February 2014 - Fractint - mailman.xmission.com

Promising Blues
by Mike Frazier 06 Feb '14

06 Feb '14

This fractal is one I found a few months ago while exploring z^4 parallel resistor formulas. I have been using it as a test file for the new color editor I have been working on for Fracton. I finally got enough of the program working to be able to try it out on this file. The results show promise and that inspired the name for the fractal as "Promising Blues". Note: Fracton is off by one color index from the FractInt generated image. Oh well, more stuff to fix. Here is a link to an image: http://dl.dropboxusercontent.com/u/33642054/image/promising_blues_1200_5.jpg A sneak peek at an unfinished version of Fracton's color editor: http://dl.dropboxusercontent.com/u/33642054/image/fracton_color_editor_0205… The FractInt compatible PAR file for the image is: Promising_Blues { ; Exported from Fracton. reset=2004 type=formula formulafile=fracton.frm formulaname=F_20140205_1646 passes=1 float=y center-mag=-3.618937836800471/-4.445596376660789e-\ 16/444444450000/1/0/0 params=-1/1/0/4/-1.13/0/1/0/0/0 maxiter=500 inside=0 logmap=-85 periodicity=6 colors=0120AE0LS0Uc0cq0hw0_k0QY0HM0680120IO0Yi0hw0\ Ta0CG653IF9WSGicNwpUqkScZLQNECB7653IF9WSGicNwpUqkS\ cZLQNECB7111EEEQQQbbbnnnlll```PPPDDD111EEEQQQbbbnn\ nlll```PPPDDD111EEEQQQbbbnnnlll```PPPDDD111EEEQQQb\ bbnnnlll```PPPDDD111EEEQQQbbbnnnlll```PPPDDD200G00\ U00g00u00s00e00S00E00200G00U00g00u00s00e00S00E0020\ 0G00U00g00u00s00e00S00E00200G00U00g00u00s00e00S00E\ 00200G00U00g00u00s00e00S00E00200G00U00g00u00s00e00\ S00E00200G00U00g00u00s00e00S00E00200G00U00g00u00s0\ 0e00S00E00200G00U00g00u00s00e00S00E00200G00U00g00u\ 00s00e00S00E00200G00U00g00u00s00e00S00E00200G00U00\ g00u00s00e00S00E00200G00U00g00u00s00e00S00E00200G0\ 0U00g00u00s00e00S00E00200G00U00g00u00s00e00S00E002\ 00G00U00g00u00s00e00S00E00200G00U00g00u00s00e00S00\ E00200G00U00g00u00s00e00S00E00200G00U00g00u00s00e0\ 0S00E00200G00U00g00u00s00 } frm:F_20140205_1646 { ; Similar to the parallel resistance formula a=real(p1),b=real(p2),d=imag(p1),f=imag(p2), z=0,c1=pixel-p3,c2=pixel-p4: z=1/(1/(a*z*(cos(z)-1)*sin(z)+c1)+1/(d*(z^f)+c2)), |z|<100 } -- Mike Frazier www.fracton.org

1 0

FOTD 05-02-14 (Supernova [A-8,M-8])
by Jim Muth 05 Feb '14

05 Feb '14

FOTD -- February 05, 2014 (Rating A-8,M-8) Fractal visionaries and enthusiasts: Today's image reminds me of a stellar supernova explosion, which is what I named it. It is a scene on the northwest shore line of the main bay of a perturbed version of the HyperMandelbrot set. This is an area of the Hyper set that until today I have never checked. And from the nature of the area beyond the border of today's scene, there might be rich pickings to be found nearby. In my opinion, both the art and math values of the image rate an 8. And the brief calculation time of 1-1/4 minutes makes the image an even better bargain. The ultimate in convenience may be found however on the FOTD web sites, where the finished image is posted. The image is posted online at: <http://www.crosscanpuzzles.com/Archives.html> <http://www.emarketingiseasy.com/TESTS/FOTD/jim_muths_fotd.html> <http://www.Nahee.com/FOTD/> <http://user.xmission.com/~legalize/fractals/fotd/about.html> About 8 inches or 20cm of heavy wet snow fell overnight here at Fractal Central, which made for heavy work clearing the fractal sidewalk. Luckily, FL kept the hot coffee flowing until the job was done. The rest of the day was cloudy with a temperature of exactly freezing. The fractal cats noticed the changed appear- ance of the outside world, but were too busy chasing each other around the house to give the outside much attention. The next FOTD will be posted before the sun engulfs the earth, which will be in something like 6-billion years. (Luckily, it's not 6-million years.) Until this magic moment arrives, take care, and science sees man as a body with a conscious mind as a by-product, yet it is this by-product that observes the body and invents theories about how the body creates the mind. Jim (circular reasoning?) Muth jimmuth(a)earthlink.net START PARAMETER FILE======================================= Supernova { ; time=0:01:15.00 SF5 at 2000MHZ reset=2004 type=formula formulafile=basicer.frm formulaname=HyperMandelbrot2 passes=1 center-mag=-0.3581565658/+0.6109241496/1664/1/\ -42.5/0 params=0.305/0/0/0/1/0/1e-050/0 float=y maxiter=405 inside=0 periodicity=0 colors=000m1Cm1Am19m18m17m16m15mF3wK4wP5wU6wZ7vc8z\ h9zoAzzzzz0zzDzzzUrz9pl9om8nm8nm8mm8mn8ln7kn7kn7jn\ 7jo7io6io6ho6hp6gp5gp5fp5fq5eq5eq4dq4cq4cr4br4br3a\ r3as3`s3`s3_s2_t2Zt2Zt2Yt1Zu2Yt2Ys2Xr2Xq2Wp3Wo3Wn3\ Vm3Vl3Uk4Uj4Ti4Th4Tg4Sf5Se5Rd5Rc5Qb5Qa6Q`6P_6PZ6OY\ 6OX7NW7NV7NU7MT7MS8LR8LQ8KP8KO8KO9JM9IL9IKAHJAHIAG\ GAGFBFEBFDBFCBFACF9CF8BF7BF4AF6BF7BF9CFADGBDHDEIEF\ IFFJHGKIILJJMLKNMMONNPPOPQQQRRRTSSUUTVVUXXVYWVZVUY\ UUXUUWUUVUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUWUWYUX_UYaU\ ZcU_cU`cUacUbcUccUdcUecUfcUgcUfcUfcUfcUfcUecUedUed\ UeeUdeUdfUdfUcfUcfUcfUcfUbeUbeUbeUbdUadUacUacUacU`\ bU`bU`bU`aUaaUaaUaaUa`Ua`Ua`Ua`Ua_Ta_Ta_Sa_Sa_RaZR\ aZQaZQaZPaYPaYOaYObYNbXNbXMbXMbXLbXLbWKbWKbWJbWJbV\ IbVIbVHbVHbVGbUGbUFbUFbUEcTEcTDcTDcTCcSCcSBcSBcSAc\ SAcR9cR9cR8cR8cQ7cQ7cQ6cQ6cP4aQ6_R7YR9WSAUUASWAQY9\ O_8Ma7Kc6Ie5Gg4Fi3Ek2Dm1C } frm:HyperMandelbrot2 {; periodicity must be turned off a=(p1),b=(p2): q=sqr(a)-sqr(b)+pixel, b=(p3+2)*a*b+p4, a=q, |a|+|b| <= 100 } END PARAMETER FILE=========================================

1 0

Strange Beauty
by JackOfTradeZ＠comcast.net 05 Feb '14

05 Feb '14

""Any comments are welcome.;https://www.dropbox.com/sh/q3j5mh1o8k22ki2/LqZ8ImJg9H;Cheers,Albre…"" Loox like some species of Alien Angel, wings and all. Don't know if she's good or evil, but dang pretty! .

