mF9nF9pF9tR7xa5zl3zw1nzKZz\ aJzs4zzEzzMzqUzhazZizQqzGyx8wy8uy8ty8sz8qz8nz8mz8l\ z8jz8iz8fz8ez8dz8bz8az8`z8VzBRzCNzEJzFFzIBzJ7zK3zM\ bu8YwBSxCOxFJyGFyI9zK4zM0zO0zQ0zR0yO1wM7tJCqGInENl\ BRh9Xe7ab4f`1lY0qV0uS0pR1lQ8hOEdNKZNQVMXRKaNJhJJmF\ z0QzGZzbhzxewfbsR`n9Zj0dl4hlEllNplYtlfxlpzlynmhbnR\ Qp9Eq0Fs0Gs0Is0Js0Ks0Ms0Ms0Nt1Ot3Qt4Rt5St7Ut8Ut8Xq\ EYpIZmM`lQbjUdhYefafdeibijamlZqmYunXyiUleRZ`QNXN9S\ M0eazfYxhVwiRtjOslMpmInnFlpCjjFmeGn`IpVKqQMsKNtFQu\ 9Rw5Sx1OzIUtXZjjdbbmSXuJOz9zf0zf0zJdzNfzQhzUjzXlz`\ nzbpyesyitxlwxpxwszwuzuqitnSsj9sh0pb0mZ0jV4hR8eMCb\ IG`EKY9NaIRdQVfYYiealmenthpuiqwiswiuxjwxjzyjzylwzl\ uzltyntxptxqswssutsuustwqsxqsyqqzppzppzpnzpnzzzzyz\ ztzElzEdzEXyEOxEGuE8tE0sE } frm:MandelbrotMix2 {; Jim Muth a=real(p1), b=imag(p1), d=real(p2), f=imag(p2), g=1/f, h=1/d, j=1/(f-b), z=(((-a*b*g*h)^j)+(p4)), k=real(p3)+1, l=imag(p3)+100, c=fn1(pixel): z=k*((a*(z^b))+(d*(z^f)))+c, |z| < l } END 20.0 PAR-FORMULA FILE==================================

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Re: [Fractint] FOTD 25-09-04 (Peacock-Tail Eyes [4])
by Fr. Jim Lacasse 04 Oct '04

04 Oct '04

I think this should be given a 7 or 8. A great job with color and contrast. Jim LaCasse >>> jamth(a)mindspring.com 09/25/04 05:51AM >>> FOTD -- September 25, 2003 (Rating 4) Fractal visionaries and enthusiasts: Today's image is a scene in the fractal that results when 0.6 part of Z^(-1.212) is subtracted from 0.6 part of Z^(2.2) and (1/C) is added. As are many fractals created by this type of formula, today's parent fractal consists of a distorted, over- sized Mandeloid. The scene is located rather deep in a broken spiral in what passes for an East Valley of the parent. I rendered the scene with the outside set to 'fmod' and the proximity set to 1.1. This departure from my usually purist outside=iter rendering came about because the 'iter' option draws a rather boring image. While searching today's fractal for a name, I was reminded of the 'eyes' in a peacock's tail, and named the image "Peacock- Tail Eyes". Unfortunately, I could find nothing that could raise the rating beyond a humble 4. The render time of just over 9 minutes results in an overall value of 44. The image may be seen by running the included parameter file. Those whose system balks at running Fractint parameter files may download the completed GIF file from the FOTD web site at: <http://home.att.net/~Paul.N.Lee/FotD/FotD.html> The Thursday and Friday weather was near perfect here at Fractal Central, and so was the attitude of the fractal cats, who had more time in the yard than they knew what to do with. Today looks like another great day. I expect the same for the duo. In my department, the work is nearly caught up. The next FOTD will appear on Sep 27. The FOTD will likely resume its daily basis on Oct 1. Until next fractal, take care, and don't get lost chasing fractal UFO's. Jim Muth jamth(a)mindspring.com jimmuth(a)aol.com START 20.0 PAR-FORMULA FILE================================ Peacock-Tail_Eyes { ; time=0:09:07.77--SF5 on a P200 reset=2003 type=formula formulafile=allinone.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=+0.76262248560970150/+0.291908339275541\ 80/6.10102e+011/1/-7.50049017609904478/-0.00336675\ 416591392107 params=1/2.2/-1/-1.212/-0.4/0 float=y maxiter=1200 inside=0 proximity=1.1 outside=fmod logmap=yes periodicity=10 colors=000C9AIEDNJFSOHXTKaYMfaOZSISJCL96E00H79KEIM\ LRPS_SZhUeqTcnTbkS`hS_eSZbRX_RWXQUUQTRQSOPQLPPIONF\ OMCOLAPIIQFPQCWR9bR6iS3pS1wR2rR3nR4jR5fR6bQ7YQ8UQ9\ QQAMQBISDLUFNVGPXISYKU_LW`NZbP`cQbgWYwoHroLnoQinUe\ nZ`nbXngSmkOmpJmtFmxIjrKhlMffOd`QaVS_PUYJWWEYSBZP9\ _M6`J4aG2cF3eE4gD4iC5kB6mA6o97q88s78u69w5Ay4Az3Bz3\ Bx6Fs8JnBNiDQeGU`IYWL`RNdNQhISkDVo8Xs4ZvCVpKRjSNd_\ KZgGToCNv9Hp8Lk8Of7Ra7UX7XR6`M6cH5fC5i75lE4hK3dR2`\ X2Xc1Ti0Po0LgBJ`LHUWFNeDGoBFqLEsVEudDwnDyxFsuGmrHh\ pIbmJXjKShMQeNPbON_PMXQLVSJSTIPUGMVFJWEH_DKbCMfBPi\ ARmAUp9Wt8Zw7`z7by6ey6hx6kx6nw6qw6tc8hL9YOxiMy_KyR\ JyIHy9Gy0MzNSzhWhmdmilqfuubzy_quUlnQigNfaKcVH`ODYI\ AVB7S54PD8MKBKRELYINdLPkOQrRNqQLpPJoPHnOFmNDlNBkM9\ jMCdLEZLGTLINKKHKMCKhfiebdbZ``WXYSSVOOTLKu4GCOvM_s\ WjpeumatgZsbVsXSrSPrNOmROhUOcYOZ`OUdOPgOLjSRiVWhZ`\ gaefdjeT_aHPZ5FW6IUxcBzdA } frm:MandelbrotMix4 {; Jim Muth a=real(p1), b=imag(p1), d=real(p2), f=imag(p2), g=1/f, h=1/d, j=1/(f-b), z=(-a*b*g*h)^j, k=real(p3)+1, l=imag(p3)+100, c=fn1(pixel): z=k*((a*(z^b))+(d*(z^f)))+c, |z| < l } END 20.0 PAR-FORMULA FILE================================== _______________________________________________ Fractint mailing list Fractint(a)mailman.xmission.com http://mailman.xmission.com/cgi-bin/mailman/listinfo/fractint

