From: Jim Muth Subject: (fractint) FOTD, 01-01-00 (The First Fractal) (c) Date: 01 Jan 2000 01:58:39 -0500 (EST) FOTD -- January 01, 2000 Fractal enthusiasts and visionaries: As I write these words, it is 11:01pm of December 31, 1999. Y2K is one hour away -- 500 miles offshore, rushing westward toward the east coast at 720mph (1150kph). In preparation for the big event I have done . . . absolutely nothing. I am totally unprepared for the power failure, communications breakdown, lack of food, water and gasoline, riots, martial law, insurrection and overthrow of the government that will take place starting in 57 minutes. In fact, the crisis is so severe that I will not post this FOTD until Y2K has safely moved on to the Central time zone. To celebrate the arrival of the new everything, I have found another fractal with a midget at the center. Since it is the first fractal of the new day, month, year, *century and *millennium, I named the picture "The First Fractal". 1-1/2 HOUR BREAK----------------------------------------- It is now 12:45am of January 1, 2000, and the millennium has arrived. The lights are still on, the telephone is still working, the water is still running, the local convenience store is still open along with the self-service gasoline station, there is no riot, martial law, insurrection, or overthrow of the government. Y2K was a failure. But not all is lost. The bug has bitten the old outdated computer on which I am now working, which is not Y2K compatible. Instead of rolling over to January 1, 2000, it reset itself to January 1, 1980, which is no problem, since everything else on it works fine. Since the machine is a 486-100mhz, it's not worth the cost of a bios update. Most often I'll post from one of the other machines, which rolled over properly, but when I post from this one, as I am doing today, the date will read 20 years behind the time. The day's image is a midget in the fractal that results when the formula 0.4*(0.222Z^(-5)+1.983Z^(-1))+C is iterated. It's one of those scenes filled with fancy holes that frequently appears when two different powers of Z are combined. The parameter file runs in a little under five minutes, making the download worth the effort. That download is available on Usenet at: and on the web at: The fractal weather was a repeat of yesterday -- sunny skies, light winds, and a perfect temperature of 55F (13C) that made the cats happy. It's now time to shut down for the evening and call it a millennium. Until next time, take care, and happy new everything. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= The_First_Fractal { ; time=0:04:41.72 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=-8.99684655773076600/-5.84931288165860400\ /2519545/1/22.499 params=0.222/-5/1.983/-1/-0.6/0 float=y maxiter=1800 bailout=25 inside=0 logmap=-74 symmetry=none periodicity=10 colors=000X9O<5>gAeiBhkBk<3>sCwvZdxfMzm4pmA<3>EIWJFQ\ NDLoEB<2>tUK<3>`ZDW`BRa9Mb7Ic6<3>emYkodpqj<3>SbfM_eU\ _H<3>WILWDMW9NUtcKiOAZ9<3>A_AA_BA_BA_BA_B<3>aHXhDao8\ fv4k<2>i_g<3>bUo`Sq_RsYPuXOv<3>ghrjmqmrpowo<3>TyOOyH\ IyADy3<3>hz6pz7wz7<3>WzOPzTIzXBz`4zd<2>Uzo<2>dzD<3>I\ zjCzr7zz<3>Lz_<3>8zL<3>mzE<3>szAtz9uz8czDMzI3zD<4>Xz\ 8bz7hz6OzL4zZ<3>EzVHzUJzTGzfEztkzu`zwRzxOzdMzLKz1<4>\ FziEzr<2>Uzq<3>3z_hzY<3>Zz`XzaVza<2>Mzy<3>VzqYzo_zma\ zkczj_zgXze<3>gzvizzIzaXzZkzWpzS<3>XzbSzeNzhJzj<3>lz\ eszdmzf<3>UzlPzmMzn<3>Czn9zn7znNzjbzf<3>lzHozAqz4<3>\ QzdJzmCzv<2>fzm<4>WzP } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ The_First_Fractal { ; time=0:04:41.72 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=-8.99684655773076600/-5.84931288165860400\ /2519545/1/22.499 params=0.222/-5/1.983/-1/-0.6/0 float=y maxiter=1800 bailout=25 inside=0 logmap=-74 symmetry=none periodicity=10 colors=000X9O<5>gAeiBhkBk<3>sCwvZdxfMzm4pmA<3>EIWJFQ\ NDLoEB<2>tUK<3>`ZDW`BRa9Mb7Ic6<3>emYkodpqj<3>SbfM_eU\ _H<3>WILWDMW9NUtcKiOAZ9<3>A_AA_BA_BA_BA_B<3>aHXhDao8\ fv4k<2>i_g<3>bUo`Sq_RsYPuXOv<3>ghrjmqmrpowo<3>TyOOyH\ IyADy3<3>hz6pz7wz7<3>WzOPzTIzXBz`4zd<2>Uzo<2>dzD<3>I\ zjCzr7zz<3>Lz_<3>8zL<3>mzE<3>szAtz9uz8czDMzI3zD<4>Xz\ 8bz7hz6OzL4zZ<3>EzVHzUJzTGzfEztkzu`zwRzxOzdMzLKz1<4>\ FziEzr<2>Uzq<3>3z_hzY<3>Zz`XzaVza<2>Mzy<3>VzqYzo_zma\ zkczj_zgXze<3>gzvizzIzaXzZkzWpzS<3>XzbSzeNzhJzj<3>lz\ eszdmzf<3>UzlPzmMzn<3>Czn9zn7znNzjbzf<3>lzHozAqz4<3>\ QzdJzmCzv<2>fzm<4>WzP } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) Y2K bug exterminated Date: 01 Jan 2000 02:44:06 -0500 (EST) The Y2K bug that bit my old run-down computer has been exterminated. :-) I manually set the machine to the right year. The FOTD's will now continue uninterrupted with the correct year regardless of the machine from which they are posted. Jim M. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gedeon Peteri Subject: (fractint) Updated web site Date: 01 Jan 2000 10:57:29 -0500 Happy New Year to all! I celebrated new year's eve at home, uploading 17 new Euler images to my web site. May I invite you to take a look? As always, parameter files are available for download. Your comments are welcome. Gedeon -- Fractals: http://members.xoom.com/gedeonp/fractals.html Member Infinite Fractal Loop Last updated: January 1, 2000 -- New Euler images Photography: http://members.xoom.com/gedeonp/photos.html Last updated: July 15, 1999 -- Four new pages Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 02-01-00 (A Fractal Original) (c) Date: 02 Jan 2000 00:47:22 -0500 (EST) FOTD -- January 02, 2000 Fractal enthusiasts and visionaries: Having eliminated the final vestiges of the Y2K bug last evening, I turned my energies today to the task of finding the FOTD. After a 30-minute search, I found my image lurking in the fractal that results when a variation of the formula 0.25Z^(-5)+Z+1/C is calculated. I named the picture "A Fractal Original" because this image represents the first time that this particular midget has ever been seen. The parent fractal was calculated at a value of real(p3) very near the point where the image grows to infinite size and turns inside-out. The imag(p3) parameter, which controls the escape radius is also critical in this image. A slightly smaller value causes the image to vanish; a greater value causes the image to break up into fragmented chaos. At a little over one minute, the parameter file is not too challenging. And the JPEG image is available as always at: and at: The fractal weather was foggy most of the day, with a temperature of 40F (4.5C) that was a bit chilly for the fractal cats. And now, I see it's time to settle into my overstuffed chair before the TV and watch one of those great old Saturday night sci-fi movies. Until tomorrow, when the philosophy may return to life with a vengeance, take care, and rest easy now that the Y2K disaster, like all previous forecasts of disaster, has failed to materialize. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= A_Fractal_Original { ; time=0:01:14.65 on a p200, 640x480 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=-91.23836119057567000/0/5894.311 params=0.25/-5/1/1/-1.1/320000 float=y maxiter=1200 bailout=25 inside=0 logmap=43 symmetry=xaxis periodicity=0 colors=00000003A00A00A00Atzzqyzmvz<2>elz<3>e_zzXdeUz\ eQz<3>eFzzmvY9rW6oQ8l<2>ICaD10AFW8GT5GP2FX1Dd0Dl0Cr0\ Cz0Az0Az0Fz3Jz9OzFTwLXtQaoXelbjghmdMXa2IY3FT5CO69I88\ D958A23A10D22F25G38I3AL3DM5GO5JP5MQ6IQ6DT69T65T52W86\ YAAaDFbFJeIOhLTjOXmPaqTerWjvYoy_tzbyzez<2>zlzvmzooz<\ 2>XtqQvmLwjYlljamyQozGqzIozImzIlzIjyIjwIhtIgrIeqIe50\ G30C308303300<3>200bgJQhLGhM6jM0jO0jO0lT0lW0lY0la2ld\ <3>FmqImtMmwPmzTmzWmzYmzAPe03D08F<3>0JL0OM0QO0UP0XQ0\ _T0dU0gW<2>0qY0tQ5vLAwFIz9Pz3Wz0Uy0Tv1Qq2Qm2Pj3Oe5Mb\ 6M_6LW8JT9JP9F_1Ah0Fl2ImALoJOqTQtbUvlXwv_yzbzzgqzlhz\ qazvUyzMvhelmmeqt_vzWyzPzzLvzJozIjzGdzGYzFUzDOzCIzCD\ zA8z93z98zAAzADzAGzAJzC<2>TzCWzDYzD<2>gzDjz6mz0oz0Xz\ CGzWOzaUze_zlezqvzazzM<3>zzazzdzzhwzlvzq<2>qzzozzmzz\ ozyozqozhozaozUqzL0z90zC0zD0zG0zI0zJ0zM } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ A_Fractal_Original { ; time=0:01:14.65 on a p200, 640x480 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=-91.23836119057567000/0/5894.311 params=0.25/-5/1/1/-1.1/320000 float=y maxiter=1200 bailout=25 inside=0 logmap=43 symmetry=xaxis periodicity=0 colors=00000003A00A00A00Atzzqyzmvz<2>elz<3>e_zzXdeUz\ eQz<3>eFzzmvY9rW6oQ8l<2>ICaD10AFW8GT5GP2FX1Dd0Dl0Cr0\ Cz0Az0Az0Fz3Jz9OzFTwLXtQaoXelbjghmdMXa2IY3FT5CO69I88\ D958A23A10D22F25G38I3AL3DM5GO5JP5MQ6IQ6DT69T65T52W86\ YAAaDFbFJeIOhLTjOXmPaqTerWjvYoy_tzbyzez<2>zlzvmzooz<\ 2>XtqQvmLwjYlljamyQozGqzIozImzIlzIjyIjwIhtIgrIeqIe50\ G30C308303300<3>200bgJQhLGhM6jM0jO0jO0lT0lW0lY0la2ld\ <3>FmqImtMmwPmzTmzWmzYmzAPe03D08F<3>0JL0OM0QO0UP0XQ0\ _T0dU0gW<2>0qY0tQ5vLAwFIz9Pz3Wz0Uy0Tv1Qq2Qm2Pj3Oe5Mb\ 6M_6LW8JT9JP9F_1Ah0Fl2ImALoJOqTQtbUvlXwv_yzbzzgqzlhz\ qazvUyzMvhelmmeqt_vzWyzPzzLvzJozIjzGdzGYzFUzDOzCIzCD\ zA8z93z98zAAzADzAGzAJzC<2>TzCWzDYzD<2>gzDjz6mz0oz0Xz\ CGzWOzaUze_zlezqvzazzM<3>zzazzdzzhwzlvzq<2>qzzozzmzz\ ozyozqozhozaozUqzL0z90zC0zD0zG0zI0zJ0zM } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) Re: FOTD / Fractal Art Date: 02 Jan 2000 10:49:41 -0500 (EST) At 01:28 PM 12/31/99 -0800, Mark Cristenson wrote: >First, for a guy who has officially jumped off the fractal art >bandwagon, you are still producing work that I enjoy. >I especially liked Tornado, Merlin, Mandelbrot Madhouse, >Deep Blue, and Greetings. Thanks much. I was experiencing a flurry of good fractal luck when I found those images. Right now, my fractal luck, or inspiration if you will, has slacked off a bit. But it will return. >Second, as I hinted in my most recent fractal gallery update >, >I also wonder whether I am a fractal artist or just an explorer >who occasionally produces some beautiful images. Just >what I need, another identity crisis! ;-) IMO, it's fairly easy to tell if you're a fractal explorer or artist or anywhere in between. There is no sharp dividing line. A fractal explorer gets his enjoyment from discovering some interesting new thing that the numbers have done; a fractal artist gets his enjoyment when he sees the image he has created, and when others admire his work. >Seriously though, I have to wonder if this is a division between >fractal art and elegant mathematical images, or just a bifurcation >*within* fractal art. Call it a difference in style. Basically, it is up to the individual to decide if he/she is an explorer or an artist, or if there is even a difference between the two. Jim Muth jamth@mindspring.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 03-01-00 (Spinning and Twisting) (c) Date: 03 Jan 2000 00:07:32 -0500 (EST) FOTD -- January 03, 2000 Fractal enthusiasts and visionaries: Today's fractal with its twisted midget arises from a combination of Z^2.5 and Z^(-0.7071). It's one of those images where the open areas surrounding the midget are more interesting than the midget itself. I named the picture "Spinning and Twisting" when I was impressed by the feeling that the midget is being rudely twisted by some giant unseen hand. With so much open area, the image is slow to render from the parameter file. But I have provided salvation in the form of the JPEG'd image file, which has been posted for several hours to: and to: The reason the discussion is so short is because I spent most of the day enjoying the fractal weather, and the rest of the time scrounging for the day's fractal. But I can't be blamed; the sunny skies and temperature of 68F (20C) were perfect for anything imaginable, except winter sports. And now the day is finished. The fractal shoppe is quiet, the fractal cats are quiet, and soon the fractal keyboard will be quiet. But I'll return in 24 hours with another fractal and a 55 percent chance of a good dose of fractal philosophy. Until then, take care, and don't feel disappointed about the failure of Y2K to strike. Y3K is only 365,240 days away. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Spinning-Twisting { ; time=0:20:52.30 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.98612884271879700/+2.69685233983904500\ /5.028579e+009/1/-145 params=-0.01/2.5/10/-0.7071/0/0 float=y maxiter=12000 bailout=25 inside=0 logmap=245 symmetry=none periodicity=10 colors=000T0UT0TV1UX2Z<3>d6jf7lh8n<2>nBt<3>gKkeMidKf\ bRd<2>YXZXKXVaU<3>PiMNkKUnHcpFmrDmtBrv9rx7mvC<3>XoU<\ 3>kgkUfooRSoB5r9K<2>r5mm7wm8wm9wKUwKUwLUwLKwMcw1UwMU\ weEmyEkxFgwFgJZX<3>7ni4rl1vo<5>SZZWVX_RUdNRkJOlFMqBJ\ uAGyFE<3>zZMzcOzcPz5R<8>z5gz5hz5j<3>z5q<9>pdUohRnkP<\ 3>kyG<3>jlNjiPjfRshX<3>KRECNzBczBPzBQBmQBmRBmSCBTCBT\ CBwCBzCBmCBWzBXzBYzBYDmZDz_Em`EB`E<2>BbE<3>iiJrrKzwL\ wrKuiK<7>d`Jb_J_ZI<2>UWISVIPVKQUIR_HSeGQiE<3>VlFWlFX\ mF<8>euGfvGgxGhyGizGjzGkzG<11>mzWnzXnzY<2>nzanzbpzf<\ 4>jzSizQgzN<3>czBez5<8>Gz`EzcBzg<3>0zt5zs9zr } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Spinning-Twisting { ; time=0:20:52.30 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.98612884271879700/+2.69685233983904500\ /5.028579e+009/1/-145 params=-0.01/2.5/10/-0.7071/0/0 float=y maxiter=12000 bailout=25 inside=0 logmap=245 symmetry=none periodicity=10 colors=000T0UT0TV1UX2Z<3>d6jf7lh8n<2>nBt<3>gKkeMidKf\ bRd<2>YXZXKXVaU<3>PiMNkKUnHcpFmrDmtBrv9rx7mvC<3>XoU<\ 3>kgkUfooRSoB5r9K<2>r5mm7wm8wm9wKUwKUwLUwLKwMcw1UwMU\ weEmyEkxFgwFgJZX<3>7ni4rl1vo<5>SZZWVX_RUdNRkJOlFMqBJ\ uAGyFE<3>zZMzcOzcPz5R<8>z5gz5hz5j<3>z5q<9>pdUohRnkP<\ 3>kyG<3>jlNjiPjfRshX<3>KRECNzBczBPzBQBmQBmRBmSCBTCBT\ CBwCBzCBmCBWzBXzBYzBYDmZDz_Em`EB`E<2>BbE<3>iiJrrKzwL\ wrKuiK<7>d`Jb_J_ZI<2>UWISVIPVKQUIR_HSeGQiE<3>VlFWlFX\ mF<8>euGfvGgxGhyGizGjzGkzG<11>mzWnzXnzY<2>nzanzbpzf<\ 4>jzSizQgzN<3>czBez5<8>Gz`EzcBzg<3>0zt5zs9zr } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Edurne Larraza Mendiluze Subject: (fractint) math, informatics and art Date: 03 Jan 2000 09:43:06 +0100 (MET) Hello: I am new in this mailing list and I am interested in the relation between mathematics, informatics and art. Could anybody tell me if there is any book or article related to that. Thanks. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Ricardo M. Forno" Subject: RE: (fractint) FOTD, 01-01-00 (The First Fractal) (c) Date: 03 Jan 2000 10:29:10 -0300 Jim: My PC did approximately the same, i.e., it signalled January 4th, 1980 (it is also a 486 SX) but after that I manually set the date to January 1st, 2000, and it kept it even after turning power off, so why dont you try todo the same with yours? ----- Original Message ----- Cc: Sent: Saturday, January 01, 2000 3:58 AM > > FOTD -- January 01, 2000 > > Fractal enthusiasts and visionaries: > > As I write these words, it is 11:01pm of December 31, 1999. Y2K > is one hour away -- 500 miles offshore, rushing westward toward > the east coast at 720mph (1150kph). In preparation for the big > event I have done . . . absolutely nothing. I am totally > unprepared for the power failure, communications breakdown, lack > of food, water and gasoline, riots, martial law, insurrection > and overthrow of the government that will take place starting in > 57 minutes. In fact, the crisis is so severe that I will not > post this FOTD until Y2K has safely moved on to the Central time > zone. > > To celebrate the arrival of the new everything, I have found > another fractal with a midget at the center. Since it is the > first fractal of the new day, month, year, *century and > *millennium, I named the picture "The First Fractal". > > 1-1/2 HOUR BREAK----------------------------------------- > > It is now 12:45am of January 1, 2000, and the millennium has > arrived. The lights are still on, the telephone is still > working, the water is still running, the local convenience store > is still open along with the self-service gasoline station, > there is no riot, martial law, insurrection, or overthrow of the > government. Y2K was a failure. > > But not all is lost. The bug has bitten the old outdated > computer on which I am now working, which is not Y2K compatible. > Instead of rolling over to January 1, 2000, it reset itself to > January 1, 1980, which is no problem, since everything else on > it works fine. Since the machine is a 486-100mhz, it's not > worth the cost of a bios update. Most often I'll post from one > of the other machines, which rolled over properly, but when I > post from this one, as I am doing today, the date will read 20 > years behind the time. > > The day's image is a midget in the fractal that results when the > formula 0.4*(0.222Z^(-5)+1.983Z^(-1))+C is iterated. It's one > of those scenes filled with fancy holes that frequently appears > when two different powers of Z are combined. > > The parameter file runs in a little under five minutes, making > the download worth the effort. That download is available on > Usenet at: > > > > and on the web at: > > > > The fractal weather was a repeat of yesterday -- sunny skies, > light winds, and a perfect temperature of 55F (13C) that made > the cats happy. > > It's now time to shut down for the evening and call it a > millennium. Until next time, take care, and happy new > everything. > > > Jim Muth > jamth@mindspring.com > > > START FORMULA============================================== > > 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 FORMULA================================================ > > START PARAMETER FILE======================================= > > The_First_Fractal { ; time=0:04:41.72 on a p200, SF5 > reset=2000 type=formula formulafile=critical.frm > formulaname=MandelbrotMix4 function=recip passes=1 > center-mag=-8.99684655773076600/-5.84931288165860400\ > /2519545/1/22.499 params=0.222/-5/1.983/-1/-0.6/0 > float=y maxiter=1800 bailout=25 inside=0 logmap=-74 > symmetry=none periodicity=10 > colors=000X9O<5>gAeiBhkBk<3>sCwvZdxfMzm4pmA<3>EIWJFQ\ > NDLoEB<2>tUK<3>`ZDW`BRa9Mb7Ic6<3>emYkodpqj<3>SbfM_eU\ > _H<3>WILWDMW9NUtcKiOAZ9<3>A_AA_BA_BA_BA_B<3>aHXhDao8\ > fv4k<2>i_g<3>bUo`Sq_RsYPuXOv<3>ghrjmqmrpowo<3>TyOOyH\ > IyADy3<3>hz6pz7wz7<3>WzOPzTIzXBz`4zd<2>Uzo<2>dzD<3>I\ > zjCzr7zz<3>Lz_<3>8zL<3>mzE<3>szAtz9uz8czDMzI3zD<4>Xz\ > 8bz7hz6OzL4zZ<3>EzVHzUJzTGzfEztkzu`zwRzxOzdMzLKz1<4>\ > FziEzr<2>Uzq<3>3z_hzY<3>Zz`XzaVza<2>Mzy<3>VzqYzo_zma\ > zkczj_zgXze<3>gzvizzIzaXzZkzWpzS<3>XzbSzeNzhJzj<3>lz\ > eszdmzf<3>UzlPzmMzn<3>Czn9zn7znNzjbzf<3>lzHozAqz4<3>\ > QzdJzmCzv<2>fzm<4>WzP > } > > END PARAMETER FILE========================================= > > START 20.0 PAR-FORMULA FILE================================ > > The_First_Fractal { ; time=0:04:41.72 on a p200, SF5 > reset=2000 type=formula formulafile=critical.frm > formulaname=MandelbrotMix4 function=recip passes=1 > center-mag=-8.99684655773076600/-5.84931288165860400\ > /2519545/1/22.499 params=0.222/-5/1.983/-1/-0.6/0 > float=y maxiter=1800 bailout=25 inside=0 logmap=-74 > symmetry=none periodicity=10 > colors=000X9O<5>gAeiBhkBk<3>sCwvZdxfMzm4pmA<3>EIWJFQ\ > NDLoEB<2>tUK<3>`ZDW`BRa9Mb7Ic6<3>emYkodpqj<3>SbfM_eU\ > _H<3>WILWDMW9NUtcKiOAZ9<3>A_AA_BA_BA_BA_B<3>aHXhDao8\ > fv4k<2>i_g<3>bUo`Sq_RsYPuXOv<3>ghrjmqmrpowo<3>TyOOyH\ > IyADy3<3>hz6pz7wz7<3>WzOPzTIzXBz`4zd<2>Uzo<2>dzD<3>I\ > zjCzr7zz<3>Lz_<3>8zL<3>mzE<3>szAtz9uz8czDMzI3zD<4>Xz\ > 8bz7hz6OzL4zZ<3>EzVHzUJzTGzfEztkzu`zwRzxOzdMzLKz1<4>\ > FziEzr<2>Uzq<3>3z_hzY<3>Zz`XzaVza<2>Mzy<3>VzqYzo_zma\ > zkczj_zgXze<3>gzvizzIzaXzZkzWpzS<3>XzbSzeNzhJzj<3>lz\ > eszdmzf<3>UzlPzmMzn<3>Czn9zn7znNzjbzf<3>lzHozAqz4<3>\ > QzdJzmCzv<2>fzm<4>WzP > } > > 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================================== > > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) RE: FOTD, 01-01-00 (The First Fractal) (c) Date: 03 Jan 2000 09:36:13 -0500 (EST) At 10:29 AM 1/3/00 -0300, you wrote: >Jim: >My PC did approximately the same, i.e., it signalled January 4th, 1980 (it >is also a 486 SX) but after that I manually set the date to January 1st, >2000, and it kept it even after turning power off, so why dont you try todo >the same with yours? I manually set the date to Jan 01, 2000 a few minutes after I posted the FOTD. The only problem came when I entered the date as 01-01-00 and got an "invalid date" error message. Entering the date as 01-01-2000 solved the problem. The only problem at this time is with my news-reader, which is having trouble arranging the articles in proper order, but this is a very minor glitch. The fractals still work, and that's the important thing. :-) Jim M. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "George M.Curtin Jr." Subject: Re: (fractint) project idea Date: 03 Jan 2000 12:45:28 -0500 As a long time Fractint user, through many versions, my vote is YES to this idea. I think we should include links to the various tutorials that exist in cyberspace as well. (I just joined this list and plan to very involved in the goings on, since Fractint is a major hobby of mine.) George Curtin ----- Original Message ----- Sent: Thursday, December 30, 1999 9:33 AM > I was wondering whether anyone would find use in a project(s) I have in mind- > > a: compiling the fractint doc into windows(95+) help file format... > b: compiling a fractint FAQ into windows(95+) help file format... > > This would be something I could do as my thanks to the Stone Soup Group for > the program.....and it would allow others of us non-programmers to help > contribute to this tremendous group effort. Of course this entire work would > be subject to the final editorial comments of the Stone Soup Group or > designated spokesperson(s)..... > > Of course I could use small amounts of help (tidbits of FAQ's submitted by > readers, and ideas for keywords, links and jumps in each section of the > fractint.doc to facilitate looking up different topics in the help file. > > I'd envision this as an evolving work, issued periodically much as fractint, > so that periodically the suggestions and improvements would be introduced in > rev level format. > > While I've been dabbling (and poorly) in visual basic programming for 7 or 8 > years, I do fairly well with the help file part, so whipping this up with the > WYSIWYG editor I have makes this project fairly simple... > > Would this be of help? Comments, suggestions? If this thread is off-topic, > email privately for the thread to continue, and I'll keep all informed on > this concept and whether its worthy of launching. I've gotten the first few > pages into a shell for "demo purposes" > > Thanks > Paul > Khemyst@aol.com > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jack W" Subject: Re: (fractint) project idea Date: 03 Jan 2000 18:12:43 GMT The idea of a Windows help file format for the Fractint documentation etc. is a great one: may I also suggest producing a Compiled HTML Help (.chm) form? This has the advantage of being easy to assemble from .htm files and (as a more recent specification) contains more features and is easier to use. If help is needed with this project, I would be glad to lend a hand. Best Wishes, Jack Whelpton (jwsoft@hotmail.com) ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) math, informatics and art Date: 03 Jan 2000 11:20:47 -0700 There are lots of fractal books that cover this ground between math, computer science and art. One of the most famous is Benoit Mandelbrot's book simply entitled "Fractal Geometry of Nature". -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Tim Wegner Subject: Re: (fractint) project idea Date: 03 Jan 2000 21:10:03 -0600 Jack wrote: > The idea of a Windows help file format for the Fractint documentation etc. > is a great one: may I also suggest producing a Compiled HTML Help (.chm) > form? This has the advantage of being easy to assemble from .htm files and > (as a more recent specification) contains more features and is easier to > use. > > If help is needed with this project, I would be glad to lend a hand. I'm prejudiced against the Microsoft help format because I find it frustrating to use. But I have no objection to somewhat converting to this format if it would be usefule to someone. How does compiled html work? The spanky.triumf.ca web site already has what amounts to the complete docs in html done by Noel Giffin. Anyone working on an html version of the docs should be aware of this and coordinate with Noel. I don't know how much longer we will keep our own hypertext format. It was invented before html by Ethan Nagel. It might make more sense at some point to integrate html help directly into fractint. FWIW we have decided to start releasing the developer versions to the public. These aren't official releases, but rather a matter of giving everyone access to the alpha/beta versions. We're up to patch five now, I just need to figure out some mechanics of doing this. Maybe this needs to be called version 20.0.05. I mention this because it has some relation to maintaining html of Microsoft help docs. Noel usually does a big hit of html revision when we release, but it could also be done patch by patch. Tim Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RParracho@aol.com Subject: (fractint) long sabatical quickie pars Date: 03 Jan 2000 22:10:34 EST After a long time off the list...off all computers actually...i am officially posting again. just wanted to say: 1. Thank God for the evolver! 2. Its good to see Jim's FOTD (the only reason i read fractal_art) on the Fractint List. 3. Jim Weaver, i really liked Lesprl11.gif. Check out my Octo_lair 4. My postings are very technically basic, nothing fancy builtins julias mandelbrot... 5. I'm only posting my frm file, the rest are in the general orgform distribution. if you don't have them i can post them (if you don't have orgform you should get it.) 6. all the create dates are the same because i review and resave every image before posting (haven't done this in ages hope everything goes smooth.) 