1 0

MFR12 Startup
by Albrechtx 05 Feb '14

05 Feb '14

HI, ; software with unlimited possibilities cannot be easy to handle. Of course that´s the reason nobody ever has tried to create completely new images. I have tried to make MFR12 more userfriendly. ; Therefor I have supplied some means to enable an easy startup: A complete set of Parfiles for every participating frm (11). They create an image with the basic shape and also have some default settings. ; Also all basic images are supplied, so all there is to do: Load an image and add other frms and settings. ; To start it´s only necessary to insert in line 3 (Rp2) of the setup screen the number of 2 to 5 frms to use. The number is given in the name of the parfile. ; Of course there is a lot more to it, for instance the warp effect and the border system, but these things are not needed for a startup. ; I know that this is interesting for very few users, just give it a try and you will see that crating images with MFR12 is a fascinating game - and after all this IS a forum. Of course I will assist and reply all inevitable questions and also will explain the more demanding features of the software if there is any interest. ; To avoid possible loss due to Dropbox I will repeat the Parfiles and the Frm (one minimal change due to the Spider Frm) ; https://www.dropbox.com/sh/82yqz36o7y07aah/fyxOhKGxac ; Cheers, Albrecht ==============================start_par==================================== 1_Secant_Basic { ; Time 02.33.90 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/exp/sin passes=t center-mag=2.22045e-016/0/0.5226667/1/-90/3.88578058618804789e-016 params=1.42593798638874/0.4447980163579212/10000.0703570002/15234.050603\ 0602/152048.0404808048/384.1604894048/384.00482000595/256.1007683/512.10\ 07683001/512.1007683 float=y maxiter=3072 inside=maxiter logmap=4 periodicity=0 rseed=-2436 colors=000000zr0zz1zzC<2>zzz<3>jqdfo_blU<3>Mb8<3>LQ8KM8KJ8<2>I88H44G00<3\ >TA5WD6ZF7aI8eLAhMBiODjQF<3>qeBriAtm9vq8xu7zz5zz4zz3<4>zj4zg4zc4<3>zS5zP\ 5zL6zI6zE6wE6tD6<6>vAIv9Kv9M<3>x7Sy7Uy6Wz6Yz5_<3>f5Ma5IW4E<2>_4H<3>P3DN2\ CK2A<3>805G0BO0G<3>g0Ul0Xq0`v0d<2>y0fz0gy0h<3>u1mt1ns1or2q<2>v2u<3>c5eZ6\ `U6X<2>F9LAAG7FO4KW0Qc<3>5Xc6Zc7`c7aa7c_7eY<3>FcgHciJbl<3>S_v<3>civflvin\ vlqvotvsww<2>zzz<3>rwzovzhsw<3>Gch8_d8Xa<3>8JP8FL8CI<4>XCAaB9fB7<3>zA0<1\ 3>SA1QA1NA1<3>D92<6>UXAW`BYcC<3>hrI<3>UnXRm_NlcJkgFfpAaz<3>PJoSFlWAi_5fc\ 0ce7_jFRoNIzb0zj0 } 2_Mandel_Basic { ; Time 02.22.04 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/sin/exp/sin passes=t center-mag=0.315433/0.00308737/0.9205382/1/-90/-1.23373533611470521e-014 params=-0.05825983458967864/0.3785210730307932/20000.32595700022/15234.0\ 506030602/152048.0404808048/384.1604894048/384.00482000595/256.1007683/5\ 12.1007683001/512.1007683001 float=y maxiter=3072 inside=maxiter logmap=4 periodicity=0 rseed=-2436 colors=000<2>110110000KA4<7>gcOjgRmjT<3>zzc<9>UOFRKDOGA<3>A00<9>f0Ci0Dl0\ F<3>z0K<6>Z0EV0DR0C<3>A08004000<26>000<4>000<7>Q0UU0YX0a_0dc0hf0l<2>p0w<\ 4>_0dX0aU0Y<2>K0NH0JG0NE1R<3>7UX6`Z4h_2oa0wc<10>2WI2TG2RE<3>4G54D36F5<16\ >kkammcpoe<3>zwm<3>mhZjdVfaS<3>VMCRI8OE4KA0000<43>000<4>000330<12>110 } 2alt_Dblmandel_Bas { ; Alternaive for Single Mandel ; Time 01.57.81 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/sin/exp/sin passes=t center-mag=-0.49234/0.00308737/1.183773/0.9769/180 params=-0.05825983458967864/0.3785210730307932/20000.32595710022/15234.0\ 506030602/152048.0404808048/384.1604894048/384.00482000595/256.1007683/5\ 12.1007683001/512.1007683001 float=y maxiter=3072 inside=maxiter logmap=4 periodicity=0 rseed=-2436 colors=000110110000110<2>000KA4<7>gcOjgRmjT<3>zzc<9>UOFRKDOGA<3>A00<9>f0\ Ci0Dl0F<3>z0K<6>Z0EV0DR0C<3>A08004000<26>000<4>000<7>Q0UU0YX0a_0dc0hf0l<\ 2>p0w<4>_0dX0aU0Y<2>K0NH0JG0NE1R<3>7UX6`Z4h_2oa0wc<10>2WI2TG2RE<3>4G54D3\ 6F5<16>kkammcpoe<3>zwm<3>mhZjdVfaS<3>VMCRI8OE4KA0000<43>000<4>000330<10>\ 110 } 3_Bees_Basic { ; Time 01.22.94 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/sin/exp/sin passes=t