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FOTD 27-09-04 (Seahorse Scene [4])
by Jim Muth 29 Sep '04

29 Sep '04

FOTD -- September 27, 2004 (Rating 4) Fractal visionaries and enthusiasts: Today's fractal gives us a new view of a midget lying in the Seahorse Valley area of the Mandelbrot set. This valley, which separates the main bay from the largest bud, is perhaps the best-known feature of the Set. When its aspect in the M-set alone is considered, Seahorse Valley appears as two two-dimen- sional wedges that approach but never quite reach the X-axis. But the Mandelbrot set is but a single slice of a monstrous, four-dimensional abstraction known as the Julibrot, and Seahorse Valley itself is but a single slice of a much broader four-dimen- sional part of the Julibrot. Being a 4-D object, the totality of Seahorse Valley cannot be visualized, but it can be discussed. In the M-set, the valley terminates in two sharp points. The M-set lacks two dimensions of the Julibrot however. When one dimension is added, the valley may be visualized as terminating in two sharp edges that approach each other but never quite touch. This much can be easily visualized. But when still another dimension is added, the valley must be seen as terminating in two sharp surfaces, which could extend indefinitely in the plane of their two dimen- sions and still be as sharp as a razor at every point. The idea makes no sense. A flat surface is a two-dimensional wall that cannot be sharp. This is true enough in three-dimen- sional space, but in four-dimensional space, a 2-D surface with no extent in the remaining two dimensions is a razor edge that could slice cleanly through any soft 4-D object it touches. These words are easy enough to understand, but like so many other features of 4-D space, the thing they describe cannot be visualized. Curiously enough, a properly programmed computer would have no trouble moving and turning 4-D objects in 4-D space, but even when it did so, we would see only morphing and turning 3-D shapes on our flat 2-D screens. Is the inability to visualize four-dimensional objects a limitation of our 3-D visual apparatus, is it a limitation of our minds, or are we merely unable to imagine an abstraction that does not physically exist? Regardless, today's image is easily viewable. I named it "Seahorse Scene" because, even though it is sliced at an unimag- inable angle, the scene is still located in Seahorse Valley. I rated it at a 4 because I can see little in it that is worth more. When the render time of 10-1/4 minutes is considered, the overall value equals 39. All this rating stuff can be avoided by visiting the FOTD web site and downloading the finished image from there. The FOTD web site may be accessed at: <http://home.att.net/~Paul.N.Lee/FotD/FotD.html> Continuing near perfect weather here at Fractal Central on both Saturday and Sunday kept the fractal cats quite happy. They spent the better part of both days lounging in the yard, sleeping and remembering the days when they still had their kittenish enthusiasm. Today is starting acceptably well. Tomorrow promises rain, so the duo had best enjoy themselves as much as possible today. For me, things are nearly caught up. Unless something unexpected happens, I should be able to return the FOTD to its one-a-day schedule on October 1. And I might even have time for some deep philosophical discussion. The next FOTD fractal will appear on Sep 29. Until then, take care, and search for the entrance to the fourth dimension. Jim Muth jamth(a)mindspring.com jimmuth(a)aol.com START 20.0 PAR-FORMULA FILE================================ Seahorse_Scene { ; time=0:10:14.17--SF5 on a P200 reset=2003 type=formula formulafile=allinone.frm formulaname=multirot-XZ-YW-new passes=1 center-mag=+0.00000000000102891/+0.000000000000197\ 56/6.53521e+011/0.02319/-9.79555128726789448/-85.9\ 814495713471274 params=42/147/2/0/-0.7475607140431\ 548/0.1243880653191712/-0.7475607140431548/0.12438\ 80653191712 float=y maxiter=4200 inside=0 logmap=1146 periodicity=10 colors=000qeYqfXrgWrhVsiUtjUsiTshSrgRrgQqfPqeOpeNp\ dMocLocKnbJnaImaHm`Gl_Fl_EkZDkYCjYBjXAiW9iW8hV7hU6\ gU5gT4fS3fS2eR1eQ0eQ0fP4fO8fNCgMGgLKgKOhJShIWhH_iG\ ciFgiEkjDojCskAzjCwjEujGsjIqjKojLmjNkjPijRgiTeiVci\ WaiY_i_YiaVicTieRifPihNhjLhlJhnHhpFhqDhsBhu9hw7hy5\ hz3ix4iv4iu4is4jr4jp4jo4jm4kl4kj4ki4kg4le5ld5lb5la\ 5m_5mZ5mX5mW5nU5nT5nR5nQ5mP6lP7kP7jP8iP9iP9hPAgPBf\ PBePCePCdPDcPEbPEaPF`PG`PG_PHZPIYPIXPJXPJVOKUNLSML\ RLMPKNOJNMIOLHOJGPIFQGEQFDRDCSCBSAAT9ATADRAFQAHOBK\ NBMLBOKCRICTHCVFCXED_DDaBDcAEf8Eh7Ej5Fm4Fo2Fq1Fs0D\ l5BeAAZF8SK6LP5EU37Z21c96WFAPLFHRJAVO2XN3YM3ZL3_K4\ aJ4bI4cH5dG5eF5gE6hD6iC6jB7kA7m97n88o78p68q58p8BoB\ DnEFmHHlJJkMLjPNiSPhURgXUf_WebYde_cgabjcame`pg`ri_\ jk_cmZXnZQpUHsZJqcKphLomMnqNmpMloMlnLknLkmKjlKjlKi\ kJijJhiIhiIhhHggHggHffGfeGedFedFdcFdbEcbEcaDc`Db_C\ b_CaZCaYB`YB`XA_WA_b1dWA_ } frm:multirot-XZ-YW-new {; Jim Muth ; 0,0=para, 90,0=obl, 0,90=elip, 90,90=rect e=exp(flip(real(p1*.01745329251994))), f=exp(flip(imag(p1*.01745329251994))), z=f*real(pixel)+p3, c=e*imag(pixel)+p4: z=z^(p2)+c, |z| <= 36 } END 20.0 PAR-FORMULA FILE==================================