7. Arctic_borielus is slow but very much worth the wait. Hope you enjoy them as much as i did. Good comments welcomed. Criticism gladly taken. frm:Regula_falsi2{ IF(|p1|==0) z=pixel ELSE z=p1 ENDIF x0=(1,1), c=x1=pixel: fx0=x0*x0+pixel, fx1=x1*x1+pixel, z=z-p2*(x1-x0)*fx1/(fx1-fx0), x2=z, x0=x1, x1=x2 .0000001<|(x2)| } artic_borielus { ; 0:01:42.71 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=rspf0001.frm formulaname=regula_falsi2 passes=1 center-mag=2.34742/3.75783/0.1866667 params=0.6360972930082095/-0.9834589678640095/0.3860896633808405/-0.4948\ 576311532945 float=y maxiter=1000 periodicity=0 colors=000E0l<3>j0Gr08z00z60<3>za0zi0zq0zy0tz0<3>Pz0Hz0Ex5<3>3jT0gZ0_c0R\ i0Jn08u20x<3>Z0Sf0Kn0Cv04z20<4>ze0zm0zu0xz0<4>Lz0Fy2<3>5mQ2jW0bb0Sh0Jn08\ u20x<3>Z0Sf0Kn0Cv04z20<4>ze0zm0zu0xz0<4>Lz0Fy2<3>5mQ2jW0bb0Sh0Eq03x60t<3\ >b0Oj0Gr08z00z60<3>za0zi0zq0zy0tz0<3>Pz0Hz0Ex5<3>3jT0gZ0Ye0Nk0Eq03x60t<3\ >b0Oj0Gr08z00z60<3>za0zi0zq0zy0tz0<3>Pz0Hz0Ex5<3>3jT0gZ0Sh0Jn08u20x<3>Z0\ Sf0Kn0Cv04z20<4>ze0zm0zu0xz0<4>Lz0Fy2<3>5mQ2jW0bb0Sh0Jn08u20x<3>Z0Sf0Kn0\ Cv04z20<4>ze0zm0zu0xz0<4>Lz0Fy2<3>5mQ2jW0bb0Sh0Eq03x60t<3>b0Oj0Gr08z00z6\ 0<3>za0zi0zq0zy0tz0<3>Pz0Hz0Ex5<4>0gZ0Ye0Nk0Eq03x60t } Diatom03 { ; 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0:00:09.89 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=lambdafn function=sin corners=-1.553436/1.54718/-1.168488/1.163071 params=0.7379772331919308/1.510155613879818 inside=0 potential=256/1000/0 sound=off colors=p0w<9>K0NH0JD0F<3>000<9>bbbfffjjj<3>zzz<9>OOOKKKGGG<3>000L00<8>k0\ 0<4>z00<2>p00l00h00d00a00<3>N00J00F00<3>000<9>bL0fN0jP0<3>zX0<9>OC0KA0G8\ 0<3>000<9>__0cb0gf0<3>ut0<9>ML0II0FE0<3>000GA4<7>7c26g25k2<2>2v10z00w0<8\ >0O00K00G0<3>000<9>00b00f00j<3>00z<4>00e00a00X<3>00H00D00900400030100070\ 3<8>d0Lg0Nk0P<3>z0X<9>O0CK0AG08<3>000<11>b0hf0li0pm0s } tendril2 { ; 0:00:15.76 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=lambdafn function=sin corners=-1.069138/1.056442/-0.8013306/0.7993317 params=1.070110171819208/0.6295440229499191 inside=0 potential=256/1000/0 sound=off colors=p0w<9>K0NH0JD0F<3>000<9>bbbfffjjj<3>zzz<9>OOOKKKGGG<3>000L00<8>k0\ 0<4>z00<2>p00l00h00d00a00<3>N00J00F00<3>000<9>bL0fN0jP0<3>zX0<9>OC0KA0G8\ 0<3>000<9>__0cb0gf0<3>ut0<9>ML0II0FE0<3>000GA4<7>7c26g25k2<2>2v10z00w0<8\ >0O00K00G0<3>000<9>00b00f00j<3>00z<4>00e00a00X<3>00H00D00900400030100070\ 3<8>d0Lg0Nk0P<3>z0X<9>O0CK0AG08<3>000<11>b0hf0li0pm0s } tendril3 { ; 0:00:12.47 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=lambdafn function=sin corners=-1.069138/1.056442/-0.8013306/0.7993317 params=1.157911923581652/1.151074831385235 inside=0 potential=256/1000/0 sound=off colors=000fzy<2>gzzgzzfyz<3>cwybvybuyatx<2>cpvdoufnt<3>ohpqfosen<2>y`kz_\ jzZizXhzWg<3>tRcrQboPa<3>eMZcMYaLX<2>ZKWYKWYLV<3>ZMVZMV_NV<3>_QV_RVZSWZT\ W<3>UYYSZYR_Y<3>Nd_Me`Mf`<3>NjaOkbPlb<3>UocVocWoc<3>YpbYpbYpb<3>XoaXoaXn\ `<3>Yl_YkZZjZ<2>ahXagXbfWbeWcdV<2>dbUdaUc`T<3>`YS_XSZXS<3>UVSTVTSUT<3>RU\ URUVRUV<3>SVYTWYTWZ<2>TY`SZaSZbR_cR`c<3>ObfNcgNchNdhMei<3>PgkPgkQgk<3>Vh\ lWhlXhl<3>Zfj_fj_ei<3>YcfYbeXad<3>XX`XW_XVZ<2>_SW_QU`PT`ORaNQ<2>bJNbILaH\ KaGJ<3>VDGTCFRCE<3>IACGACEAC<3>BCCBCCBDDCEDCEE<3>GJHHKIILJ<3>HSPGTQFVR<3\ >9aX7bZ5d_3fa2gb2id1kf2lg2ni3oj<3>DtpGuqKvr<3>Xyv_ywazxczx } tendril4 { ; 0:00:16.04 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=lambdafn function=sin corners=-1.069138/1.056442/-0.8013306/0.7993317 params=1.02640766624958/0.7111505172887355 inside=0 potential=256/1000/0 sound=off colors=000fzygzz<3>fyzeyzdxz<2>avyauxasxarwbqvbpv<4>lhqofpqeo<3>yZjzXizW\ hzUfzTe<3>tOarM`oL_<3>eIXcIWaHV<2>YGUXGTXHT<3>YISYISZJS<2>_MT_NTZOT<2>XR\ UWSVUUV<3>PZXN_XM`Y<3>Le_Lf_Lh_<3>PkaRlaSma<3>WoaXoaXoa<2>YoaYo`Xo`<3>Wm\ _WmZWlZ<3>YiXZhWZgW_fV<3>bbTcaTc`S<3>bYRaXQ`WQ<3>XTQVTQUSQ<3>RSRRRRQRR<3\ >RSURSURSV<3>SUYSVYSVZ<2>QYaPYbPZbOZcN_d<3>LbgLchLch<3>OejPejQfk<3>VfkWf\ kXfj<3>ZdiZchZcg<3>X_dWZcWYb<3>WTYWSXXRW<3>_MQ`KP`JO<3>aEIaDH`CG<3>U9DS8\ CQ7B<3>G69E59D68B68<3>979989A9A<3>EDDFFEGGFGHGHJH<2>GOLFQNDSP<3>7ZV5`X4b\ Z2d_1fa<3>0mg2ni3pk6ql8rn<3>MwsPxtTxu<3>czx } tendril5 { ; 0:00:14.23 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=lambdafn function=sin corners=-1.877457/1.866684/-1.413223/1.408035 params=0.4615710928678242/1.059488784447767 inside=0 outside=summ potential=256/1000/0 sound=off colors=000avs<3>fywgyxgyx<3>izzjzzkzz<3>nyzoyzqyz<3>uvxwvxxuw<3>zrtzrtzq\ s<3>wnpvmouln<3>niklhjjhj<3>dfgcefaef<3>YccYccXbb<2>VbaUb`Ub`Ub`<4>SbZRc\ ZRcY<3>PeYPeYPfX<3>PgWQhWQhV<4>TkUTkUTkU<2>WlTWmSXmSXnSYnS<4>`pQ`pQaqQ<3\ >cqPdqPdqP<2>drOdrOdrPcqPcqP<2>aqP`qQ`pQ_pRZpRYpR<3>VnTUnUTmU<2>SlXRlXRk\ YQjZ<2>QiaPhaPgbPfcPed<3>PbgOagOah<3>OYkOXkOWl<3>OSmPRmPQmQPmQOm<2>SLmTK\ lTJlUIkVHk<3>XEhYDgZCf<3>`9``8_a7Z<3>b5Ub4Tb3R<3>a3La2K`2I_1G_1F<3>V2AU2\ 9S27<3>M44L53J62<3>F91EA0DB0<3>BF1BH1AI2<3>9N58P68Q7<3>5WC4YD3ZF<3>1dL1e\ N0gO0hQ<2>2kV3lX5mZ6n_<3>FrfIshKsi<2>StmUuoWupYuq } tendril6 { ; 0:00:06.15 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=lambdafn function=sin corners=-2.192383/2.185532/-1.651001/1.64534 params=0.593533127842036/1.295030640583514 inside=0 outside=real potential=256/1000/0 sound=off colors=000Nzj<3>JziIzhHzhGzgFzgDzf<32>ILEIJDIIC<3>JD9KC8KB7<3>K53K32K21L\ 00<7>B00A00900<3>300100000<14>b47e48h48<3>r5At6Bw6Bz7C<2>y7Cx6Cw6Cv6Cv6C\ <3>r5Cq4Cp4Co3B<3>k5Fj5Gi5Hh6Ig6J<3>i7Nj7Oj7P<3>m9Un9VnAW<15>wGmwGnxGoxH\ pyHqzIs<24>zjVzkUzlT<3>zqPzsOzsP<25>zxszxtzyvzywzyxzzz<37>Ozk } Octo_lair { ; 0:01:46.17 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=mandel corners=-0.1567387665/-0.1499777345/0.6709617299/0.6486054741/-0.1435198\ 275/0.6533734281 params=0.3001312295907468/-0.6930259102145452 float=y maxiter=1000 bailout=200 inside=bof60 logmap=yes sound=off colors=000000<3>EI9IMBLRE<3>_hOcmQfqTjvVmvWpwY<230>Q39Q39Q29<3>P189fNNNm } pre_suposed { ; 0:00:05.98 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=julia corners=1.293952/-1.29395/-1.725277/1.725259/-1.29395/1.725259 params=0.3471588837608122/0.04094990254592253 float=y maxiter=500 outside=summ logmap=old decomp=256 sound=off colors=000<5>110220220320330<153>xv7xv7yw7yw7zx8<32>wd6vc6vc6<2>va6v`6wY\ 5<3>yM1zJ0yJ0<32>A30830720<3>000P2VN2W } pre_suposed2 { ; 0:00:04.67 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=julia corners=1.293952/-1.29395/-1.725277/1.725259/-1.29395/1.725259 params=-0.05962232904475441/-0.7613511930685677 float=y maxiter=500 outside=summ logmap=old decomp=256 colors=000<5>110220220320330<153>xv7xv7yw7yw7zx8<32>wd6vc6vc6<2>va6v`6wY\ 5<3>yM1zJ0yJ0<32>A30830720<3>000P2VN2W } pre_suposed3 { ; 0:00:12.74 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=julia corners=0.7558175/0.34633924/-0.11099748/0.43497354/0.34633924/0.4349735\ 4 params=-0.7741521914062766/-0.1695057388005541 float=y maxiter=500 outside=summ logmap=old decomp=256 sound=off colors=000<5>110220220320330<153>xv7xv7yw7yw7zx8<32>wd6vc6vc6<2>va6v`6wY\ 5<3>yM1zJ0yJ0<32>A30830720<3>000P2VN2W } figura_02 { ; 0:00:11.04 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=mandel passes=1 corners=-0.134107825406/-0.134012936409/0.649692964738/0.649764131486 params=-0.315530869472335/-0.554734946745201 float=y maxiter=10000 inside=0 sound=off colors=000055033000<9>P00R00U00<2>`00c00d44<3>kLLlPPnUU<3>tiiummwrrxvvzz\ z<9>lOOjKKiGG<3>c00<9>F00D00A00<2>300000020<8>0P00R00U0<3>0c0<9>bqbfsfjt\ j<3>zzz<9>OlOKjKGiG<3>0c0<9>0F00D00A0<2>030000002<8>00P00R00U<3>00c<9>bb\ qffsjjt<3>zzz<9>OOlKKjGGi<3>00c<9>00F00D00A<2>003000022<8>0PP0RR0UU<3>0c\ c<9>bqqfssjtt<3>zzz<9>OllKjjGii<3>0cc<12>088 } figura_03 { ; 0:00:09.23 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com ; It's another HT varient this time applied to the pheonix reset=2000 type=formula formulafile=_p.frm formulaname=pheot passes=1 corners=-1.608463/1.608463/-1.206347/1.206347 params=0.04597613452558978/0.0008087405011139156 float=y maxiter=256 inside=2 logmap=7 periodicity=0 sound=off colors=000iGF<3>c00<9>F00D00A00<2>300000020<8>0P00R00U0<3>0c0<9>bqafsejt\ i<3>zzy<9>OlNKjJGiF<3>0c0<9>0F00D00A0<2>030000001<8>00O00Q00T<3>00b<9>bb\ pffrjjs<3>zzy<9>OOkKKiGGh<3>00b<9>00E00C009<2>002000021<8>0PO0RQ0UT<3>0c\ b<9>bqpfsrjts<3>zzy<9>OlkKjiGih<3>0cb<9>0FE0DC0A9<2>032000200<8>P00R00U0\ 0<2>`00c00d43<7>qa`redtih<2>xvuzzyyvu<9>jKJ } figura_04 { ; 0:07:22.70 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=frac_ml.frm formulaname=quartc passes=1 corners=-3.299331/0.153637/-0.05399222/2.535734 params=0.3891043733024079/0.3467055269020661 float=y maxiter=1024 inside=zmag outside=15 periodicity=0 sound=off colors=p0w<9>K0NH0JD0F<3>000<9>bbbfffjjj<3>zzz<9>OOOKKKGGG<3>000L00<8>k0\ 0<4>z00<2>p00l00h00d00a00<3>N00J00F00<3>000<9>bL0fN0jP0<3>zX0<9>OC0KA0G8\ 0<3>000<9>__0cb0gf0<3>ut0<9>ML0II0FE0<3>000GA4<7>7c26g25k2<2>2v10z00w0<8\ >0O00K00G0<3>000<9>00b00f00j<3>00z<4>00e00a00X<3>00H00D00900400030100070\ 3<8>d0Lg0Nk0P<3>z0X<9>O0CK0AG08<3>000<3>D0FG0JK0M<2>T0YX0a_0ec0hf0lf0lf0\ l } figura_06 { ; 0:00:10.43 ; Created Jan 02, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_h.frm formulaname=ht1 passes=1 corners=-1.426323/1.426323/-1.069742/1.069742 params=0.117040009765923/-0.06646931363872188 float=y maxiter=256 logmap=7 periodicity=0 sound=off colors=p0w304000<9>bbbfffjjj<3>zzz<9>OOOKKKGGG<3>000L00<8>k00<4>z00<2>p0\ 0l00h00d00a00<3>N00J00F00<3>000<9>bL0fN0jP0<3>zX0<9>OC0KA0G80<3>000<9>__\ 0cb0gf0<3>ut0<9>ML0II0FE0<3>000GA4<7>7c26g25k2<2>2v10z00w0<8>0O00K00G0<3\ >000<9>00b00f00j<3>00z<4>00e00a00X<3>00H00D009004000301000703<8>d0Lg0Nk0\ P<3>z0X<9>O0CK0AG08<3>000<6>N0QQ0UT0Y<3>f0lj0om0sm0s<12>708 } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "James R. McKenzie" Subject: Re: (fractint) project idea Date: 03 Jan 2000 23:10:49 -0500 Can't extract Tim's e-address from the list so please excuse the non-direct approach here. Tim, is FRACTINT's hypertext stuff based on Dan Rollins' X-Text Hypertext composer. No technical reason I'm just curious. I friend's son somehow heard about it and he wanted to know what it looked like and well, if it is(FRACTINT's Help hypertext that is) then I can show him that. Don't know what his interest is though. He 18, next week it could be links to central park. (yuck) Anyway that's my manutial output. T H A N K Y O U James R. McKenzie jimmckenzie@earthlink.net ----- Original Message ----- Sent: Monday, January 03, 2000 10:10 PM > > > > I don't know how much longer we will keep our own hypertext > format. It was invented before html by Ethan Nagel. It might make > more sense at some point to integrate html help directly into > fractint. > > > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" > Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "David Jones" Subject: Re: (fractint) project idea Date: 03 Jan 2000 18:15:42 -1000 Of course, this requires W9x or NT, and (last I knew) Internet Explorer. Kind of useless if you want any reasonable definition of portability. On 3 Jan 00 at 18:12, Jack W wrote: > The idea of a Windows help file format for the Fractint > documentation etc. is a great one: may I also suggest > producing a Compiled HTML Help (.chm) form? This has the > advantage of being easy to assemble from .htm files and > (as a more recent specification) contains more features > and is easier to use. > > If help is needed with this project, I would be glad to > lend a hand. Another blast of bits from David http://home.hawaii.rr.com/aliasjj/ http://www.hawastsoc.org/ For the best Hawaii & Pacific Basin surf forecast: http://www.surfreporthawaii.com Random Thought for this Nanosecond Sometimes writing can be like a knife. The point is pretty useless without the handle and the rest of the blade! (D.Jones) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Tim Wegner Subject: Re: (fractint) project idea Date: 03 Jan 2000 22:39:11 -0600 James wrote: > Can't extract Tim's e-address from the list so please excuse the non-direct > approach here. My address occurs several times in your message message > > Administrator: twegner@swbell.net That's me. > Tim, is FRACTINT's hypertext stuff based on Dan Rollins' X-Text Hypertext > composer. No, it was designed and written from scratch my Rthan Nagel. It was one of many pioneering features in Fractint that's now out of date. Tim Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) project idea Date: 03 Jan 2000 21:52:27 -0700 In article <0028c0115040410HNLMAIL1@hawaii.rr.com>, "David Jones" writes: > Of course, this requires W9x or NT, and (last I knew) > Internet Explorer. Kind of useless if you want any > reasonable definition of portability. Personally I think the most reasonable course of action is to have the existing fractint 'help compiler' convert its internal format to HTML for output. There is existing code that knows how to parse this format and deal with pagination for printed output (don't forget it also generates fractint.doc from the internal help format). This is a useful feature that ain't broke, so don't fix it. I think it would be better and easier to add HTML output or other text markup languages (LaTeX anyone? :) to the existing code than ditching everything that's there. Ultimately, there will probably be a time to say goodbye to fractint's internal help file format, but its still pretty good. -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 04-01-00 (Outburst) (c) Date: 04 Jan 2000 01:37:45 -0500 (EST) FOTD -- January 04, 2000 Fractal enthusiasts and visionaries: Today turned unexpectedly busy, which kept me from reaching the midget that I had intended to be the fractal of the day. But the midget which would have been the FOTD is lurking in today's image, and will finally appear as tomorrow's FOTD. To a midget hunter, the location of the midget at the left edge of the shaft about 2/3 of the way up is fairly obvious. But though I failed to reach the midget, today's picture is not all that bad, reminding one as it does of a weird scene on the surafce of some totally alien planet. I named the picture "Outburst" because the brilliant shaft shooting upward in the background seems to have burst from the ground. It is a very slow image, requiring almost 1-1/2 hours on a fast machine, which is one of the reasons that I lacked the time to reach my intended picture. The far more convenient JPEG image has been posted to Usenet at: and to the web at: The weather was once again ridiculously warm, though not as sunny as yesterday. The temperature of 68F (20C) was perfect for the cats, who for some reason chose not to go outdoors. Due to the rush, the fractosophy will be delayed until tomorrow, when I shall humbly return in my full glory with another fractal. Until then, take care, and want for nothing. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Outburst { ; time=1:20:26.52 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.06482412360505936/-0.24218337711670330\ /162.796/1/-55 params=1/2/-0.0615/-1/0/0 float=y maxiter=6000 bailout=25 inside=0 logmap=yes symmetry=none periodicity=10 colors=000bie<2>bc_<6>KJPIGOFDM<3>51HMQ_bmrenfhnW7Ho\ IPlSXjbdgoZz<3>mhlljh0fu<2>`kizBG<5>sTSrWUqZW<3>mjcR\ Me<2>gfeen9<3>hmLimOilR<3>llb0jt<8>SskVtjYui<3>iyemz\ wlzqlzkczQmzUtzXzz_zzbwzg<2>wzfmzefzeize8zX<7>UzaXzb\ _zb<2>gzdjzenz7<4>mzMmzPlzS<3>lzcYzR<3>fz_hzajzc4zg<\ 3>Uze`zefzeqz4<4>mzWlz`dzyezwfzxfzy<3>hzzizzizzjzzjz\ zkvzkuzltzPsz<4>cnzfmzimzPmz<4>cmzfmzimzUmz<3>`mzamy\ cmx<3>imtkms2mr<3>cmmtmm<7>ommommnmm<3>lmmdmmgmmjmmV\ mm<3>cmmfmmhmmjmmHmm<3>mmmlmmlmm<6>lmslmtkmu<3>lmylm\ zlmz<3>lmzlmzlmz<2>lmzvmz<6>qmz } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Outburst { ; time=1:20:26.52 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.06482412360505936/-0.24218337711670330\ /162.796/1/-55 params=1/2/-0.0615/-1/0/0 float=y maxiter=6000 bailout=25 inside=0 logmap=yes symmetry=none periodicity=10 colors=000bie<2>bc_<6>KJPIGOFDM<3>51HMQ_bmrenfhnW7Ho\ IPlSXjbdgoZz<3>mhlljh0fu<2>`kizBG<5>sTSrWUqZW<3>mjcR\ Me<2>gfeen9<3>hmLimOilR<3>llb0jt<8>SskVtjYui<3>iyemz\ wlzqlzkczQmzUtzXzz_zzbwzg<2>wzfmzefzeize8zX<7>UzaXzb\ _zb<2>gzdjzenz7<4>mzMmzPlzS<3>lzcYzR<3>fz_hzajzc4zg<\ 3>Uze`zefzeqz4<4>mzWlz`dzyezwfzxfzy<3>hzzizzizzjzzjz\ zkvzkuzltzPsz<4>cnzfmzimzPmz<4>cmzfmzimzUmz<3>`mzamy\ cmx<3>imtkms2mr<3>cmmtmm<7>ommommnmm<3>lmmdmmgmmjmmV\ mm<3>cmmfmmhmmjmmHmm<3>mmmlmmlmm<6>lmslmtkmu<3>lmylm\ zlmz<3>lmzlmzlmz<2>lmzvmz<6>qmz } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Khemyst@aol.com Subject: Re: (fractint) project idea Date: 04 Jan 2000 02:24:41 EST I should have a first cut in help format ready within a week or so. The next phase will be to put all the keywords and extra jumps in other than the links from the table of contents. Paul Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Khemyst@aol.com Subject: Re: (fractint) project idea Date: 04 Jan 2000 02:25:54 EST In a message dated 01/03/2000 8:16:10 PM Pacific Standard Time, gnome@hawaii.rr.com writes: << The idea of a Windows help file format for the Fractint > documentation etc. is a great one: may I also suggest > producing a Compiled HTML Help (.chm) form? >> I haven't worked in that format. I am using rtf, or at least I think I can export in rtf, if that will help anyone. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Tonton Th Subject: Re: (fractint) project idea Date: 04 Jan 2000 09:59:09 +0100 Phil McRevis wrote: > > In article <0028c0115040410HNLMAIL1@hawaii.rr.com>, > "David Jones" writes: > > I think it would be better and easier to add HTML output or other > text markup languages (LaTeX anyone? :) to the existing code than > ditching everything that's there. > Or you can use something like Sgmltools who can, from the same source, spit text, html, TeX, RTF and others. -- ---------------------------------------------- < tonton Th / Thierry Boudet / Mr Oulala > ---------------------------------------------- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Thore Berntsen" Subject: (fractint) New version of Fractint Screen Saver available Date: 04 Jan 2000 11:18:20 +0100 This is a multi-part message in MIME format. ------=_NextPart_000_003D_01BF56A5.67F400A0 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Version 2.20 of my screen saver can be found at : http://home.sol.no/~thbernt/fintsave.htm Comments/suggestions can be sent to : thbernt@online.no Thore Berntsen ------=_NextPart_000_003D_01BF56A5.67F400A0 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable
Version 2.20 of my screen saver can be = found at=20 :
 
http://home.sol.no/~thb= ernt/fintsave.htm
 
Comments/suggestions can be sent to : = thbernt@online.no
 
Thore Berntsen
 
 
 
 
 
 
------=_NextPart_000_003D_01BF56A5.67F400A0-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Karl Scherer" Subject: (fractint) (fractals) Karl's new CD : Abstract art etc created with fractals Date: 05 Jan 2000 00:18:50 +1300 Hi to all fractal-lovers! This is the first posting about my fractal gallery at http://www.kiwi.gen.nz/~karl. Simultaneously I would like to offer you my brand new CD containing my 1000 best art works (1024 x768 pixels). All images fully editable with fractint! Over the span of several years I have developed my own very original formulas, as you may well glean from the very unusual gallery images. Price only US$20 including shipping from New Zealand. Any feedback is very much appreciated. Cheers, Karl Scherer 11 Utting Str, Auckland, New Zealand karl@kiwi.gen.nz Seen my homepage lately? http://www.kiwi.gen.nz/~karl Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Karl Scherer" Subject: (fractint) (fractals) Paul Carlson's email address Date: 05 Jan 2000 00:20:34 +1300 Hi, could anybody please tell me Paul Carlson's email address? The one I found in some *prm files is not valid anymore. Thank you very much! Karl Scherer 11 Utting Str, Auckland, New Zealand karl@kiwi.gen.nz Seen my homepage lately? http://www.kiwi.gen.nz/~karl Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: neko Subject: (fractint) random browsing: a proposal Date: 04 Jan 2000 21:56:57 +0900 this is an idea i've had floating in my mind for a few years now, and in fact have implemented once in a pascal class. anyway... i suggest a sortof 'random' browsing feature that would take a fractal type (say, mandel), pick a random point and resolution in it, 'scan' it to see if it's interesting, then if it is, draw that fractal, otherwise keep picking points until it does find something that could be worthwhile. i'll break down the steps: picking the point: a user could enter the corners of the box, and the min/max magnification, then the browser would just pick points in these ranges at random. for fractals with trig parameters, perhaps these could be allowed to randomly vary as well. scanning: what i did in my project (which i sadly lost the code for) was to sample a number of points in the candidate (say, 1000), find the color values of these, then look to see how many colors there are total. if all of these are of just a few colors (say fewer than six), then we could assume that it chose a picture entirely in the black set of a fractal, or perhaps on a fringe somewhere where we would just end up with a solid screen. these fractals with too few colors would then be rejected, and we'd search for a new candidate. the user, of course, could set the sample size and the number of colors. drawing: this could possibly be rolled into the evolver freature, allowing us to have a bunch of these on the screen, allowing us to choose one that looked good to us. when i tried this, i of course didn't get wonderful results every time, but every once in a while i would come across a nice gem, and i think that like the evolver feature this could serve as a good springboard for users to explore a part of a fractal on their own. this could also be used to turn fractint into a de facto screen saver, just generating fractals all day then saving the gifs or throwing the results into a big .par file. comments? -- neko *meow* "capital letters were always the best way of dealing with things you didn't have a good answer to." -- douglas adams Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Kenneth Childress Subject: Re: (fractint) (fractals) Paul Carlson's email address Date: 04 Jan 2000 08:28:33 -0800 (PST) Karl, > could anybody please tell me Paul Carlson's email address? > The one I found in some *prm files is not valid anymore. The last one I found for him when he was posting to the UF list is carlpaulw@aol.com. Ken... Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) random browsing: a proposal Date: 04 Jan 2000 09:54:55 -0700 In article , neko writes: > i suggest a sortof 'random' browsing feature that would take a fractal type > (say, mandel), pick a random point and resolution in it, 'scan' it to see > if it's interesting, then if it is, draw that fractal, otherwise keep > picking points until it does find something that could be worthwhile. The XaoS program has an 'auto zoom' feature that is exactly like this; have you tried XaoS? -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jack W" Subject: Re: (fractint) project idea Date: 04 Jan 2000 18:56:26 GMT >Of course, this requires W9x or NT, and (last I knew) >Internet Explorer. Kind of useless if you want any >reasonable definition of portability. It does require W9x or NT, but I thought the original suggestion was for a 'Windows 95 help file' anyway. Compiled HTML Help files do not need IE: you can install an HTML Help Update from Microsoft's site that will allow the files to be used on any 32-bit version of Windows. I'm not suggesting that this should be the only form of the help files, just that if they were being ported to HTML anyway it would only be a small amount of extra work to produce them in this format. Best Wishes, Jack. "I don't write songs for critics." (B. DYLAN) ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Khemyst@aol.com Subject: Re: (fractint) project idea Date: 04 Jan 2000 14:06:32 EST My original concept was not to replace fractint online help, but rather to compile the fractint.doc file into help format... just to facilitate use of that particular document... Paul In a message dated 01/04/2000 10:57:53 AM Pacific Standard Time, jwsoft@hotmail.com writes: << It does require W9x or NT, but I thought the original suggestion was for a 'Windows 95 help file' anyway. >> Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Tim Wegner Subject: Re: (fractint) project idea Date: 04 Jan 2000 18:22:37 -0600 Paul wrote: > I should have a first cut in help format ready within a week or so. The next > phase will be to put all the keywords and extra jumps in other than the links > from the table of contents. A little-known secret of fractint is that with the use of the fractint help compiler (hc.exe), you can delete the fractint help, edit the text *.src files, and re-compile the help, and add it back into the fractint executable. The only catch is that if you want to do more than edit text - e.g. add or delete hyper links, then you also need a copy of Microsoft's link.exe program. None of this requires any programming skills, and the tags used are simple - you can usually figure out what to do by finding a similar example. The reason I mention this is if anyone is working to improve the docs, it would be nice to keep the online docs in synch with the improvements. I could make available a little kit with hc.exe, and I suppose link.exe The link.exe is not a free program but neither is the version we use available any more from Microsoft, so I guess it wouldn't be a big deal to include it. Tim Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Khemyst@aol.com Subject: Re: (fractint) project idea Date: 04 Jan 2000 21:43:14 EST In a message dated 01/04/2000 4:24:00 PM Pacific Standard Time, twegner@swbell.net writes: << The reason I mention this is if anyone is working to improve the docs, it would be nice to keep the online docs in synch with the improvements. I could make available a little kit with hc.exe, and I suppose link.exe The link.exe is not a free program but neither is the version we use available any more from Microsoft, so I guess it wouldn't be a big deal to include it. >> I dabble in VB 5.0 (enough to be dangerous to all those within shrapnel distance), so I have the help compiler workshop as part of the package. I hadn't thought about tinkering with the help files,but a separate standalone for newbies (who cut their teeth on Windows 95 instead of DOS might not be a bad idea....just might be interesting.... Paul Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: noel Subject: Re: (fractint) project idea Date: 04 Jan 2000 18:59:47 -0800 (PST) >I'm not suggesting that this should be the only form of the help files, just >that