center-mag=0.74349/0.00308737/0.2679171/1/-90/3.88578058618804789e-016 params=-0.05825983458967864/0.3785210730307932/30000.32595700022/15234.0\ 506030602/152048.0404808048/384.1604894048/384.00482000595/256.1007683/5\ 12.1007683001/512.1007683001 float=y maxiter=3072 inside=maxiter logmap=4 periodicity=0 rseed=-2436 colors=000000zr0zz1zzC<2>zzz<3>jqdfo_blU<3>Mb8<3>LQ8KM8KJ8<2>I88H44G00<3\ >TA5WD6ZF7aI8eLAhMBiODjQF<3>qeBriAtm9vq8xu7zz5zz4zz3<4>zj4zg4zc4<3>zS5zP\ 5zL6zI6zE6wE6tD6<6>vAIv9Kv9M<3>x7Sy7Uy6Wz6Yz5_<3>f5Ma5IW4E<2>_4H<3>P3DN2\ CK2A<3>805G0BO0G<3>g0Ul0Xq0`v0d<2>y0fz0gy0h<3>u1mt1ns1or2q<2>v2u<3>c5eZ6\ `U6X<2>F9LAAG7FO4KW0Qc<3>5Xc6Zc7`c7aa7c_7eY<3>FcgHciJbl<3>S_v<3>civflvin\ vlqvotvsww<2>zzz<3>rwzovzhsw<3>Gch8_d8Xa<3>8JP8FL8CI<3>SCCXCAaB9<3>uA2zA\ 0xA0<12>SA1QA1NA1<3>D92<6>UXAW`BYcC<3>hrI<3>UnXRm_NlcJkgFfpAaz<3>PJoSFlW\ Ai_5fc0ce7_jFRoNIzb0zj0 } 4_Julia_Basic { ; Time 01.57.81 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/exp/sin passes=t center-mag=-0.502551/0.00230074/1.04123/1.0201/77.2315031053739602/0.531\ 703639330900923 params=0.2030091250343333/0.3606067079683828/40000.07030100001/25233.867\ 49100335/151024.7048889127/383.443930242594/384.6230639709148/256.119445\ 6278993/511.3025872032647/766.2888233554911 float=y maxiter=1024 inside=maxiter logmap=4 periodicity=0 rseed=-2436 colors=00y000<4>0000000000800000800A00000K00K0gK0g00hL0hK0jK00K00N00H0kH\ 0k00kS0lU00Z00_0la00d00d0000mh00j00000m0000n000n0000000or0xt0xu0uv0ux0sx\ 0sx00x0<3>0y00000y0<2>0y0zy0zy0zy00y00y0zxyzxvzx0ywu0vt0ut0qs0ps0pr00000\ 000r0pq00q00q0000000oqz0000000p00qyo00p00pryqtyqwxqyxqy0qxwpvvpvuou0lttj\ stjq0hotbmsSXsQWsNVpJSpIG00000000F0G00DC0DB09A07606500500406400300000x00\ xv02vww00w0uwtuwtt2t02s0vs0vr01qr1q0uq00nq0nq0kqukn0il00j0hjt0it60r6gq50\ i00h00h00300f00S00F00F00E50D00C00C00700000060804805005000800860905900000\ 068z08yp0yqoysoxvoxvo9vo90ox8ow00w0000AtJnrJnpJmoJmnKkiKjfKkdK000000C00E\ 00F00F0000<3>000wx0twxswwpvwnvu0uu0ttmtr0tq0spksp0rn0pmkokkojjljjkiij0ij\ 000000000y00x00xzyxzxwyvw0tuxouxosvmsulqsj0qiophophm00l00k0hj<3>0hh0gh00\ f0fe0cd0cY00V00U00N00O000 } 4alt_Manowar_Bas { ;Alternative for Julia ; Time 01.45.08 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/sin/exp/sin passes=t center-mag=-0.479531/0.00308737/1.116437/1/90/-1.23373533611470521e-014 params=1.892178106021302/0.4900357066560869/40000.32595700022/25234.0506\ 020602/152048.0404808025/384.1604894022/384.00482000595/256.1007683/512.\ 1007683001/512.1007683001 float=y maxiter=3072 inside=maxiter logmap=3 periodicity=0 rseed=-2436 colors=000wyz<3>nvz<3>MglFch7_d<3>7NS7JP7FL7CI<4>WCA`B9eB7<3>yA0<13>RA1P\ A1MA1<3>C92<6>TXAV`BXcC<3>grI<3>TnXQm_MlcIkgEfp9az<3>OJoRFlVAiZ5fb0cd7_i\ FRnNIyb0yj0000yr0yz1yzC<2>yzz<3>iqdeo_alU<3>Lb8<3>KQ8JM8JJ8<2>H88G44F00<\ 3>SA5VD6YF7`I8dLAgMBhODiQF<3>peBqiAsm9uq8wu7yz5yz4yz3<4>yj4yg4yc4<3>yS5y\ P5yL6yI6yE6vE6sD6<6>uAIu9Ku9M<3>w7Sx7Ux6Wy6Yy5_<3>e5M`5IV4E<2>Z4H<3>O3DM\ 2CJ2A<3>705F0BN0G<3>f0Uk0Xp0`u0d<2>x0fy0gx0h<3>t1ms1nr1oq2q<2>u2u<3>b5eY\ 6`T6X<2>E9L9AG6FO3KW0Qc0Sc<3>5Zc6`c6aa6c_6eY<3>EcgGciIbl<3>R_v<3>bivelvh\ nvkqvntvrww<2>yzz } 5a_Mmods_Sinus_Bas { ; Time 04.12.99 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/sin/exp/sin passes=t center-mag=0.166375/0.00308737/0.02002671/1/-90/-1.23373533611470521e-01\ 4 params=-0.05825983458967864/0.3785210730307932/50000.07595700001/51234.0\ 506030602/150248.0404808048/384.1604894048/384.00482000595/256.1007683/5\ 12.1007683001/512.1007683001 float=y maxiter=1024 inside=maxiter logmap=yes periodicity=0 rseed=-2436 colors=000000KA4<7>gcOjgRmjT<3>zzc<9>UOFRKDOGA<3>A00<9>f0Ci0Dl0F<3>z0K<6\ >Z0EV0DR0C<3>A08004000<26>000<4>000<7>Q0UU0YX0a_0dc0hf0l<2>p0w<4>_0dX0aU\ 0Y<2>K0NH0JG0NE1R<3>7UX6`Z4h_2oa0wc<10>2WI2TG2RE<3>4G54D36F5<16>kkammcpo\ e<3>zwm<3>mhZjdVfaS<3>VMCRI8OE4KA0000<43>000<4>000330<6>220220220<3>1100\ 00110110110 } 5b_Mmods_Cosin_Bas { ; Time 02.42.96 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=cos/sin/exp/sin passes=t center-mag=0.332423/0.00308737/0.0511977/1/-90/-1.23373533611470521e-014 