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IFS to escape-time fractals
by Tony (Anthony) Hanmer 29 Sep '04

29 Sep '04

I wonder if anyone could shed light on the following formulae, from the Orgform collection. They apparently adapt IFS types to escape-time fractals; but I would like to know what parameters work for them, having been unsuccessful in getting more than a blank screen so far. I have already written to Ramiro Perez about his programme, ifsinv.exe, and am awaiting a reply about that. binary_J, binary_M, coral_J, coral_M, crystal_J, crystal_M, dragon_J, dragon_M, fern_J, fern_M, floor_J, floor_M, koch3_J, koch3_M, sg_ifs_45_J, tree_J, tree_M, triangle_J, triangle_M, zigzag2_J, zigzag2_M Many thanks, Tony Hanmer Tbilisi, Republic of Georgia _________________________________________________________________ The new MSN 8: smart spam protection and 2 months FREE* http://join.msn.com/?page=features/junkmail

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Unsubscribe please - sorry
by Tony (Anthony) Hanmer 29 Sep '04

29 Sep '04

Apologies to the list. I sent my letter rather more publicly than I had intended. Tony Hanmer _________________________________________________________________ Protect your PC - get McAfee.com VirusScan Online http://clinic.mcafee.com/clinic/ibuy/campaign.asp?cid=3963

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Greens and blues for Jim Muth's FoTD for 9/25/04, Peacock-Tail_Eyes
by Hal Lane 25 Sep '04

25 Sep '04

################################################################ Damascena Korwen's Leather Gem color map has a series of green and blue entries that can be rotated to provide surprisingly realistic Peacock Tail Eyes for Jim Muth's FoTD for 9/25/04, Peacock-Tail_Eyes. The background is, not too surprisingly, leather colored. My fixation on this color map doesn't seem to be lessening. Maybe its just a great color map. Has anyone tried using her color map on their fractals? I posted the ASCII .map version of her color map to this forum August 22, '04. I'd like to know if anyone else has had any success with it... - Hal Lane ######################### # hallane(a)earthlink.net # ######################### START 20.0 PAR-FORMULA FILE================================ Peacock-Tail_Eyes2 { ; Hal Lane 9/25/04 t=15:35 P400 1024x768 ; Jim Muth's FoTD with Damascena ; Korwen's Leather Gem color map (rotated) reset=2003 type=formula formulafile=pastengo.par formulaname=mandelbrotmix4 function=recip passes=1 center-mag=+0.76262248560970150/+0.29190833927554180/6.10102e+\ 011/1/-7.50049017609904478/-0.00336675416591392107 params=1/2.2/-1/-1.212/-0.4/0 float=y maxiter=1200 inside=0 proximity=1.1 outside=fmod logmap=yes periodicity=10 sound=off colors=YD0Kmm<8>CURBSOAQM<3>6GB5E86G9<9>EWHFYIGZJ<2>JdMKfNLhM<\ 5>bmDenBhoA<3>ts3wt1sr2<5>Zf8Vd9SbA<3>DVF<4>CPCCNBCMA<2>BI9BH8\ BH8<3>AE79D6DE6<3>UI9YJAaLBeMCgODjQF<9>tgGuiGvjG<2>ypGzrFzrK<3\ >yufxukxvqwww<3>rhh`F0`F0<5>UA0T90S80R80Q70P60<3>L30K30J20I10I\ 10<16>UB2UB2VC2<3>YE3<3>Q82O61M41<3>Q71R81S91fM5<3>iO5jP5kQ6<9\ >UB3S92Q82<3>I10931A00<3>VK0_P0dU0<3>zm0<3>zb0z_0zX0zU0<3>`F0U\ C0O80H40<2>A4773A73C<3>56K47M48O39Q2AS<8>9QaASbATc<3>E`hFbiGdi\ <3>Jkl } frm:MandelbrotMix4 {; Jim Muth a=real(p1), b=imag(p1), d=real(p2), f=imag(p2), g=1/f, h=1/d, j=1/(f-b), z=(-a*b*g*h)^j, k=real(p3)+1, l=imag(p3)+100, c=fn1(pixel): z=k*((a*(z^b))+(d*(z^f)))+c, |z| < l } END 20.0 PAR-FORMULA FILE================================== ################################################################ --- Outgoing mail is certified Virus Free. Checked by AVG anti-virus system (http://www.grisoft.com) Version: 6.0.767 / Virus Database: 514 - Release Date: 9/21/04