if they were being ported to HTML anyway it would only be a small >amount of extra work to produce them in this format. As I've been the one maintaining the online fractint docs, I thought I'd say a few things on this topic and let everyone know what this looks like and what to watch out for and how not to do it in the future. When I started the online docs, I just extracted the fractint documentation from version 17 or something and started by breaking the document up into a series of files. (about 150). I did this due to the shear size of the documentation. Noone wants to download 500 kbytes of document for a simple help lookup. This is still valid today even with the faster links that most of us have. I then took the index and all the internal hyperlinks and turned them into URL references and anchors within each of the html files. This was a cumbersome procedure due to the relatively arbitrary way that I broke the docs into individual files. There are also extensive syntax changes that have to be made within a lot of the text or you are going to choke a lot of web-viewers. Html syntax does not like embedded ampersands, double quotes, less-than, or greater-than signs, and a few other characters that seem to be often used within the fractint docs. These have to be changed or switched for escape strings to avoid breaking accepted html syntax rules. Even if you use an automated html extraction process you will have problems with these I think. After that I added a few graphic examples of fractal types and expanded them to include some of the add-on tutorials. This was all before cascading style sheets were invented for html, so the layout of the online docs is relatively plain. If I want to improve the layout, or change the style using some of the newer html features, I have to edit about 200 different files to include the new header information and change the html version codes. One of the big problems with this whole method is that updating the files is a bit of a headache because the original fractint docs are updated as a single file and I have to find and make the changes over a distributed file-set. I have been updating the docs for each revision since 1995 by generating a list of differences between the last version and the new version of the extracted documentation file. Then I use search engines to find the relavent html file and cut and paste the text from the merged list of differences, ignoring trivial differences like page references etc. You could say that this is a relatively cumbersome way to do things but as the docs are relatively stable, and new text usually comes in consecutive paragraphs and chapters, there are surprisingly few files that acutally get edited from one version to the next. Maybe I shouldn't have been so lazy and just written a parser/extracter that created the html fileset from each new distribution, but they have been relatively infrequent and my editing skills got faster. If the fractint documentation is going to be distributed in a different format, than this is going to become a significant problem. Maybe we should make this project about creating a utility that does extract the docs into a number of useful formats such as html, pdf, rtf and even microsoft help, for those who like that sort of thing. I would certainly like to see the graphics improved and the whole help database rationalized to include all the tutorials. I have to reemphasize the importance in breaking this info up into small cross-referenced files for online access though. A single large file is not useful as a web reference. Especially if you include inline images and graphics. regards, Noel Giffin Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "David Jones" Subject: Re: (fractint) project idea Date: 04 Jan 2000 18:57:58 -1000 On 4 Jan 00 at 9:59, Tonton Th wrote: > Phil McRevis wrote: > > > > In article <0028c0115040410HNLMAIL1@hawaii.rr.com>, > > "David Jones" writes: > > > > I think it would be better and easier to add HTML output or other > > text markup languages (LaTeX anyone? :) to the existing code than > > ditching everything that's there. > > Or you can use something like Sgmltools who can, from > the same source, spit text, html, TeX, RTF and others. Actually, I didn't write that. Framemaker can do that, too. Another blast of bits from David http://home.hawaii.rr.com/aliasjj/ http://www.hawastsoc.org/ For the best Hawaii & Pacific Basin surf forecast: http://www.surfreporthawaii.com Random Thought for this Nanosecond The real problem with cloning programmers is the difficulty of genetically engineering the silicon portions. (D.Jones) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 05-01-00 (Bits and Pieces) (c) Date: 05 Jan 2000 01:01:42 -0500 (EST) FOTD -- January 05, 2000 Fractal enthusiasts and visionaries: Today's fractal is a close-up of that midget in the shaft of yesterday's picture that I had no time to reach yesterday. The formula behind the image is a mixture of Z^2 and 1/Z, calculated by the MandelbrotMix4 formula. I named the picture "Bits and Pieces" when I noticed the fractal debris that fills the scene. It is a curious image, with a very sharp quadratic Mandeloid midget in the center and a ghostly, half obscured Mandeloid bud vaguely visible in the upper background. The two features are arranged as though they bear no relation to each other, which I assume is caused by the two parts of the formula going their own separate ways. The parameter file is a very, very slow one, and is included mainly for reference. To see the picture much sooner, go to: or to: where the JPEG file has been posted. The fractal weather today was very warm, but rainy. The temperature of 70F (21C) was warm enough, but the rain kept the cats indoors. It kept me indoors also, where I occupied my idle time philosophizing and checking my notes. I did quite a bit of philosophizing, because I had already found the day's fractal yesterday. The result of that pondering will appear tomorrow on the philofractal list. Until then, take care, and long live fractals. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Bits_and_Pieces { ; time=2:10:12.22 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.06232901541832320/-0.24010764571036200\ /2768.452/1/-117.5 params=1/2/-0.0615/-1/0/0 float=y maxiter=27000 bailout=25 inside=0 logmap=15 symmetry=none periodicity=10 colors=000Y9E<3>a42<4>kQDlUFnZI<3>voQwpSpoT<3>R`VLYV\ PZW<3>`ZXcZYf_Y<2>o_ZzcwzcwzhwzcwzcwdUMYSISzEzzJzzNz\ wSLmWKc`IUdGQi<2>CQv<8>W_aY`Z_aX<3>geObdT<3>MciIcmEc\ qAcuDc2<3>FcSFSZFRdFRj<3>nUhwUhvVjuck<4>pcpocqn_rm`s\ l`t<4>fWqdWqcVp<2>`So_SoZTn<7>UXkUXkTYjSYjRZhSZiRZiS\ QlRTkRWjArW<3>HjaIhbKgc<3>Q_hcgW<3>WacU`eS_gLtQOi_yW\ l<8>eYjcYj`Zi<3>TZiGc`IcbJcdLcg<3>Qcp3cr<4>Dcw<4>Ncw\ PcwccwccwcfwYbw8cw<3>EcwGcwHcwJcwKcwMewNhwPmwQmwPpw<\ 3>QjwQhwQgw<2>RbwRcwRcw9cwZcw<4>UcwTcwScwgcwacwWcwNn\ w<3>QdwQbwR`wFcw<3>KcwLcwMcw<3>QcwscwOjw<10>Raw } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Bits_and_Pieces { ; time=2:10:12.22 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.06232901541832320/-0.24010764571036200\ /2768.452/1/-117.5 params=1/2/-0.0615/-1/0/0 float=y maxiter=27000 bailout=25 inside=0 logmap=15 symmetry=none periodicity=10 colors=000Y9E<3>a42<4>kQDlUFnZI<3>voQwpSpoT<3>R`VLYV\ PZW<3>`ZXcZYf_Y<2>o_ZzcwzcwzhwzcwzcwdUMYSISzEzzJzzNz\ wSLmWKc`IUdGQi<2>CQv<8>W_aY`Z_aX<3>geObdT<3>MciIcmEc\ qAcuDc2<3>FcSFSZFRdFRj<3>nUhwUhvVjuck<4>pcpocqn_rm`s\ l`t<4>fWqdWqcVp<2>`So_SoZTn<7>UXkUXkTYjSYjRZhSZiRZiS\ QlRTkRWjArW<3>HjaIhbKgc<3>Q_hcgW<3>WacU`eS_gLtQOi_yW\ l<8>eYjcYj`Zi<3>TZiGc`IcbJcdLcg<3>Qcp3cr<4>Dcw<4>Ncw\ PcwccwccwcfwYbw8cw<3>EcwGcwHcwJcwKcwMewNhwPmwQmwPpw<\ 3>QjwQhwQgw<2>RbwRcwRcw9cwZcw<4>UcwTcwScwgcwacwWcwNn\ w<3>QdwQbwR`wFcw<3>KcwLcwMcw<3>QcwscwOjw<10>Raw } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: ruth antwine Subject: Re: (fractint) project idea Date: 05 Jan 2000 01:33:46 -0500 yes, that would be a wonderful thought. im so used to win98 that dos does seem a third lang now. ive also been using ultras frac and im having a time changing oveer. ( i want to learn more about what makes a fractal, well, fractal.) i havent even been able to figure out the directions on wizzles pg for gettting the posted fracs for fractint into fractint yet(but i can get them into ultra frac--havent figured out why yet tho) most of my problem with fractint right now is the windows version doesnt reginize the magnifacation numbers and the dos version doesnt seem to have frac.frm or critical.frm. hence it isnt talking to me yet. a help file with everything all in the same place is a marvolous idea. ill even volenter to do some of the typing if someone needs me too. Ruth Khemyst@aol.com wrote: > In a message dated 01/04/2000 4:24:00 PM Pacific Standard Time, > twegner@swbell.net writes: > > << The reason I mention this is if anyone is working to improve the > docs, it would be nice to keep the online docs in synch with the > improvements. I could make available a little kit with hc.exe, and I > suppose link.exe The link.exe is not a free program but neither is > the version we use available any more from Microsoft, so I guess it > wouldn't be a big deal to include it. >> > > I dabble in VB 5.0 (enough to be dangerous to all those within shrapnel > distance), so I have the help compiler workshop as part of the package. I > hadn't thought about tinkering with the help files,but a separate standalone > for newbies (who cut their teeth on Windows 95 instead of DOS might not be a > bad idea....just might be interesting.... > > Paul > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: ruth antwine Subject: Re: (fractint) project idea Date: 05 Jan 2000 01:42:24 -0500 yep, i dont code html (yet) but i do understand this. you have done an remarkable job if i might add. it was one of the things that convinced me i was missing something in ultra. anyway. since ive already put my foot in my mouth and offered to type my fingers off, what about something like this--keeping your web docs the way were all used to, but, as you said, there are many formats now to choose. how about the option, like on free-book pgs and theology journals pgs, of being able to d/l the hefty file documentation, with the must have tutorials AND the pics all in one file? ( some of us are d/l and run inclined) i dont care to hang on the web or look things up on the web all the time. we need the phone line open for calls anyway. id love to be able to d/l something like this and still have the web stuff there when i visit. Ruth noel wrote: > >I'm not suggesting that this should be the only form of the help files, just > >that if they were being ported to HTML anyway it would only be a small > >amount of extra work to produce them in this format. > > As I've been the one maintaining the online fractint docs, I thought > I'd say a few things on this topic and let everyone know what this > looks like and what to watch out for and how not to do it in the future. > > When I started the online docs, I just extracted the fractint > documentation from version 17 or something and started by breaking the > document up into a series of files. (about 150). I did this due to the > shear size of the documentation. Noone wants to download 500 kbytes > of document for a simple help lookup. This is still valid today even > with the faster links that most of us have. I then took the index > and all the internal hyperlinks and turned them into URL references and > anchors within each of the html files. This was a cumbersome procedure > due to the relatively arbitrary way that I broke the docs into individual > files. There are also extensive syntax changes that have to be made > within a lot of the text or you are going to choke a lot of web-viewers. > Html syntax does not like embedded ampersands, double quotes, less-than, > or greater-than signs, and a few other characters that seem to be often > used within the fractint docs. These have to be changed or switched for > escape strings to avoid breaking accepted html syntax rules. Even > if you use an automated html extraction process you will have problems > with these I think. > > After that I added a few graphic examples of fractal types and expanded > them to include some of the add-on tutorials. This was all before > cascading style sheets were invented for html, so the layout of the > online docs is relatively plain. If I want to improve the layout, or > change the style using some of the newer html features, I have to edit > about 200 different files to include the new header information and > change the html version codes. > > One of the big problems with this whole method is that > updating the files is a bit of a headache because the original > fractint docs are updated as a single file and I have to find and > make the changes over a distributed file-set. I have been updating > the docs for each revision since 1995 by generating a list of > differences between the last version and the new version of the > extracted