params=-0.05825983458967864/0.3785210730307932/50000.07595700023/51234.0\ 506030602/152048.0404808048/384.1604894048/384.00482000595/256.1007683/5\ 12.1007683001/512.1007683001 float=y maxiter=1024 inside=maxiter logmap=yes periodicity=0 rseed=-2436 colors=000000KA4<7>gcOjgRmjT<3>zzc<9>UOFRKDOGA<3>A00<9>f0Ci0Dl0F<3>z0K<6\ >Z0EV0DR0C<3>A08004000<26>000<4>000<7>Q0UU0YX0a_0dc0hf0l<2>p0w<4>_0dX0aU\ 0Y<2>K0NH0JG0NE1R<3>7UX6`Z4h_2oa0wc<10>2WI2TG2RE<3>4G54D36F5<16>kkammcpo\ e<3>zwm<3>mhZjdVfaS<3>VMCRI8OE4KA0000<43>000<4>000330<6>220220220<3>1100\ 00110110110 } 6_Phoenix_Basic { ; Time 00.18.18 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=cos/exp/exp/sin passes=t center-mag=0.0530235/-0.0039903/0.9981015/1/-90/-1.23373533611470521e-01\ 4 params=-0.05825983458967864/0.3785210730307932/60000.07035700001/51234.0\ 506030602/151024.0204808192/384.32768524288/384.00482000595/256.1007683/\ 512.1007683001/768.2007680082311 float=y maxiter=1024 inside=maxiter periodicity=0 rseed=-2436 colors=000330<5>220220220<3>110000110<2>000KA4<7>gcOjgRmjT<3>zzc<9>UOFRK\ DOGA<3>A00<9>f0Ci0Dl0F<3>z0K<6>Z0EV0DR0C<3>A08004000<26>000<4>000<7>Q0UU\ 0YX0a_0dc0hf0l<2>p0w<4>_0dX0aU0Y<2>K0NH0JG0NE1R<3>7UX6`Z4h_2oa0wc<10>2WI\ 2TG2RE<3>4G54D36F5<16>kkammcpoe<3>zwm<3>mhZjdVfaS<3>VMCRI8OE4KA0000<43>0\ 00<4>000330 } 7_Newton_Basic { ; Time 02.48.18 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=exp/sin/exp/sin passes=t center-mag=-0.000670243/0.00308737/0.7444028/1/-90/3.88578058618804789e-\ 016 params=-0.05825983458967864/0.3785210730307932/70000.32595700023/35234.0\ 506030602/151024.0204808192/384.32768524288/384.00482000595/256.1007683/\ 512.1007683001/768.2007680082311 float=y maxiter=1024 inside=maxiter logmap=yes periodicity=0 rseed=-2436 colors=00y000000000wx0twxswwpvwnvu0uu0ttmtr0tq0spksp0rn0pmkokkojjljjkiij\ 0ij000000000y00x00xzyxzxwyvw0tuxouxosvmsulqsj0qiophophm00l00k0hj<3>0hh0g\ h00f0fe0cd0cY00V00U00N00O000<4>000<2>0000800000800A00000K00K0gK0g00hL0hK\ 0jK00K00N00H0kH0k00kS0lU00Z00_0la00d00d0000mh00j00000m0000n000n0000000or\ 0xt0xu0uv0ux0sx0sx00x0<3>0y00000y0<2>0y0zy0zy0zy00y00y0zxyzxvzx0ywu0vt0u\ t0qs0ps0pr00000000r0pq00q00q0000000oqz0000000p00qyo00p00pryqtyqwxqyxqy0q\ xwpvvpvuou0lttjstjq0hotbmsSXsQWsNVpJSpIG00000000F0G00DC0DB09A07606500500\ 406400300000x00xv02vww00w0uwtuwtt2t02s0vs0vr01qr1q0uq00nq0nq0kqukn0il00j\ 0hjt0it60r6gq50i00h00h00300f00S00F00F00E50D00C00C00700000060804805005000\ 800860905900000068z08yp0yqoysoxvoxvo9vo90ox8ow00w0000AtJnrJnpJmoJmnKkiKj\ fKkdK000000C00E00F00F0000000 } 8_Spider_Basic { ; Time 00.50.20 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=exp/sin/exp/sin passes=t center-mag=-0.0606262/0.0140242/1.06411/1/-105.000000000000028/1.3107570\ 5844807544e-014 params=-0.008056886501663262/0.04943998535111546/80000.32595700023/25234\ .0506030602/152048.0404808048/384.1604894048/384.00482000595/256.1007683\ /512.1007683001/512.1007683001 float=y maxiter=1024 inside=maxiter logmap=4 periodicity=0 rseed=-2436 colors=000EXw<3>SFlWAi_5fc0ce7_jFRoNIzb0zj0000zr0zz1zzC<2>zzz<3>jqdfo_bl\ U<3>Mb8<3>LQ8KM8KJ8<2>I88H44G00<3>TA5WD6ZF7aI8eLAhMBiODjQF<3>qeBriAtm9vq\ 8xu7zz5zz4zz3<4>zj4zg4zc4<3>zS5zP5zL6zI6zE6wE6tD6<6>vAIv9Kv9M<3>x7Sy7Uy6\ Wz6Yz5_<3>f5Ma5IW4E<2>_4H<3>P3DN2CK2A<3>805G0BO0G<3>g0Ul0Xq0`v0d<2>y0fz0\ gy0h<3>u1mt1ns1or2q<2>v2u<3>c5eZ6`U6X<2>F9LAAG7FO4KW0Qc<3>5Xc6Zc7`c7aa7c\ _7eY<3>FcgHciJbl<3>S_v<3>civflvinvlqvotvsww<2>zzz<3>rwzovzhsw<3>Gch8_d8X\ a<3>8JP8FL8CI<4>XCAaB9fB7<3>zA0<13>SA1QA1NA1<3>D92<6>UXAW`BYcC<3>hrI<6>J\ kgFfpAaz } 8alt_Magnet_Basic { ;Alternative for Spider ; Time 02.16.98 ; 1280/1024 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/exp/sin passes=t center-mag=-0.300855/-0.00563554/0.6131608/1/-90/3.88578058618804789e-01\ 6 params=-0.05825983458967864/0.3785210730307932/80000.6459570111/14235.49\ 11030602/152048.0404808035/384.1604894022/384.00482000595/256.1007683001\ /512.1007683001/768.1007683001 float=y maxiter=3071 inside=maxiter periodicity=0 