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FOTD 25-09-04 (Peacock-Tail Eyes [4])
by Jim Muth 25 Sep '04

25 Sep '04

FOTD -- September 25, 2003 (Rating 4) Fractal visionaries and enthusiasts: Today's image is a scene in the fractal that results when 0.6 part of Z^(-1.212) is subtracted from 0.6 part of Z^(2.2) and (1/C) is added. As are many fractals created by this type of formula, today's parent fractal consists of a distorted, over- sized Mandeloid. The scene is located rather deep in a broken spiral in what passes for an East Valley of the parent. I rendered the scene with the outside set to 'fmod' and the proximity set to 1.1. This departure from my usually purist outside=iter rendering came about because the 'iter' option draws a rather boring image. While searching today's fractal for a name, I was reminded of the 'eyes' in a peacock's tail, and named the image "Peacock- Tail Eyes". Unfortunately, I could find nothing that could raise the rating beyond a humble 4. The render time of just over 9 minutes results in an overall value of 44. The image may be seen by running the included parameter file. Those whose system balks at running Fractint parameter files may download the completed GIF file from the FOTD web site at: <http://home.att.net/~Paul.N.Lee/FotD/FotD.html> The Thursday and Friday weather was near perfect here at Fractal Central, and so was the attitude of the fractal cats, who had more time in the yard than they knew what to do with. Today looks like another great day. I expect the same for the duo. In my department, the work is nearly caught up. The next FOTD will appear on Sep 27. The FOTD will likely resume its daily basis on Oct 1. Until next fractal, take care, and don't get lost chasing fractal UFO's. Jim Muth jamth(a)mindspring.com jimmuth(a)aol.com START 20.0 PAR-FORMULA FILE================================ Peacock-Tail_Eyes { ; time=0:09:07.77--SF5 on a P200 reset=2003 type=formula formulafile=allinone.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=+0.76262248560970150/+0.291908339275541\ 80/6.10102e+011/1/-7.50049017609904478/-0.00336675\ 416591392107 params=1/2.2/-1/-1.212/-0.4/0 float=y maxiter=1200 inside=0 proximity=1.1 outside=fmod logmap=yes periodicity=10 colors=000C9AIEDNJFSOHXTKaYMfaOZSISJCL96E00H79KEIM\ LRPS_SZhUeqTcnTbkS`hS_eSZbRX_RWXQUUQTRQSOPQLPPIONF\ OMCOLAPIIQFPQCWR9bR6iS3pS1wR2rR3nR4jR5fR6bQ7YQ8UQ9\ QQAMQBISDLUFNVGPXISYKU_LW`NZbP`cQbgWYwoHroLnoQinUe\ nZ`nbXngSmkOmpJmtFmxIjrKhlMffOd`QaVS_PUYJWWEYSBZP9\ _M6`J4aG2cF3eE4gD4iC5kB6mA6o97q88s78u69w5Ay4Az3Bz3\ Bx6Fs8JnBNiDQeGU`IYWL`RNdNQhISkDVo8Xs4ZvCVpKRjSNd_\ KZgGToCNv9Hp8Lk8Of7Ra7UX7XR6`M6cH5fC5i75lE4hK3dR2`\ X2Xc1Ti0Po0LgBJ`LHUWFNeDGoBFqLEsVEudDwnDyxFsuGmrHh\ pIbmJXjKShMQeNPbON_PMXQLVSJSTIPUGMVFJWEH_DKbCMfBPi\ ARmAUp9Wt8Zw7`z7by6ey6hx6kx6nw6qw6tc8hL9YOxiMy_KyR\ JyIHy9Gy0MzNSzhWhmdmilqfuubzy_quUlnQigNfaKcVH`ODYI\ AVB7S54PD8MKBKRELYINdLPkOQrRNqQLpPJoPHnOFmNDlNBkM9\ jMCdLEZLGTLINKKHKMCKhfiebdbZ``WXYSSVOOTLKu4GCOvM_s\ WjpeumatgZsbVsXSrSPrNOmROhUOcYOZ`OUdOPgOLjSRiVWhZ`\ gaefdjeT_aHPZ5FW6IUxcBzdA } frm:MandelbrotMix4 {; Jim Muth a=real(p1), b=imag(p1), d=real(p2), f=imag(p2), g=1/f, h=1/d, j=1/(f-b), z=(-a*b*g*h)^j, k=real(p3)+1, l=imag(p3)+100, c=fn1(pixel): z=k*((a*(z^b))+(d*(z^f)))+c, |z| < l } END 20.0 PAR-FORMULA FILE==================================

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wallpapers for 2x LCD flat screens
by Guy Marson 24 Sep '04