documentation file. Then I use search engines to find > the relavent html file and cut and paste the text from the merged > list of differences, ignoring trivial differences like page references > etc. You could say that this is a relatively cumbersome way to do things > but as the docs are relatively stable, and new text usually comes in > consecutive paragraphs and chapters, there are surprisingly few files > that acutally get edited from one version to the next. Maybe I shouldn't > have been so lazy and just written a parser/extracter that created the > html fileset from each new distribution, but they have been relatively > infrequent and my editing skills got faster. If the fractint documentation > is going to be distributed in a different format, than this is going to > become a significant problem. Maybe we should make this project about creating > a utility that does extract the docs into a number of useful formats such > as html, pdf, rtf and even microsoft help, for those who like that sort of > thing. I would certainly like to see the graphics improved and the whole > help database rationalized to include all the tutorials. I have > to reemphasize the importance in breaking this info up into small > cross-referenced files for online access though. A single large file is > not useful as a web reference. Especially if you include inline images > and graphics. > > regards, > Noel Giffin > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "David Jones" Subject: (fractint) Re: Color Cycling - Longer than 256 colors? Date: 04 Jan 2000 20:46:14 -1000 On 18 Dec 99 at 19:45, Phil McRevis wrote: > In article <0a01e46510412c9HNLMAIL3@hawaii.rr.com>, > "David Jones" writes: > > > Well, there's more to OS/2 than "Windows" - the WorkPlace > > Shell is much more capable than the W9x interface. > > Does an application needs to be coded differently on > OS/2 vs. Windows for this? Sorry, I have no idea. I read a book awhile back on the design of OS/2, but I don't remember the differences. Another blast of bits from David http://home.hawaii.rr.com/aliasjj/ http://www.hawastsoc.org/ For the best Hawaii & Pacific Basin surf forecast: http://www.surfreporthawaii.com Random Thought for this Nanosecond Trust in the Lord - not *rust* in the Lord! (D.Jones) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Randall Britten Subject: (fractint) Digest version of mailing list? Date: 05 Jan 2000 09:22:03 +0200 Some mailing lists now offer a digest version, where all mails to the list are bundled into one daily mail. Can we do that with the fractint list? Those who prefer a daily summary can use that, and those who prefer the original style can continue that. ----------------------- Randall Britten Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) Digest version of mailing list? Date: 05 Jan 2000 10:46:49 -0700 In article , Randall Britten writes: > Some mailing lists now offer a digest version, where all mails to the list > are bundled into one daily mail. Can we do that with the fractint list? Its already been done and has always been there. To switch from a reflected subscription to digest, send a message to majordomo@xmission.com with these commands in the message body: unsubscribe fractint subscribe fractint-digest You should then get a message asking you to confirm your digest subscription (to prevent others from signing you up to a mailing list without your consent). -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 06-01-00 (The Lost Rosette) (c) Date: 06 Jan 2000 01:08:30 -0500 (EST) FOTD -- January 06, 2000 Fractal enthusiasts and visionaries: Today was another busy one here at the Fractal Central, but not so busy that I needed to forget the day's fractal. The rush, however, meant that I had to call on my faithful MandelbrotMix4 formula to once again produce something in a hurry. The formula came through with flying fractal colors, as it calculated the difference between 100Z^(-0.9) and 100Z^(-0.899) plus 1/C. I named the picture "The Lost Rosette". I gave it this name because while trying a few hasty color schemes I noticed that with some color palettes the pattern around the central midget almost completely vanishes. I assume this vanishing act is due to the image being composed of a semi-orderly arrangement of discrete dots rather than the usual equal-iteration bands. The amber rosette is not really there; it only appears when certain optimal color palettes are applied. But whether the things one sees are there or not, the image is a worthy one, which earned its place of honor by appearing when I needed a fractal in a hurry. I must also thank my dedicated fractal-finding computer for the fractal of today. Were it not for this faithful machine, which has had an obvious hard life, I would never have had the time to run the unusually slow file on the old 486-DX4. As it is, the parameter file takes almost two hours on a fast Pentium. But the JPEG image file will soon be posted, (if I can figure how to use Agent rather than Free Agent), to Usenet at: and the always helpful Paul Lee will soon have the image on his web site at: The fractal weather today was everything an early January day should be in these parts -- sunny skies, brisk winds and a temperature of 41F (5C). The fractal cats had no comment. Due to the rush, I fear I must once again disappoint the hordes eagerly awaiting the next installment of philosophy. :-( But I'll probably get it posted tomorrow -- if not, the next day for sure. Until next time, take care, and if fractals are priceless, how can one put a price on them? Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= The_Lost_Rosette { ; time=1:53:52.12 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=+5.55235713027287100/+15.5451508344121000\ 0/376326.2/1/67.5 params=100/-0.9/-100/-0.899/-40/0 float=y maxiter=15000 bailout=25 inside=0 logmap=1435 symmetry=none periodicity=10 colors=000AKO<7>AKCAKBAK9<2>AK5AK38B2<7>ZZYbaaede<3>\ rptZoY<12>FfhDfiCei<3>6cl<16>aHFbGDdFB<3>kA4<18>N8BM\ 8CL8C<3>G8D<2>_vb<19>tlrulsvks<3>zjv<3>UXyMUyNVw<19>\ RWcRWbSWa<3>SWY<3>iZPm_Mr_Kv`Iz`GvN9s93<11>O3FL3GI2H\ <3>81K<25>O1OP1OP1O<2>R1OR1OQ8P<3>Q_P<4>dVGgVEjUC<2>\ sR7uR6vUA<5>vgYviavke<3>vtt<4>snYsmUpGQ } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ The_Lost_Rosette { ; time=1:53:52.12 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=+5.55235713027287100/+15.5451508344121000\ 0/376326.2/1/67.5 params=100/-0.9/-100/-0.899/-40/0 float=y maxiter=15000 bailout=25 inside=0 logmap=1435 symmetry=none periodicity=10 colors=000AKO<7>AKCAKBAK9<2>AK5AK38B2<7>ZZYbaaede<3>\ rptZoY<12>FfhDfiCei<3>6cl<16>aHFbGDdFB<3>kA4<18>N8BM\ 8CL8C<3>G8D<2>_vb<19>tlrulsvks<3>zjv<3>UXyMUyNVw<19>\ RWcRWbSWa<3>SWY<3>iZPm_Mr_Kv`Iz`GvN9s93<11>O3FL3GI2H\ <3>81K<25>O1OP1OP1O<2>R1OR1OQ8P<3>Q_P<4>dVGgVEjUC<2>\ sR7uR6vUA<5>vgYviavke<3>vtt<4>snYsmUpGQ } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: juice@airmail.net Subject: Re: (fractint) Re: Color Cycling - Longer than 256 colors? Date: 06 Jan 2000 09:59:46 GMT On Tue, 4 Jan 2000 20:46:14 -1000, "David Jones" wrote: >On 18 Dec 99 at 19:45, Phil McRevis wrote: > >> In article <0a01e46510412c9HNLMAIL3@hawaii.rr.com>, >> "David Jones" writes: >>=20 >> > Well, there's more to OS/2 than "Windows" - the WorkPlace=20 >> > Shell is much more capable than the W9x interface. >>=20 >> Does an application needs to be coded differently on >> OS/2 vs. Windows for this? > >Sorry, I have no idea. I read a book awhile back on the >design of OS/2, but I don't remember the differences. > OS/2 cannot run windows apps natively. All the people I have known had the tools to run windows apps. If I remember correctly, having a few critical files from windows was all that was neccesary. juice --have fun --harm none INTP G BR W Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gedeon Peteri Subject: (fractint) Updated web site and formula file Date: 06 Jan 2000 10:03:14 -0500 Prompted by inquiries about "what parameters to use" with my formulas -- a question too general to be properly answered -- I reworked all of the formulas contained in my gfp.ufm file. Of course all of them remain compatible with uprs already generated. What I did was to supply defaults such that you will get at least a minimal image when starting a new fractal -- no blank screens! I hope this will help. You can download the new file directly from the index page of my fractal site (see link below), but it is also included in the parameter file packages you find on each of my pages. Please replace all old versions of gfp.ufm with this one. The file has been sent to Kerry Mitchell, so it will soon be included in his great compilation. In addition, I added several new formulas. None, I regret to say for lack of inspiration, are my own originals, but translations. These include several gravijul formulas as well as a few of my favorite Sylvie Gallet formulas from Gallet-3, 4, and 6. A bailout test parameter has been added to all, since I like the variations made possible by this addition. New images along with parameter files using these translated formulas have been added to my gravijul and Gallet pages. Your comments are welcome. Gedeon -- Fractals: http://members.xoom.com/gedeonp/fractals.html Member Infinite Fractal Loop Last updated: January 5, 2000 Photography: http://members.xoom.com/gedeonp/photos.html Last updated: July 15, 1999 Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Karl Scherer" Subject: (fractint) new coloring method / new flattening method Date: 07 Jan 2000 12:00:18 +1300 Hi, I would like to present two (in my opinion) new METHODS for fractals. 1. The first is a method to color fractals. Using outside=iter can often result in very boring fractals with large monochrome areas. One way to enhance the image is using outside=atan. The following code offers an alternative color smoothing scheme that create effects very different and independent from outside =atan : ;--------------------------------------------------------------------------- colorfrm { ;special colour smoothing scheme by Karl Scherer! ; can be applied to ANY EXISTING MATH FORMULA loop=0, begin=1, rounds=1 , ;(Karl's additional vars) z=0: ;your settings IF (begin==1) ;====== insert your formula here ===================== z=... ;====== end of your formula ========================== r=|z|-8 ; equivalent to |z|<8 IF (r>=0) begin=2, rounds=r ; >>> try rounds =r/2 etc! <<< ENDIF ELSE loop=loop+1 ENDIF loop (x,y) ; radius stretched such that (0,0) => (0,-infinity) c=pi/5, x=imag(pixel),y=real(pixel) x=2*c*x, y=c*y, r=2^(-x), v=r*cos(y), w=r*sin(y), p=v+flip(w), {Karl's settings z=0: {your settings ;=========== insert your formula here ====================== z=... ;=========== end of your formula ============================ |z|<8000 {your bailout } I suggest to Tim Wegener to add to the FRACTINT HOME PAGE a now option a METHODS besides the existing FORMULAS and PARAMETER directories. This METHODS directory shall contain tools, methods (like my coloring scheme and my flattening scheme), tips and fractal code that may be used in all sorts of fractals. I think this would help other fractint users enormously. Next suggestion: Built my coloring method right into the next FRACTINT version! Karl Scherer 11 Utting Str, Auckland, New Zealand karl@kiwi.gen.nz Seen my homepage lately? http://www.kiwi.gen.nz/~karl Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Genealogy1@aol.com Subject: (fractint) Pentium 700 Date: 06 Jan 2000 18:39:56 EST Hi Everyone, I see speeds of Pentiums going faster all the time. Will a Pentium 700 speed the generation of FRACTAL images more than say a 350 Pentium would? Or is there just a point that generation time can't be speeded up any further? --Bob Carr-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) Pentium 700 Date: 06 Jan 2000 16:54:37 -0700 In article <92.92244e10.25a681cc@aol.com>, Genealogy1@aol.com writes: > I see speeds of Pentiums going faster all the time. Will a Pentium 700 speed > the generation of FRACTAL images more than say a 350 Pentium would? I suppose there is a possibility that it would not, but the possibility is extremely small. Almost every fractal I can think of is what we call "compute bound", meaning that it is being generated at the limit of the CPU's performance. (Tasks that are "I/O bound" are operating at the limit of the I/O devices attached to your system and aren't sped up by adding more CPU power.) > Or is > there just a point that generation time can't be speeded up any further? If you could generate the image faster than the time it takes for your monitor to display it (generally 1/60th of a second), then there wouldn't be much point in computing the image faster if your intent was to display it. On the other hand, you could compute images faster than the display rate for off-line storage and later viewing. Also, the faster machines get at producing any particular fractal image, like the classic M-set renderings, the more people add fancy coloring