rseed=-2436 colors=000rwzovz<3>NglGch8_d<3>8NS8JP8FL8CI<3>SCCXCAaB9<3>uA2zA0xA0<12>S\ A1QA1NA1<3>D92<6>UXAW`BYcC<3>hrI<3>UnXRm_NlcJkgFfpAaz<3>PJoSFlWAi_5fc0ce\ 7_jFRoNIzb0zj0000zr0zz1zzC<2>zzz<3>jqdfo_blU<3>Mb8<3>LQ8KM8KJ8<2>I88H44G\ 00<3>TA5WD6ZF7aI8eLAhMBiODjQF<3>qeBriAtm9vq8xu7zz5zz4zz3<4>zj4zg4zc4<3>z\ S5zP5zL6zI6zE6wE6tD6<6>vAIv9Kv9M<3>x7Sy7Uy6Wz6Yz5_<3>f5Ma5IW4E<2>_4H<3>P\ 3DN2CK2A<3>805G0BO0G<3>g0Ul0Xq0`v0d<2>y0fz0gy0h<3>u1mt1ns1or2q<2>v2u<3>c\ 5eZ6`U6X<2>F9LAAG7FO4KW0Qc<3>5Xc6Zc7`c7aa7c_7eY<3>FcgHciJbl<3>S_v<3>civf\ lvinvlqvotvsww<2>zzz<2>txz } frm:multifractal_12 { ; Albrecht Niekamp Dec, 2013 ;P1 spider-julia-seed ;RP2 Left: 5 Digit_Channels: (1)shape (2)out (3)ins_1 (4)ins_2 (5)ins_3 ; Frm: 0_off 1_Secant 2_Mand(2) 3_Bees 4_Jul/Manowar 5_Mmods ; 6_Phoenix 7_Newton 8_Spider/Magnet ; Right: 2 Digit_ManyMods_Number of sides 2 Digit_Phoen 2 Digit_Spid ; 1 Digit_TransReset-Shape: 0_no 1_DblMan 2_Iter 3_both +5_warp ; 4 Digit_TransReset-Ch 2-5: 0_no 1_z 2_Iter 3_both +5_warp ;IP2 Left: 5 Digit_Bailout Number for Channels 1 to 5 ; Right: Variables: 4 Digit_Mand/Jul (2var) 2 Digit_Secant 4 Digit_Bees ;RP3 Left: 2 Digit_Newtonvariable 4 Digits_bailout1 ; Right: 4 Digit_bailout2 4 Digit_bailout3 1 Digit_Magnet ;IP3 Left: 4 Digit_Shape: Warp-factor (fn1 is used) ; Right: 4 Digit_bailout4 4 Digit_bailout5 1 digit_mow=2 1 digit_mag=2 ;RP4 Left: 4 Digit_Outside: Warp-factor (fn2 used) ; Right: Outside: 4 Digit+fractdig_Border-out 4 Digit+fractdig_border-in ;IP4 Left: Inside1_Maxiter ; Right: Inside1_Transit: 1_maxit 2_borderout 3_borderin +5_maxit+bord ; 5 Digit_warp factor (fn2 used) 4 Digit+fractaldigit_border1 ;RP5 Left: Inside2_Maxiter ; Right: Inside2_Transit: 1_maxit 2_borderout 3_borderin +5_maxit+bord ; 5 Digit_warp factor (fn3 used) 4 Digit+fractaldigit_border2 ;IP5 Left: Inside3_Maxiter ; Right: Inside3_Transit: 1_maxit 2_borderout 3_borderin +5_maxit+bord ; 5 Digits_Warp factor (fn4 used) 4 Digit+fractaldigit_border3 ;fn(1) shared by many-mods + bees ; z=pixel da=real(p2) dd=trunc(da) tt=dd>0 da=trunc(((da-dd)*100000000000)+11111) dd=trunc(dd+11111) d=trunc(dd/10000) dd=dd-d*10000 d3=(d==4)+(d==5)+(d==8)+(d==9) d4=d3==0 vb=d>5 ex0=(d>1) sc=d==2 mo=d==6 px=d==7 ab=px+(d==3)+(d==5)+(d==9) d=trunc(dd/1000) dd=dd-d*1000 ex1=(d>1) sc1=d==2 mo1=d==6 px1=d==7 v1m=mo1+px1 v1j=d>7 dd1=v1j+(d==4)+(d==5) ab1=px1+(d==3)+(d==5)+(d==9) d=trunc(dd/100) dd=dd-d*100 ex2=(d>1) sc2=d==2 mo2=d==6 px2=d==7 v2m=mo2+px2 v2j=d>7 dd2=v2j+(d==4)+(d==5) ab2=px2+(d==3)+(d==5)+(d==9) d=trunc(dd/10) ex3=(d>1) sc3=d==2 mo3=d==6 px3=d==7 v3m=mo3+px3 v3j=d>7 dd3=v3j+(d==4)+(d==5) ab3=px3+(d==3)+(d==5)+(d==9) d=dd-d*10 ba=imag(p5) mi3=trunc(ba) dd=(d>1)+(mi3>1) ex4=(dd==2) sc4=d==2 mo4=d==6 px4=d==7 v4m=mo4+px4 v4j=d>7 dd4=v4j+(d==4)+(d==5) ab4=px4+(d==3)+(d==5)+(d==9) tt=ex1+ex0+ex2+ex3+ex4 ; mm=trunc(da/1000000000) da=da-mm*1000000000 ph=trunc(da/10000000) da=da-ph*10000000 sp=trunc(da/100000) da=da-sp*100000 d=trunc(da/10000) da=da-d*10000 dm=(d==2)+(d==4) ir0=(d==3)+(d==4) d=trunc(da/1000) w1=d>4 da=da-d*1000 d=d-5*w1 rs1=(d==2)+(d==4) ir1=(d==3)+(d==4) da=da-d*100 d=trunc(da/10) w2=d>4 d=d-5*w2 rs2=(d==2)+(d==4) ir2=(d==3)+(d==4) d=trunc(da/10) w3=d>4 da=da-d*10 d=d-5*w3 rs3=(d==2)+(d==4) ir3=(d==3)+(d==4) w4=da>4 da=da-5*w4 rs4=(da==2)+(da==4) sp=sp/100 ; d=real(p3) dd=trunc(d) da=trunc((d-dd)*10000000000) pp=trunc(dd/10000) ba1=dd-10000*pp ba2=trunc(da/1000000) da=da-1000000*ba2 ba3=trunc(da/100) da=da-100*ba3 mg=trunc(da/10) ; d=imag(p3) sfac=trunc(d) da=trunc((d-sfac)*10000000000) ba4=trunc(da/1000000) da=da-ba4*1000000 ba5=trunc(da/100) da=da-ba5*100 d=trunc(da/10) da=da-d*10 mow=d==2 mag=da==2 ; d=real(p4) ofac=trunc(d) da=trunc((d-ofac)*10000000000) bh=trunc(da/100000)/10 bl=(da-bh*1000000)/10 bs=bl/2 ; d=imag(p2) dd=trunc(d) da=trunc((d-dd)*10000000000) d=trunc(dd/10000) dd=dd-d*10000 bb0=ba1*(d==1)+ba2*(d==2)+ba3*(d==3)+ba4*(d==4)+ba5*(d==5) d=trunc(dd/1000) dd=dd-d*1000 bb1=ba1*(d==1)+ba2*(d==2)+ba3*(d==3)+ba4*(d==4)+ba5*(d==5) d=trunc(dd/100) dd=dd-d*100 