24 Sep '04

Hi fractinters, Since some time I´m using two flat screens with a resolution of 1280x1024 pix. (Radeon 9800XL). Now I need wallpapers with a resolution of 2560x1024.. Fractint did it with "viewwindows=1/0.375/yes/0/0" and an additional line in the fractint.cfg: ******************************************************** AF9 ,Disk/RAM 'Video' , 3, 0, 0, 0, 11,2560,2048,256,For Background Fractals ******************************************************** Here ar the "best" wallpapers: winwal01 { ; time= 1:16:40.56--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=+0.61594187477358300/+0.26649105686739320/1.110581e+012/0.5/8\ 5.0012275316197901/-0.00042061706659549114 params=4/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal02 { ; time= 5:55:05.21--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25044553200428840/+0.00001487227231271/1.086435e+011/0.5 params=0/0 float=y maxiter=76800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal03 { ; time= 0:25:21.77--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=RudySetPlus passes=1 center-mag=+0.64996667041852160/+0.00527767813352525/1.976996e+011/0.5/1\ 0.0000034458208091/0.000106259864077536126 params=4/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal04 { ; time= 16:48:29.60--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-0.20723469930662780/+0.65253095192936540/5.800177e+010/0.5/1\ 77.500040181123893/-9.24025653067511721e-005 params=0/0 float=y maxiter=3840 inside=atan logmap=110 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000NWn<40>46A359348<3>124123112001000<58>taJubJvbK<2>ydLzeLydL<55\ >642531421<2>100000001<56>Q_tQ`uR`v<2>SbyTczSby<9>OXo } winwal05 { ; time= 0:43:56.92--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-0.75004311376620820/+0.00533348388987070/7.288426e+007/0.5 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 cyclerange=1/1 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal06 { ; time= 4:22:50.27--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-1.76854411112860410008589/-5.67859555000130105846e-4/4.82584\ 5e+019/0.5001 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000531<52>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<51>46A359348<3>124123112001000<4>421 } winwal07 { ; time= 0:07:01.28--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=1920 type=formula formulafile=fractint.frm formulaname=mand-mand-gm passes=1 center-mag=+0.34396372855620850/+0.05608272739828778/2.279318e+008/-0.5 params=1500/0/0.3439637213055898/0.05608272738673762/-0.7214175892052389\ /0.2591804589512701 float=y maxiter=3020 inside=atan periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal08 { ; time= 2:03:54.11--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=+0.64990722824109980/+0.00130229715178666/1.224749e+009/0.5/4\ 2.5000010599545988/-3.26263381813379771e-006 params=4/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal09 { ; time= 5:51:03.15--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=+0.29476557732835880/+0.33198994467469100/1.153822e+010/0.5/1\ 27.499996576286634/7.60830806892792699e-005 params=4/0 float=y maxiter=76800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal10 { ; time= 0:29:20.42--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=-0.00378189099518371/+0.56347816079843720/1.84599e+009/0.5/-1\ 7.499996996670987/-5.82805852481632636e-006 params=4/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal11 { ; time= 1:17:04.01--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=+0.64990868426845580/+0.00129930194513576/2752167/0.5 params=4/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal12 { ; time= 1:55:48.23--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.250520026186454968/0.0109215272475727547/1.110099e+014/0.5\ 001/2.50033874211292684/-0.000677438450128867165 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal13 { ; time= 0:05:13.90--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.32845121829884120/-0.04883847316565564/1298147/0.5001/100.\ 001959620165451/-0.00391887110436994757 params=0/0 float=y maxiter=2400 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal14 { ; time= 1:06:36.60--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.53937114614275730/+0.61000621632524490/632371.8/-0.5/337.4\ 99999998554586/5.95943036585389052e-009 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal15 { ; time= 0:23:02.25--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.72307336826126880/+0.24021512507886330/8.012629e+011/0.5/-\ 40.0001253614980357/0.00171242571534992172 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal16 { ; time= 0:36:02.80--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.35775650168333530/+0.64571431888043640/6195200/-0.5/357.50\ 0005676421722/1.92933588411201007e-005 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal17 { ; time= 0:00:08.52--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-0.66194715429204720/+0.33072173081903280/4.360657e+007/-0.5/\ 187.499999969183335/-7.91529380789190995e-008 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal18 { ; time= 0:26:05.43--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel(fn||fn) function=sqrt/sqr passes=1 center-mag=-0.75071959292685000/+0.02128323906050829/102481.9/-0.5/287.4\ 99999999893987/1.03418530683629939e-010 params=0/0/5e-005 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal19 { ; time= 1:09:34.83--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.67034458147793160/-0.31567543426555480/1.85124e+009/0.5/12\ .4999999336014742/-4.4706000640395982e-006 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal20 { ; time= 0:24:44.47--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25012695677910060/+0.00000209461317202/7.317549e+011/0.5/-\ 77.4994540056521402/-0.000232114107094637256 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal21 { ; time= 2:12:54.30--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-0.75004419914958750/+0.00525724380288595/2225078/0.5/90/3.88\ 578058618804789e-016 params=0/0 float=y maxiter=38400 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 cyclerange=1/1 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal22 { ; time= 0:48:08.04--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.76856685263262000/+0.00065090045370608/2.396894e+011/-0.5 params=0/0 float=y maxiter=9600 inside=atan periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal23 { ; time= 0:48:07.65--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.76856685263262000/+0.00065090045370608/2.396894e+011/-0.5 