options, layers, special effects, and so-on until all the available CPU power is gobbled up anyway ;-). Just another example of user expectations going up just as fast (if not faster) than hardware performance. -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Tim Wegner Subject: Re: (fractint) Pentium 700 Date: 06 Jan 2000 19:00:11 -0600 Rich wrote: > If you could generate the image faster than the time it takes for your > monitor to display it (generally 1/60th of a second), then there > wouldn't be much point in computing the image faster if your intent > was to display it. On the other hand, you could compute images faster > than the display rate for off-line storage and later viewing. For the default 320x200 fractal, the limiting factor for some time for my setup has been not the time to display the fractal, but the time for the mode to change from text to graphics. Every newer (and more capable) monitor I have gotten has been slower. My Optiquest V95 changes modes quite slowly - seems like several seconds). And of course when it is finally through changing modes, the 320x200 fractal is already done! Tim Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: BeyerTh@t-online.de (Thomas Beyer) Subject: Re: (fractint) Pentium 700 Date: 07 Jan 2000 01:54:05 +0100 Genealogy1@aol.com schrieb: > > Hi Everyone, > > I see speeds of Pentiums going faster all the time. Will a Pentium 700 speed > the generation of FRACTAL images more than say a 350 Pentium would? Or is > there just a point that generation time can't be speeded up any further? > > --Bob Carr-- Yes and no! The limit is the speed of your graphic adapter. Try the "standard" mandelbrot using 16 and 256 colors, and you will see that 16 colors is considerably slower. In this case nearly all the time is used to write the graphics. However I don't know if it is of interest generating a image in 3 or 2 seconds. If you want to zoom deeper, increase the iteration limit, use complex formulas, of course you benefit from the processor speed. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) Pentium 700 Date: 06 Jan 2000 19:47:02 -0700 In article <0FNX005S5XGBUU@mta2.rcsntx.swbell.net>, Tim Wegner writes: > For the default 320x200 fractal, the limiting factor for some time for > my setup has been not the time to display the fractal, but the time > for the mode to change from text to graphics. Interesting! I think some other people have mentioned that they feel fractint really stresses out their monitor because of the large numbers of mode switches in a session. Fractint is being dragged into the next millenium kicking and screaming, but like Dr. Who is about to be regenerated :-). -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Morgan L. Owens" Subject: Re: (fractint) Pentium 700 Date: 07 Jan 2000 17:11:11 +1300 At 16:54 06/01/2000 -0700, Phil McRevis wrote: > >If you could generate the image faster than the time it takes for your >monitor to display it (generally 1/60th of a second), then there >wouldn't be much point in computing the image faster if your intent >was to display it. On the other hand, you could compute images faster >than the display rate for off-line storage and later viewing. > But note that unless you have something like a RAM disk that can buffer all your fine work, you would quickly hit a bottleneck in disk I/O - something that is even more of a constraint than video refresh rates. I/O aside, an "arbitrarily fast" processor would still eventually find it self bogging down in waiting for things like memory access. But here sensible design of the motherboard resources should minimise this problem and would develop in parallel with the faster processors. (Not that that doesn't prevent some vendors from running overclocked chips on underpowered boards and advertising a really cheap fast machine). Morgan L. Owens "Attoparsecs per light-metre?" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 07-01-00 (Platinum Minibrot) (c) Date: 07 Jan 2000 01:31:55 -0500 (EST) FOTD -- January 07, 2000 Fractal enthusiasts and visionaries: While browsing the Fractint list this evening, I came upon a letter pointing out that the outside=iter option often results in boring, monochrome fractals. This is true only if the fractal itself is boring. When this is the case, one of the fancier outside options can indeed be a great help. But an interesting fractal is interesting even when outside=iter. Today's FOTD uses the default outside=iter option, and I would say that the resulting image is anything but boring. I named the picture "Platinum Minibrot", though I could have named it "Silver Wings" or "The Lead Midget", or any of a hundred other names. The formula behind all this metal is once again the MandelbrotMix4, this time calculating 1.1Z^(-1.2)-1.3Z^0.9+C. The silvery, metallic feel was a complete accident, appearing at random as I cycled the color registers. Only a minor touch-up was needed once I had found the basic palette. The parameter file runs in 10 minutes on a fast Pentium 200mhz. On a 700mhz PentiumIII it will run even faster, but a download of the JPEG image file is the fastest of all. That download may be found on Usenet at: and on the W.W.Web at: The fractal weather was sunny and mild today here at Fractal Central, with an afternoon temperature of 47F (8C) that was perfect for fractals, cats and philosophy. The fractal turned out fine, the cats were happy, and the philosophy has already been posted to the philofractal list. And it's now time to shut down Fractal Central as well as the Fractal Central branch office, and call it another day. Until tomorrow, take care, and I wonder what are the odds that the particular midget in today's picture would ever have been found and made FOTD. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Platinum_Minibrot { ; time=0:09:52.06 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+8.46610276281412900/-6.16202946773625500\ /335.6961/1/-77.5 params=1.1/-1.2/-1.3/0.9/0/100 float=y maxiter=4200 bailout=25 inside=0 logmap=73 symmetry=none periodicity=10 colors=0008VZ<10>BKKBJJBIHCHGCGFCFDCFDCECzrt<94>FFEF\ FDEFD<3>CDBshV<17>OLGMKFKJF<2>FFCDEBDY8<27>CKACJBCJB\ <3>CHBCKK<3>CccChhCmmYrrXsqXtpWuo<3>VysVztUzu<3>TzyT\ zzSzz<39>EzzEzzDzz<3>CzzTzz<3>Pzz } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Platinum_Minibrot { ; time=0:09:52.06 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+8.46610276281412900/-6.16202946773625500\ /335.6961/1/-77.5 params=1.1/-1.2/-1.3/0.9/0/100 float=y maxiter=4200 bailout=25 inside=0 logmap=73 symmetry=none periodicity=10 colors=0008VZ<10>BKKBJJBIHCHGCGFCFDCFDCECzrt<94>FFEF\ FDEFD<3>CDBshV<17>OLGMKFKJF<2>FFCDEBDY8<27>CKACJBCJB\ <3>CHBCKK<3>CccChhCmmYrrXsqXtpWuo<3>VysVztUzu<3>TzyT\ zzSzz<39>EzzEzzDzz<3>CzzTzz<3>Pzz } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "David Jones" Subject: (fractint) Project Odin URL correction (was re 256 colors) Date: 06 Jan 2000 20:40:40 -1000 Sorry, I went back to visit the link, and found that they've moved to: (without the index.html filename) Of interest to OS/2 users and people who might like an alternative to Microsoft products. Another blast of bits from David http://home.hawaii.rr.com/aliasjj/ http://www.hawastsoc.org/ For the best Hawaii & Pacific Basin surf forecast: http://www.surfreporthawaii.com Random Thought for this Nanosecond He was a fine old man, well-ripened. (D.Jones) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "David Jones" Subject: (fractint) Re: Color Cycling - Longer than 256 colors? Date: 06 Jan 2000 20:34:29 -1000 On 6 Jan 00 at 9:59, juice@airmail.net wrote: > >> Does an application needs to be coded differently on > >> OS/2 vs. Windows for this? > > > >Sorry, I have no idea. I read a book awhile back on the > >design of OS/2, but I don't remember the differences. > > > OS/2 cannot run windows apps natively. All the people I > have known had the tools to run windows apps. If I > remember correctly, having a few critical files from > windows was all that was neccesary. Now you've got me confused ... What version of Windows are you talking about? WinOS/2 is IBM's optimized and recompiled (from licensed source code) version of MS Windws 3.1. WinOS/2 cannot be run except under OS/2 - IBM did a major rework of the W31 memory architecture - WinOS/2 handles memory management for WinOS/2. WinOS/2 comes with OS/2, although you don't have to install it if you don't want to. Some W9x application executables (not ported as source code) have been successfully converted to native OS/2 using a utility and libraries developed by the nonprofit Project Odin . Most publicly know of those convertable apps is the W9x version of Quake II. Project Odin is accomplishing this in a couple of ways - one is a utility that adjusts pointers within the executable to work properly under the OS/2 memory architecture and turns a standard W9x executable format into the standard OS/2 executable format. The most recent version of that utility can convert standard W9x DLLs on the fly. (This is similar to something for the Alpha or SPARC or some other RISC processor - I forget which.) The other is by building library DLLs that provide native OS/2 routines to provide the functionality of W9x system calls. I think a well-designed and coded W9x version of a Fractint DLL would be convertible, but good platform independent C or C++ code would be better. Another blast of bits from David http://home.hawaii.rr.com/aliasjj/ http://www.hawastsoc.org/ For the best Hawaii & Pacific Basin surf forecast: http://www.surfreporthawaii.com Random Thought for this Nanosecond Wake up, you scum-sucking dirtbag! (D.Jones) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "David Jones" Subject: Re: (fractint) Pentium 700 Date: 06 Jan 2000 20:34:30 -1000 On 6 Jan 00 at 16:54, Phil McRevis wrote: > Also, the faster machines get at producing any > particular fractal image, like the classic M-set > renderings, Remember - programmers develop to the computer systems that they're using. No commercial software developer wants to waste its programmers time, so they get fast machines to develop on .. > the more people add fancy coloring options, > layers, special effects, and so-on until all the > available CPU power is gobbled up anyway ;-). Just > another example of user expectations Nope! Programmers like adding things - "Look at this cool thing I did!" > going up just as fast (if not faster) than hardware > performance. Yet, when you think about it, here we are with extremely powerful processors, yet we cripple them with MS Windows 9x and its partly-16-bit-real-mode/partly-32-bit-protected mode architecture, using the idiotic memory architectures dumped on us by Intel's idea of a processor .. Methinks part of the problem is that hardware is much more advanced than the software that many people use. Another blast of bits from David http://home.hawaii.rr.com/aliasjj/ http://www.hawastsoc.org/ For the best Hawaii & Pacific Basin surf forecast: http://www.surfreporthawaii.com Random Thought for this Nanosecond Computers have a lot in common with ingrown toenails. (D.Jones) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Mike and Linda Allison" Subject: (fractint) New Gumbycat Gallery Date: 07 Jan 2000 00:10:59 -0800 http://www.fractalus.com/gumbycat/gallery7.html (01-06-00) Drop by for a visit! Please! Linda ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ Visit the Fractal Art Contest '99: http://www.fractalus.com/contest99/ Gumbycat's pages: http://www.fractalus.com/gumbycat/gallery7.html (01-06-00) http://www.toptown.com/innercircle/gumbycat/index.html (last update 10-27-99) (Gallery 12 is the newest, but Galleries 1 thru 11 have also been "renovated." So please visit them all!) Recent Usenet postings: http://www.fractalus.com/gumbycat/abpf.html (last update 12-01-99) Copyright, all rights reserved: http://www.fractalus.com/gumbycat/copyright.html My GeoCities pages? All moved to Fractalus! My Email address? Changed to gumbycat@worldnet.att.net +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Paul N. Lee" Subject: (fractint) Re: New Gumbycat Gallery Date: 07 Jan 2000 02:57:33 -0600 Linda Allison wrote: > > http://www.fractalus.com/gumbycat/gallery7.html (01-06-00) > > Drop by for a visit! Please! > Excellant images as always!! Thanks for the late night viewing! Later, P.N.L. http://www.fractalus.com/cgi-bin/theway?ring=fractals&id=43&go Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Marie Drozdis" Subject: Re: (fractint) New Gumbycat Gallery Date: 07 Jan 2000 08:42:16 -0800 Nice site. I always love your galleries. ....as I love the fractal calendar that I have up now. January's fractal is one of yours, as are many of the other months. It's the best fractal calendar I've owned. Marie :) -----Original Message----- >http://www.fractalus.com/gumbycat/gallery7.html (01-06-00) > >Drop by for a visit! Please! >Linda > Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: RE: (fractint) Pentium 700 Date: 07 Jan 2000 06:59:32 -0800 Hmmm, this is an interesting question, as it also would apply to some software I have created for multiprecision arithmetic. There are three pieces to this puzzle: 1) Internal hardware (video): These probably won't really be affected = by the faster PC. They are constrained to the accelerator used, and at = these speeds, probably won't see a difference, unless you have a change to a = faster accelerator. 