bb2=ba1*(d==1)+ba2*(d==2)+ba3*(d==3)+ba4*(d==4)+ba5*(d==5) d=trunc(dd/10) dd=dd-d*10 bb3=ba1*(d==1)+ba2*(d==2)+ba3*(d==3)+ba4*(d==4)+ba5*(d==5) d=dd bb4=ba1*(d==1)+ba2*(d==2)+ba3*(d==3)+ba4*(d==4)+ba5*(d==5) ; d=da p0=trunc(d/100000000)/10 d=d-p0*1000000000 p6=trunc(d/1000000)/10 d=d-p6*10000000 p7=trunc(d/10000)/10 d=d-p7*100000 dp=p6+p0/100 p8=trunc(d/100)/100 d=d-p8*10000 p9=d/100 ; d=imag(p4) mi1=trunc(d) da=trunc((d-mi1)*100000000000) d=trunc(da/10000000000) bt1=d>6 da=da-d*10000000000 d=d-5*bt1 dt1=d>1 iv1=d==3 fac1=trunc(da/100000) da=da-fac1*100000 bo1=(da/100000)/10 ; d=real(p5) mi2=trunc(d) da=trunc((d-mi2)*100000000000) d=trunc(da/10000000000) bt2=d>6 da=da-d*10000000000 d=d-5*bt2 dt2=d>1 iv2=d==3 fac2=trunc(da/100000) da=da-fac2*100000 bo2=(da/100000)/10 ; d=imag(p5) mi3=trunc(d) da=trunc((d-mi3)*100000000000) d=trunc(da/10000000000) bt3=d>6 da=da-d*10000000000 d=d-5*bt3 dt3=d>1 iv3=(d==3) fac3=trunc(da/100000) da=da-fac3*100000 bo3=(da/100000)/10 ; if (vb) if (d3) if (ab) if (mag) c=z z=pixel x=mg x=x+(x==0)*3 ;magnet else z=pixel ;Spider c=p1 endif else z=pixel ;newton c=p1 endif elseif (ab) c=z ;Phoenix z=pixel else c=0.4*log(sqr(z^mm)) ;many mods z=0 endif elseif (d3) if (ab) if (mow) ;manowar mt = (4 * (real(p2)<=0) + real(p2) * (0<p2) ) c=p1 z=pixel else c=p1 ;Julia z=pixel endif else ;bees c=p1 z=pixel endif elseif (ab) c=z ;Mandel z=0 else c=z ;Secant z=pixel endif t=0 bo=|z| p=pp z0=p7 zold=(0.0,0.0) cb=p9 ba=bb0 : if (tt>0) t=t+1 if (ex0) ex0=t<mi1 if (bo>bs) u=2*(fn1(t/sfac)) ex0=0 if (ir0) t=0 endif if (d4) z=z*u if (mo) c=0.4*log(sqr(z^mm)) else c=pixel endif else z=pixel cb=p9*u c=p1*u p=pp*u endif tt=tt-1+ex0 endif elseif ((ex1)&&bo>bl) if (bo<bh) d3=dd1 ba=bb1 ab=ab1 ex1=0 tt=tt-1 if (w1) u=2*(fn2(t/ofac)) else u=1,0 endif if (ir1) t=0 endif if (d3) vb=v1j if (rs1) z=pixel cb=p9*u c=p1*u p=pp*u else c=p1 z=z*u cb=p9 endif else vb=v1m if (rs1) c=z*u z=pixel*(sc1+px1) z0=p7*u ph=ph*u else c=z z=z*u endif if (mo1) c=0.4*log(sqr(z^mm)) endif endif endif elseif (ex2) if (dt1) if (iv1) d=bo>bo1 else d=bo<bo1 endif if (bt1) d=d+(t>mi1) endif else d=t>mi1 endif if (d) ab=ab2 d3=dd2 ba=bb2 ex2=0 tt=tt-1 if (w2) u=2*(fn2(t/fac1)) else u=1,0 endif if (ir2) t=0 endif if (d3) vb=v2j if (rs2) z=pixel cb=p9*u c=p1*u p=pp*u else cb=p9 c=p1 z=z*u endif else vb=v2m if (rs2) c=z*u z=pixel*(sc2+px2) z0=p7*u ph=ph*u else c=z z=z*u endif if (mo2) c=0.4*log(sqr(z^mm)) endif endif endif elseif (ex3) if (dt2) if (iv2) d=bo>bo2 else d=bo<bo2 endif if (bt2) d=d+(t>mi2) endif else d=t>mi2 endif if (d) ab=ab3 d3=dd3 ba=bb3 ex3=0 tt=tt-1 if (w3) u=2*(fn3(t/fac2)) else u=1,0 endif if (ir3) t=0 endif if (d3) vb=v3j if (rs3) z=pixel cb=p9*u c=p1*u p=pp*u else cb=p9 c=p1 z=z*u endif else vb=v3m if (rs3) c=z*u z=pixel*(sc3+px3) z0=p7*u ph=ph*u else c=z z=z*u endif vb=v3m if (mo3) c=0.4*log(sqr(z^mm)) endif endif endif elseif (ex4) if (dt3) if (iv3) d=bo>bo3 else d=bo<bo3 endif if (bt3) d=d+(t>mi3) endif else d=t>mi3 endif if (d) ab=ab4 d3=dd4 ba=bb4 ex4=0 tt=0 if (w4) u=2*(fn4(t/fac3)) else u=1,0 endif if (d3) vb=v4j if (rs4) z=pixel cb=p9*u c=p1*u p=pp*u else cb=p9 c=p1 z=z*u endif else vb=v4m if (rs4) c=z*u z=pixel*(sc4+px4) z0=p7*u ph=ph*u else c=z z=z*u endif if (mo4) c=0.4*log(sqr(z^mm)) endif endif endif endif endif if (vb) if (d3) if (ab) if (mag) ;magnet z=((z^x+c-1)/(2*z+c-2))^(x-1) else z=z*z+c ;Spiderjul c=c*sp+z endif else z1=z^p-1 ;newton z2=p*z*z z=z-z1/z2 endif elseif (ab) z1=z*z+0.56+ph/100-0.5*zold ;Phoenix zold=z z=z1 else z2=fn1(z)+c ;Many_mods z1=cos(z2) z=c*(1-z1)/(1+z1) endif elseif (d3) if (ab) if (mow) z1 = z ;manowar oldz = z z = sqr(oldz) + z1 + c z1 = oldz else z2=z*z ;Julia z=z2*z2+p6*z2+c-p0 endif else z1=fn1(z)-cb ;Bees z2=z1^p8-1 z3=p8*(z1^(p8-1)) z=z-(z2/z3) endif elseif (ab) if (dm) z=z*z+c+c*c-dp ;Double Mandel else z2=z*z ;Mandel z=z2*z2+p6*z2+c-p0 endif else z3=z ;Secant z1=z0*z0*z0*z0-1 z2=z*z*z*z-1 z=z-z2*(z-z0)/(z2-z1) z0=z3 endif bo=|z| bo<ba }