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000QH7<17>fSEgTEhUEiVFjVF<9>taIubIvbJ<2>ydKzeKydK<48>D83C73B63<3>\ 741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<56>235234123112011000<5>5\ 31641741<17>PH6 } winwal24 { ; time= 7:28:28.43--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25550734103320380/+0.49465250843811400/2.514021e+011/0.503\ 3/-120.334020845262899/0.666096440525174027 params=0/0 float=y maxiter=76800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal25 { ; time= 0:01:23.54--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel4 passes=1 center-mag=+0.55259241279136060/+1.01400387807071600/384071.2/0.5 params=0/0 float=y maxiter=600 inside=atan logmap=41 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal26 { ; time= 1:36:35.14--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.11894627360760550/+0.64949609239884840/1962725/0.5/-127.49\ 9999995185036/-1.22350464204501463e-008 params=0/0 float=y maxiter=14400 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal27 { ; time= 1:43:43.33--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.75001153360913000/-0.00262333145889659/3191945/-0.5/160.00\ 0000007639528/-3.37605323835754589e-008 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal28 { ; time= 7:59:47.16--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudy-fn1 function=sqr passes=1 center-mag=+0.45545770793874210/+0.34130180733471440/4.859149e+008/0.5/-\ 7.4999851487582152/-2.99876554949590757e-005 params=4/0/3/0 float=y maxiter=153600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal29 { ; time= 4:12:36.14--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.1193980068173172/0.8385169776609925/1.082397e+013/-0.4999/\ 349.997347769226792/-0.00158833696738434893 params=0/0 float=y maxiter=6000 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal30 { ; time= 3:19:44.02--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=+0.61597606381138490/+0.26642579480426820/1.773936e+011/0.5/-\ 14.9999914040277638/0.000683676918868884875 params=4/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal31 { ; time= 0:18:18.02--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudysetplus passes=1 center-mag=+0.59576750779687960/+0.22689436342289230/7.17869e+009/0.5/11\ 7.499980444233614/0.000260179868100271494 params=4/0 float=y maxiter=2400 inside=atan logmap=100 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal32 { ; time= 0:02:15.77--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.32848870896369850/-0.04925454443483145/5560.564/0.5001/90/\ -1.23373533611470521e-014 params=0/0 float=y maxiter=1200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal33 { ; time= 0:04:19.25--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.32838322835551750/-0.04900203673095914/581566.7/0.5/142.50\ 2928995221339/-0.00585807123701553856 params=0/0 float=y maxiter=1200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal34 { ; time= 0:07:26.71--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25827163240847930/+0.00121599633414465/2.1817e+009/0.5/-69\ .998051878701645/-0.00389667378244152457 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal35 { ; time= 0:09:42.37--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25827163240847930/+0.00121599633414465/2.1817e+009/0.5/-69\ .998051878701645/-0.00389667378244152457 params=0/0 float=y maxiter=38400 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal36 { ; time= 0:15:07.37--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.74746378503213920/-0.08299281644754428/2.047354e+011/0.499\ 9/175.000541061175625/-0.00137823964110925928 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal37 { ; time= 2:59:12.44--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.15790603294558100/+0.26973058353884480/2080010/0.5/97.4999\ 999968676434/8.09527882228433526e-010 params=0/0 float=y maxiter=38400 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal38 { ; time= 1:06:18.09--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.15790841888827100/+0.26973252703154460/4.159399e+008/0.5/7\ 0.0000016614772846/-1.24285245216293472e-006 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal39 { ; time= 1:16:12.55--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.87002392314116000/+0.00000115071495055/3.361779e+008/0.5/-\ 84.9999991842683897/-1.52245006526663396e-006 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal40 { ; time= 1:33:59.26--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.76852897159935300/+0.00013883371589374/1.190899e+009/0.5/5\ 0.0000056726502464/-1.13338901317344698e-005 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal41 { ; time= 0:09:21.17--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.26906702664714820/-0.00506996870749068/1.138448e+012/0.5/7\ 5.0010290747689368/-0.000507527571550418777 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal42 { ; time= 1:27:08.14--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=formula formulafile=fractint.frm formulaname=rudy-fn1 function=sqr passes=1 center-mag=+0.29489082023747890/+0.33220962435487930/4.004017e+011/0.5/-\ 140.000566804688617/0.000499697552295175207 params=4/0/3/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`\ v<2>SbyTczSby<61>000 } winwal43 { ; time= 0:09:48.31--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.05884549641169900/-0.24351397043485080/2.331809e+009/0.5/-\ 40.0000083694286488/1.49871935817141866e-005 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal44 { ; time= 0:38:47.13--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.12819912487133400/+0.21488306904639300/456717.1/0.5/-90/3.