1 0

FOTD 04-02-14 (Out on a Limb [A-4,M-3])
by Jim Muth 04 Feb '14

04 Feb '14

FOTD -- February 04, 2014 (Rating A-4,M-3) Fractal visionaries and enthusiasts: Today's image is a quickie diversion in the environs of a minibrot on the main spike of the Mandelbrot set, not far from its tip. The ratings for the image are so low because there is little to the art and nothing new in the math. The name "Out on a Limb" refers to the location of the scene. The calculation time of 2-1/4 minutes is actually quite fast for an arbitrary precision image, though the quickest way to view the image is still to check the FOTD web sites at: <http://www.crosscanpuzzles.com/Archives.html> <http://www.emarketingiseasy.com/TESTS/FOTD/jim_muths_fotd.html> <http://www.Nahee.com/FOTD/> <http://user.xmission.com/~legalize/fractals/fotd/about.html> The day began with sun here at Fractal Central, but clouds appeared by 10am and thickened during the rest of the day, until at sunset it appeared as though the forecast snow and ice storm was on the FC doorstep. The temperature rose from 1F -17C at sunrise to an afternoon high of 28F -2C. The fractal cats did their best to keep warm by chasing each other up and down the hallway from the kitchen to the living room. Meanwhile, the humans had other stuff to do. The next FOTD will be posted soon, most likely in 24 hours. Until next time, take care, and the vast literature devoted to 'explaining the meaning of life' is a symptom of an underlying psychological disease. Healthy people do not brood over medical books. Jim Muth jimmuth(a)earthlink.net START PARAMETER FILE======================================= Out_on_a_Limb { ; time=0:02:15.00 SF5 at 2000MHZ reset=2004 type=mandel center-mag=-1.9420723379900\ 12063/4.323698075689181e-004/1.826671e+014/1/80/0 params=0/0 float=y maxiter=1000 bailout=16 inside=0 logmap=179 periodicity=6 colors=000gSogRogQofPoeOodNocMobLoaKn_JmYIlWHkUGjS\ FiQEgOFcMGZKHUIIPGJKEKACJAAHA9G85G62F20E00D00C60B4\ 0A2090080060040020000DFzBEvAEr8Em7Dh5Dc4DZ2CU1CP0C\ K0BF0BA075000000ViDNa8FV37O00H0zzzzkMzY5mU0cP0UK0K\ F0AA03A00A00A00A0TOzQNzNMzKLzIKzFJzCImAHc7GU4FK1E5\ 0D10C00B0zzzmmzcczUUzKKm8Ac0AU7QK1KA0F0PLILJFIICEH\ 9BG68F34E01D00C00B0zz0mm0cc0YV0TT0OQ0KO0FM0AJ05H00\ E00C00zL0tH0mD0f90`50U10N00G0CzYAwU9sR7oO6kL4gH3cE\ 1`B0X80T50P10L00H00D0bH5ZG3WG2TF1QF0NE0JE0GD0DD0AC\ 07C03B00B00A00A0JkMDcF7W82P20H0BD08C05C02B00B00A00\ A0DBfBAa9AX7AS5AN3AI1AD0A80A30A00A0eyJXpEPg9G_48R0\ 0I0ks0cm0Xg0Qa0JX0CR05L00F0`zeRqVIfK9WA0L0qzMlyJhu\ HdqF`nDXjBSf8Ob6K_4GW2CS07O03L00Ho0DoUOoPMoSjoOlo_\ poksoKpo0no0yo2zo1zo0zo0zo0zoVzHVzEVzAVz7Vz3Vz0Vz0\ Vz0dz0dz8dz6dz4dz2dz0dz0dz0qz0qz0qz0qzhqzVqzHqz3qz\ PqzKqzGqzBqz7qz2qz0qz0qzT } END PARAMETER FILE=========================================

1 0

MOTD 050214 Strange Beauty
by Albrechtx 04 Feb '14

04 Feb '14

HI, ; could not find a better name, maybe if you have an idea please tell me. After completion I watched it for maybe half an hour fascinated by it´s strange beauty but could not determine which parts of the basic image have created it as MFR12 mixes them so perfectly. Any comments are welcome. ; https://www.dropbox.com/sh/q3j5mh1o8k22ki2/LqZ8ImJg9H ; Cheers, Albrecht