\ 88578058618804789e-016 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal45 { ; time= 3:57:41.30--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.75004393893045500/-0.00537275359085596/9.977636e+011/0.5/1\ 70.000142878923413/0.000434149761301433346 params=0/0 float=y maxiter=96000 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal46 { ; time= 4:05:21.73--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.75078358421910000/+0.02264951927882360/4.555642e+012/0.5/2\ .50041056437687725/-0.00743537605571639726 params=0/0 float=y maxiter=153600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8<26>taIubIvbJ<2>ydKzeKydK<48>D83C73B6\ 3<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal47 { ; time= 0:00:51.46--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-0.80916914911894210/+0.20828466381203400/1249728/0.5005/-109\ .950528798676075/-0.0498727325890925 params=0/0 float=y maxiter=306 inside=atan periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000MUj<42>235234123112011000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23\ >taIubIvbJ<2>ydKzeKydK<48>D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u\ <2>SbxTcySbx<12>MVk } winwal48 { ; time= 0:33:17.04--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.99909584339332206015024/1.34778167202814335147e-5/1.353238\ e+020/-0.4986 params=0/0 float=y maxiter=616 inside=atan logmap=112 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal49 { ; time= 0:01:02.40--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.42867357460402400/+0.16248918209951070/8.467244e+009/0.499\ 8/85.0303069340861555/-0.0484226067856533271 params=0/0 float=y maxiter=624 inside=atan logmap=50 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<58>Q_tQ`uR`v<2>SbyTczSby<51>46A359348<3>124123112001000<58>ta\ JubJvbK<2>ydLzeLydL<60>110 } winwal50 { ; time= 0:20:02.54--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-1.01829584357101800/+0.26160142702778080/5.652911e+008/0.5/1\ 80 params=0/0 float=y maxiter=14400 inside=atan logmap=100 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000321210100000<57>Q_tQ`uR`v<2>SbyTczSby<51>46A359348<3>124123112\ 001000<58>taJubJvbK<2>ydLzeLydL<57>421 } winwal51 { ; time= 0:11:38.98--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-1.24930658720297900/-0.02786487733098879/1.497539e+012/-0.51\ 26/200.612037309525732/-1.20477304052674983 params=0/0 float=y maxiter=4800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000vbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`uR`v<2>SbyTcz\ Sby<51>46A359348<3>124123112001000<59>ubJ } winwal52 { ; time= 0:02:20.06--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-1.26695089096213800/-0.05003967186862764/10237.2/0.5156/10.3\ 264672534733091/-0.643023286008381989 params=0/0 float=y maxiter=2400 inside=atan logmap=91 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<58>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<60>001 } winwal53 { ; time= 0:19:41.39--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-1.25315987674471100/-0.04633716767752798/3.06726e+012/0.5167\ /180 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000EJV<21>359348247<3>123112001000<58>taJubJvbK<2>ydLzeLydL<55>64\ 2531421<2>100000001<56>Q_tQ`uR`v<2>SbyTczSby<29>EKW } winwal54 { ; time= 0:05:25.38--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2003 type=mandel passes=1 center-mag=-1.77628113682260400/+0.00532496719526282/2200843/0.5326 params=0/0 float=y maxiter=4800 inside=atan logmap=171 periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000321210100000<57>Q_tQ`uR`v<2>SbyTczSby<51>46A359348<3>124123112\ 001000<58>taJubJvbK<2>ydLzeLydL<57>421 } winwal55 { ; time= 1:08:08.16--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25386433125131360/+0.00039002452692703/2.148615e+012/0.533\ 3/-3.00001388052247409/-0.00139136041907341607 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000000<57>taJubJvbK<2>ydLzeLydL<55>642531421<2>100000001<56>Q_tQ`\ uR`v<2>SbyTczSby<61>000 } winwal56 { ; time= 0:04:04.09--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.20782715337691500/+0.31629001857817880/1214.367/0.5333/-2.\ 4999999999902891/-3.21741036590772467e-011 params=0/0 float=y maxiter=9600 inside=atan periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000JC6<10>853752642531421<2>100000001<56>Q_tQ`uR`v<2>SbyTczSby<51\ >46A359348<3>124123112001000<58>taJubJvbK<2>ydLzeLydL<41>KD6 } winwal57 { ; time= 0:18:11.20--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.15047405180462100/+0.31013548265454330/9.664799e+007/0.533\ 3/-32.4999999797340209/2.05736266398193202e-007 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000QH8<12>D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcy\ Sbx<56>235234123112011000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ\ <2>ydKzeKydK<34>RH8 } winwal58 { ; time= 0:38:55.37--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.52214759774934600/+0.00001874652417956/2.842503e+009/0.500\ 5/-30.0193670986450059/-0.0159616443260745672 params=0/0 float=y maxiter=9600 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal59 { ; time= 1:15:26.58--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=-1.75786912691404400/-0.01203666929502337/9393852/0.5002/-5.0\ 0155533790688178/-0.0515869993035724811 params=0/0 float=y maxiter=19200 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } winwal60 { ; time= 7:28:28.43--AF9 on a P4 3.00GHz ; Version 2002 Patchlevel 3 ; Fractint Version 2003 Patchlevel 2 reset=2002 type=mandel passes=1 center-mag=+0.25550734103320380/+0.49465250843811400/2.514021e+011/0.503\ 3/-120.334020845262899/0.666096440525174027 params=0/0 float=y maxiter=76800 inside=atan logmap=yes periodicity=0 viewwindows=1/0.375/yes/0/0 colors=000<5>531641741<21>TJ8UK8VL8WM8XM9YN9<23>taIubIvbJ<2>ydKzeKydK<48\ >D83C73B63<3>741641530<3>100000000<56>Q_sQ`tR`u<2>SbxTcySbx<61>000 } frm:mand-mand-gm { ; Sylvie Gallet 101324.3444(a)compuserve.com, 1995 ; requires "periodicity=0" (<g> command) modif. GM ; shifts between 2 Mandel formulas ; iter < limit ==> z=z^2 + pixel ; iter > limit ==> z=z^2 + pixel + delta ; with limit = real(p1) c1 = (0.34396372130558980 , 0.05608272738673762) c2 = (-0.72141758920523890 , 0.25918045895127010) c = z = pixel , delta = p3-p2 , b = pixel+delta iter = 0 , limit = real(p1) , bailout = 16 : test1 = (iter<limit) , test2 = (iter!=limit) z = z*test2 , c = b - delta*test1 z = z*z+c , iter = iter+1 |z| <= bailout } frm:RudySetPlus {;Rudy Rucker's CCL-Parametrization ( z = a ) ;Types: a = b = Pixel / a = (x,x), b = (y,y) ;----------------------------- ;p1 real: Bailout ;p1 imag: Type (choose 0 or 1) ;----------------------------- IF (imag(p1)) z = real(pixel)*(1,1), a = 3*sqr(z), b = imag(pixel)*(1,1) ELSE z = b = pixel, a = 3*sqr(z) ENDIF : z = z*(sqr(z)-a) + b p1 >= |z| } frm:Rudy-fn1 {;Rudy Rucker's CCL-Parametrization ( z = a ) modif. GM ;----------------------------- ;p1 real: Bailout ;p1 imag: Type (choose 0 or 1) ;----------------------------- IF (imag(p1)) z = real(pixel), a = p2*fn1(z), b = imag(pixel) ELSE z = b = pixel, a = p2*fn1(z) ENDIF : z = z*(fn1(z)-a) + b p1 >= |z| } have fun, Guy +++++++++++++++++++++++++++++++++++++++++++++ Dear friends, My new email address is <gmarson[at]mnhn.lu>. The former address <guy.marson[at]mnhn.lu> is no more valid. +++++++++++++++++++++++++++++++++++++++++++++

1 0

FOTD 23-09-04 (Circled by Oranges [4])
by Jim Muth 23 Sep '04

23 Sep '04

FOTD -- September 23, 2004 (Rating 4) Fractal visionaries and enthusiasts: The most recent FOTD image featured fractal limes, so why not fractal oranges? Today's image does in fact feature oranges -- eight of them in a circle around the central midget. The formula is basically a whimsical frolic with the number pi. The parent fractal is a very distorted oversized Mandeloid with an immense area of chaos lying to its north and west. Today's scene is located in a small cut-off patch of chaos inland from a bud on the southern shore of the Mandeloid. I named the image "Circled by Oranges" after the ring of orange circles surrounding the central midget. I rated it at only a 4 because, like its predecessor, the image contains few memorable features that I could find. On the worn-out P200 computer the image renders in 2-1/4 minutes. On the new P3200 unit, it renders in 17 seconds -- almost exactly 1/8 the time. The completed image may be downloaded from the FOTD web site at: <http://home.att.net/~Paul.N.Lee/FotD/FotD.html> Absolutely perfect weather (clear skies and a temperature of 84F 29C) on Tuesday and Wednesday made for absolutely perfect fractal cats. Feeling his third or fourth kittenhood, and encouraged by the great weather, Tippy broke the monotony by leaping for a low flying sparrow; but alas, Tippy has lost his speed, and his leap fell several inches short. The bird flew by in no danger. Thomas watched the activity with amusement. As for myself, I am nearing the end of the work backlog, with only a small pile of unfinished stuff waiting for completion. I might have it all caught up by the time the next FOTD appears on Sep 25 . . . or I might not. Until then, take care, and try to keep your fractal enthusiasm under control. Jim Muth jamth(a)mindspring.com jimmuth(a)aol.com START 20.0 PAR-FORMULA FILE================================ Circled_by_Oranges { ; time=0:02:14.95--SF5 on a P200 reset=2003 type=formula formulafile=allinone.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=-3.26812949557044200/+0.553539437941893\ 40/76548.97/1/-130/5.80059770563523536e-008 params=1/1.14159265358979/-3.14159265358979/-3.141\ 59265358979/-0.1/0 float=y maxiter=1200 inside=0 logmap=36 periodicity=10 colors=000r`2dU2SO2FI22CV5Ic7OmAUpCYqE`sH_rJWrFTkC\ Re8PZ5NT2LN9JKFIHLHERGBYE8cD5iC2oB0iH9dNI_TQVZZQdf\ LjoGpwJnoLmgOl_QjSTiKVhCXg4JY_fz1az7XwDSrIPoHNlGLi\ FJfEGcDE`CCYBAVAPgIctQqzYkyZeq__i_Ua`OU`IMaDEaGPmI\ ZyScqagikkauoVKc2LaBM`JM_RNY_OXgOWoMaqLgrKmsIsuHyv\ GzwFzxGzvHzuIztJzsbnb`rZZuVYxSWzOUzKTzHSzRSr_RjhRc\ qTdnUdlWdjXdgZde_dcqlTrlYrlbslfslktlptltqpsosrmwrj\ zqhzqfzpdzpazdZyUWtJDVEC`KBePAjU9oZ8tc7yh6zm6zr9ih\ BKZER_GX`IbaKiaMobOucQzclzzdznXzbQzRSzWUz_WydYvh_r\ laoqcludiygmrjqlmuepy_szTuzNoxJiqFciBYb7TW4YUBbTIg\ SPkRWpQbuPiyOpxVjxaexh`xoVxvQxzLxzGvzFtzFrzEpzEpzw\ mzpjzigzbezWbzP_zIYzCJzQ5zb6zc6zd6ze6zf5z_5zU4zN4z\ H3zA3z47z7BzAEzDIzGMzJPzLMzKJzJGzIEzIBzH8zG5zF3zF8\ zKCzPHzULzZPzcUzhYzmazqczpezogznbzlYzkUzjPzhKzgGzf\ VzQiz9`zESzIJzMAzQ2zUczGZzFVzEQzDMzCHzBDzA8z94z9hz\ 0jz6kzBmzHnzMpzSqzXrzaozv } frm:MandelbrotMix4 {; Jim Muth a=real(p1), b=imag(p1), d=real(p2), f=imag(p2), g=1/f, h=1/d, j=1/(f-b), z=(-a*b*g*h)^j, k=real(p3)+1, l=imag(p3)+100, c=fn1(pixel): z=k*((a*(z^b))+(d*(z^f)))+c, |z| < l } END 20.0 PAR-FORMULA FILE==================================

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