1 0

FOTD 03-02-14 (The Big Break-Up [A-5,M-8])
by Jim Muth 04 Feb '14

04 Feb '14

FOTD -- February 03, 2014 (Rating A-5,M-8) Fractal visionaries and enthusiasts: Today's image lies in the hyper stuff filling an unresolved filament in the East Valley area of yesterday's image. Its name is "The Big Break-Up", which does not refer to a failed love relationship, (sorry ladies) but rather to the two arms at the center of the image that have broken off from the other four. The image is actually a two-dimensional slice through the four- dimensional HyperMandelbrot set. And this 4-D HyperMandelbrot set is a 4-D slice through its parent eight-dimensional Juli- brot. I'll make no effort to describe things possible in 8-D space; It's hard enough to describe things in 4-D space. But one thing certain is that: 8 lines 28 planes 56 3-spaces 70 4-spaces 56 5-spaces 28 6-spaces 8 7-spaces pass through every point in 8-D space. Not surprisingly, this series of numbers appears in Pascal's Triangle, as do many other interesting number series. Down to this point, the near circular hyper-holes have had six broad arms converging toward their centers. But in today's image, two of these arms, the two on the right, are breaking away from the main mass, and from here on down there are only four arms converging on the centers of the holes. Will two more arms break away somewhere down in the bottomless depths and leave us with only two converging arms? I have no idea, but the number of arms remains at four as far as the Fractint program can take us. As far as I can see, there is too little art in the image for a rating above an everyday average 5. The math aspect is far more interesting however, and rates an 8. The calculation time of 1-1/3 minutes is fast enough to prevent impatience, but the task of setting up and running the included parameter file remains unsolved. The web sites will solve this situation. Calculation is really not much fun, so avoid it by checking the finished image on the web sites at: <http://www.crosscanpuzzles.com/Archives.html> <http://www.emarketingiseasy.com/TESTS/FOTD/jim_muths_fotd.html> <http://www.Nahee.com/FOTD/> <http://user.xmission.com/~legalize/fractals/fotd/about.html> Snow began at daybreak here at Fractal Central today, and continued at a moderate rate all morning, piling up to about 5 inches or 13cm by the time it ended in the afternoon. The fractal cats were amused by the falling snow for an hour or so, then kept themselves busy by chasing each other up and down the hallway. The humans were in work mode in the morning, but we shifted to snow-clearing mode in the afternoon. The next FOTD will be posted shortly. To see how shortly, check back here at frequent intervals. Until this big fractal event happens, take care, and when someone claims that matter is the ultimate reality, I don't mind; and when someone else claims that mind is the ultimate reality, it doesn't matter. Jim Muth jimmuth(a)earthlink.net START PARAMETER FILE======================================= The_Big_Break-Up { ; time=0:01:20.00 SF5 at 2000MHZ reset=2004 type=formula formulafile=basicer.frm formulaname=HyperMandelbrot2 center-mag=-0.7544388\ 80647367/+0.05254690385569359/5.8041e+010/1/58.25/0 params=0/0/0/0/0.5/0/1e-100/0 inside=0 maxiter=1310 float=y logmap=1052 periodicity=0 mathtolerance=0/1 colors=0004AX5BW6CU8DSAEQCFOEGMGFKJEIODGTCEYBCcAAr\ u0qt0ps0nr0mq0lp0jo6inAhmEelIbiM_fQXcUV`XSY_PVbMRe\ JOhHLkEInBFq8Ct69w9BuBDsDFqFHoHJmJKlLMjNOhQQfSSdUT\ cWVaYX__ZYa`_caddcieemfgqghtgjwhlzimzjozjqzkrzltzz\ vzzwzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzz\ zzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzzSCQ`KNiTKr`HmbLic\ OdeR`fUXhXSi_OkbKleImaGnYEoUCpQAqM8rI7rEEsBKt9Qt7W\ u5au3enDigNmaWqVeuOoxIxU5EiCXyJoqQjjWeca`WgWPmRIsM\ PRZRWcS_hUcmVgrQjlLmfHp`NiYSbWYXTbQRhKOmDMr7Kj_Jkb\ IleHmhGnjFomEppDqsCquBmpFjlJghNddQ`_UYWYVSaSOdZTid\ YmjbqpguvlyweswZnxSixLdYfgXbdW_bVW_TSXSPVRLSQHPPEN\ OAKN6HM3FL6IL9LLCNLFQLISLLVKOXKR_KUaKXdK_fKbiKdkOe\ iSfhWgg_hfcidgjckkbolamm_lmZjmXimWgmVfmTdmScmRbnP`\ nO_nMYnLXnKVnIUnHTnGyE1xG4wI7vKAuLCtNFsPIrQKqSNpUQ\ oVSfPNYKIQFDPDEOCFNBGMAHL9IK8JK7KJ6LI5MH4NG3OF2PF1\ QH5TI8WJBZKEaLHdMKgNNitWK } frm:HyperMandelbrot2 {; periodicity must be turned off a=(p1),b=(p2): q=sqr(a)-sqr(b)+pixel, b=(p3+2)*a*b+p4, a=q, |a|+|b| <= 100 } END PARAMETER FILE=========================================

1 0

58484-w7a
by Albrechtx 03 Feb '14

03 Feb '14

HI, while Hal is running his tests on the new software, here is a terrific image to keep you waiting. Single link and par included. The previous link also includes the latest and possibly (pending Hal´s tests) final MFR12 edition. It is fully compatible, all previous images load w/o difference. ; previous link containing latest MFR12: https://www.dropbox.com/sh/iywqw0gettwr2vb/Gti9PR9eGO image: https://www.dropbox.com/s/dgtapcolu7us1ur/58484TS2.GIF ; Albrecht ; =============================start parameter=============================== 58484-w7a { ; mmods-magnet-manowar-magnetwarp-manowarwarp ; inside2 and inside3 warped ; Time 0.0.21.81 reset=2004 type=formula formulafile=mfr_12.frm formulaname=multifractal_12 function=sin/exp/tan/cosh passes=t center-mag=-470.403/0.00308737/28.60959/1/-90/-1.23373533611470521e-014 params=1.42593798638874/0.444792016357921/58484.09595701157/51222.050603\ 0602/150248.0404808025/384.1604894022/384.00482000595/1280.1000763001/19\ 20.1002393001/2560.1003293001 float=y maxiter=3072 inside=maxiter outside=tdis logmap=yes periodicity=0 rseed=-2436 colors=000cA4<10>n89o89p8A<3>t8Bu8Bw7Cw8Dv8Dv9E<5>xAVxAXxA_<3>zCjzCmzCmz\ CmzzzYXc<3>JhnFkqBnt7qw<15>KGaLE`MBZ<2>P4VQ1TT4U<3>bGZdK_gN`<3>r_f<3>ggP\ eiKbkF<2>Uq1Xq2_q4<3>MU7JO7FI8<2>40B<3>50E50F50G50H00E<2>A8TEHaIQj3Yqbe_\ FYI0L0<3>yrB<3>yB3z00t60<3>UY0Nd0Gk0<2>ns1zz0<3>zI4z66w67<3>h3Fe2Ha1JY0L\ <3>t8qzAzuAv<3>ZEdTE`OFX<2>6IJ<3>YcMdiMknNrtOzzP<3>`_QVTQOMRIFRB8S<3>8Yk\ 7dp6ku5rz<3>6go6dl7bj<3>8R_8OX9LU9IR<6>8YG8_F8bD<3>6k76n56p35s25u0<3>5c0\ 5Z05U0<3>5B0<3>UY0`b0fh0<2>zz0<6>oc1m`1lX1<2>hN3fK3dH3bE3`A3aA3bA4 }

5 25

MOTD 040213 Kaleidoscope
by Albrechtx 03 Feb '14

03 Feb '14

Hi, ; images not possible to create with any other frm or fractal program. The title was used because almost every color is showing. The images once again dont look like fractals, more like paintings with almost no self similarity. 1. Kalaidoscope circles (86475-05) 2. Kaleidoscope Spiral (86475-06) 3. Both in one image! (86475-10) ; https://www.dropbox.com/sh/44kyiwmpusd4ojo/hitnPxUFBq ; Cheers, Albrecht

1 0

AOTD 1/25/14
by JackOfTradeZ＠comcast.net 03 Feb '14

03 Feb '14

. Animation of FOTD 12/12/13 (Rags of Time) is posted, all 22,261 frames of it! It is over 6 minutes long and 91 MEG download. Since it is so big (it took less than 10 minutes to upload, should be less to download) I decided to take the advise that some here have given - it is uploaded as the native video file rather than zip archive, so it should open up your player and begin running as you are downloading - thus you can decide if you like it or not before downloading the entire file. . http://www.fractal-animation.net/special/ecclesia.wmv . Comments welcome as always! JoTz .

4 3