2) Computer memory: They don't make memory that fast. So removing = cache con- siderations, it won't make a difference at these speeds. Your = processor is wait-stateing on memory fetches / stores to computer main memory, = and at these speeds won't see a difference. 3) Processor / cache: Now we get to some speed bumps. If the cache = is large enough and fast enough, you MAY see a speed difference. I am = assuming you are talking about a Pentium-II or Pentium-III style processor when you = use the 700 MHz speed quote. These processors, to some degree, pipeline instructions for potential multiple instruction execution. I am not sure what the = top limit of cache memory speed is, but bumping 350 to 700 Mhz may do something = for you. If you are looking for 2X improvement, you are probably not going = to see that. Fractals computation will be faster, but storage of a fractal of = ANY decent size will probably overflow whatever cache you have and start swapping = with the much slower main memory. Of course, the Fractal program would have to take advantage of = processor pipelining to get any of those speed benefits... Well, that's my guess anyway. Anybody who has a better knowledge of = the processor and cache capabilities of the Pentium-series chips probably can give = you a more accurate answer! The Kwisatz Haderach, =DF Gregory J. McClure -----Original Message----- Sent: Thursday, January 06, 2000 4:40 PM Hi Everyone, I see speeds of Pentiums going faster all the time. Will a Pentium 700 = speed the generation of FRACTAL images more than say a 350 Pentium would? Or = is=20 there just a point that generation time can't be speeded up any = further? --Bob Carr-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Paul N. Lee" Subject: (fractint) Speaking of new galleries..... Date: 07 Jan 2000 12:53:50 -0600 Greetings, Stephen C. Ferguson has just put up a page at the following location: http://home.hiwaay.net/~stephenf/gallery-atr-02/index.htm The formulas are producing very interesting images. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Dave Hershey (Volt Computer)" Subject: RE: (fractint) New Gumbycat Gallery Date: 07 Jan 2000 11:04:18 -0800 Fractal calendar? Oooo... Where can I find such as that? -----Original Message----- Sent: Friday, January 07, 2000 8:42 AM Nice site. I always love your galleries. ....as I love the fractal calendar that I have up now. January's fractal is one of yours, as are many of the other months. It's the best fractal calendar I've owned. Marie :) -----Original Message----- >http://www.fractalus.com/gumbycat/gallery7.html (01-06-00) > >Drop by for a visit! Please! >Linda > Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Mike and Linda Allison" Subject: Re: (fractint) New Gumbycat Gallery Date: 07 Jan 2000 11:24:07 -0800 >Fractal calendar? Oooo... Where can I find such as that? Calendar Club sells them. But it you don't have a Calendar Club near you, Rollo Silver sells them out of: http://www.newmex.com/artvark/index/2000_Fract_Univ_Calendar/2000_Fract_ Univ_Calendar.html Linda A Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) New Gumbycat Gallery Date: 07 Jan 2000 13:28:48 -0700 In article , "Dave Hershey (Volt Computer)" writes: > Fractal calendar? Oooo... Where can I find such as that? I was given one for xmas and I recognized almost all the names of the contributors from this list. Its called "Fractal Universe 2000" by Avalanche publishing. -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Mike and Linda Allison" Subject: (fractint) Re: New Gumbycat Gallery Date: 07 Jan 2000 16:24:29 -0800 Hi, Everyone - I've been trying to answer, off the lists, all the kind comments I've received on my new Gallery 7. I hope I haven't missed anyone! But I want to make certain to express my appreciation to all of you! I'm so glad you like my images. Your comments have been most kind and encouraging! Thank you, Linda A ++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ Gumbycat's pages: http://www.fractalus.com/gumbycat/gallery7.html (01-06-99) http://www.toptown.com/innercircle/gumbycat/index.html (last update 10-27-99) (Gallery 12 is the newest, but Galleries 1 thru 11 have also been "renovated." So please visit them all!) Recent Usenet postings: http://www.fractalus.com/gumbycat/abpf.html (last update 12-01-99) Copyright, all rights reserved: http://www.fractalus.com/gumbycat/copyright.html My GeoCities pages? All moved to Fractalus! My Email address? Changed to gumbycat@worldnet.att.net +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Damien M. Jones" Subject: Re: (fractint) Pentium 700 Date: 07 Jan 2000 22:45:34 -0500 Heh... - Interesting! I think some other people have mentioned that they feel - fractint really stresses out their monitor because of the large - numbers of mode switches in a session. I don't "feel" it does. I know it does. I blew the horizontal output transistor in a monitor *twice* because I had learned FractInt's keyboard controls sufficiently to do about one mode switch per second, sustained for a couple of minutes. I did this while flipping through images, looking for specific ones. When flipping modes in FractInt, the best advice is to take it slow. Don't rush. Monitors aren't really designed to switch modes rapidly or frequently. Damien M. Jones \\ dmj@fractalus.com \\ Fractalus Galleries & Info: \\ http://www.fractalus.com/ Please do not post my e-mail address on a web site or in a newsgroup. Thank you. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Damien M. Jones" Subject: Re: (fractint) Pentium 700 Date: 07 Jan 2000 22:45:32 -0500 Bob, - I see speeds of Pentiums going faster all the time. Will a Pentium 700 speed - the generation of FRACTAL images more than say a 350 Pentium would? Generally, yes. Fractals are one of those things that, most of the time, are almost entirely CPU-power driven. As pointed out, there are many factors that affect a program's speed, and mainly it's the slowest task that has the biggest impact. Thus a task which involves reading lots of data from your hard drive will chiefly be limited by the speed of your drive; complex 3D rendering in games is chiefly limited by the speed of the 3D hardware in your video card; and for fractals, the rendering is chiefly limited by the speed of the floating-point unit in your CPU. I mention floating-point specifically because the Pentium-III appears to be very close to the Pentium-II in this area of performance, when comparing similar MHz CPUs. However, the Athlon processor from AMD seems to offer substantially greater performance for the same MHz. (That is, a 500MHz Athlon should be faster for fractals than a 500MHz Pentium-III.) Please note, this is NOT true for earlier AMD processors like the K6; these are SLOWER than the Intel chips at the same clock speed. Only the Athlon (K7) is faster. Note that all of this applies ONLY if the fractal takes sufficient time to calculate that CPU performance is the limiting factor (i.e. takes more than a few seconds). If you are exploring fractals with complex formulas, this really shows, but many simple fractals can be rendered very quickly by today's processors, such that a faster processor might not be much faster at producing fractals. Damien M. Jones \\ dmj@fractalus.com \\ Fractalus Galleries & Info: \\ http://www.fractalus.com/ Please do not post my e-mail address on a web site or in a newsgroup. Thank you. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Damien M. Jones" Subject: Re: (fractint) Pentium 700 Date: 07 Jan 2000 22:45:35 -0500 Morgan, - But note that unless you have something like a RAM disk that can buffer all - your fine work, you would quickly hit a bottleneck in disk I/O - something - that is even more of a constraint than video refresh rates. FractInt's disk-video modes do in fact buffer line data. Damien M. Jones \\ dmj@fractalus.com \\ Fractalus Galleries & Info: \\ http://www.fractalus.com/ Please do not post my e-mail address on a web site or in a newsgroup. Thank you. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Bob Margolis Subject: (fractint) Using your face as an orbit trap Date: 07 Jan 2000 23:47:39 -0600 Greetings Fractalizens; Any of you fractal formula writers see any possibility with the following document found at http://buh.sj.ca.us/fractals/morph/morph.shtml ? This is not my Web site. Heck, I don't even have a Web site. Bob Margolis rttyman@wwa.com ============================= Experiment: Fractal Fun House This coloring method is a rather interesting application of the orbit trap method I've discovered (probably not the first though). Basically, with orbit trap coloring, there are areas on the complex plane that "trap" the orbit, and give the pixel a color. Since diffent iterations trap at different times, you get an interesting layered effect. I came up with the idea of using an image as my orbit trap, instead of a function. So I took the complex plane, and mapped an image of my face to it. For each pixel, iterate the fractal formula N times, then grab the color of the pixel from the image map based on the last iterated value. To make these interesting images, I've only iterated the fractal formula 1 or 2 times. This method is a very cool way to explore the inner working of many fractal formulas. But for now, lets just have some fun with my face... Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 08-01-00 (Epicycle) (c) Date: 08 Jan 2000 01:20:23 -0500 (EST) FOTD -- January 08, 2000 Fractal enthusiasts and visionaries: I named today's wonder-fractal "Epicycle". I have no idea why I gave it such a name, but the more I study the image, the more appropriate the name seems. The formula behind the scene is 0.1Z^100+Z+C, a formula that does a lot more than one would suppose at first glance. Although the midget is plainly a quadratic one, the pattern around it is filled with the typical stuff of the very high- order Mandeloids. The parameter file is moderately slow -- slow enough to raise impatience. My recommendation is to download the image file from Usenet at: or from the Web at: The fractal weather was sunny and mild today, with an afternoon temperature of 52F (11C) that kept the fractal cats happy. And since my philosophy backlog has been emptied, I have no philos- ophy at this time. So until next time, take care, and stick with fractals until the victory is won. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Epicycle { ; time=0:06:34.32 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.06351393614678295/+0.00201618271204296\ /1954447/1/180 params=0.1/100/1/1/0/0 float=y maxiter=20000 bailout=25 inside=0 logmap=69 symmetry=none periodicity=10 colors=000eHT<6>mUWnWWpXX<2>sbYtcYs`V<3>rSMqQJqNH<2>\ pHA<4>XLHTLJPMKLNLDOODOOAOP<2>0yS<3>OqeToiZml<2>ohv<\ 8>qMdqKbrH`<3>r8U<3>Z5JU4GP3DK2A011F28A15502IWs<3>9G\ S6CL48E247ATD<4>5G75E64C5<3>021Usf<19>7EB6C95A7<3>12\ 1_UI<7>GE8EC7CA6<3>221389<5>144134133<3>000Neb<21>6l\ B5lA5l8<3>2n31o20o1Spv<3>ErTAsM7tE3u7_vc<3>MzPJzLGzI\ <3>3z3OzV<3>EzICzF9zC<2>2z3uz4<3>Bz02zm<14>0zF0zD0zB\ <3>0z2JzX<4>BzJ9zG7zD<3>1z2rz`<2>gzT`zR<2>dzT } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Epicycle { ; time=0:06:34.32 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.06351393614678295/+0.00201618271204296\ /1954447/1/180 params=0.1/100/1/1/0/0 float=y maxiter=20000 bailout=25 inside=0 logmap=69 symmetry=none periodicity=10 colors=000eHT<6>mUWnWWpXX<2>sbYtcYs`V<3>rSMqQJqNH<2>\ pHA<4>XLHTLJPMKLNLDOODOOAOP<2>0yS<3>OqeToiZml<2>ohv<\ 8>qMdqKbrH`<3>r8U<3>Z5JU4GP3DK2A011F28A15502IWs<3>9G\ S6CL48E247ATD<4>5G75E64C5<3>021Usf<19>7EB6C95A7<3>12\ 1_UI<7>GE8EC7CA6<3>221389<5>144134133<3>000Neb<21>6l\ B5lA5l8<3>2n31o20o1Spv<3>ErTAsM7tE3u7_vc<3>MzPJzLGzI\ <3>3z3OzV<3>EzICzF9zC<2>2z3uz4<3>Bz02zm<14>0zF0zD0zB\ <3>0z2JzX<4>BzJ9zG7zD<3>1z2rz`<2>gzT`zR<2>dzT } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Tom Conally Subject: (fractint) trivia Date: 08 Jan 2000 08:53:13 -0500 Just a bit of trivia- I was searching bread recipes and found this: Mandelbrot - (Almond Bread) http://sunsite.auc.dk/recipes/english/o0340658.html Just caught me by surprise. Tom Conally In every boomerang there is a perfect throw. Your life, Grasshopper, is to practice till you find that throw and become one with that boomerang! __________________________________________ Boomerangs http://fly.to/boomerangs Internet Index http://www.netpath.net/~conally/ Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 09-01-00 (Z Exponent Epsilon) (c) Date: 09 Jan 2000 01:25:12 -0500 (EST) FOTD -- January 09, 2000 Fractal enthusiasts and visionaries: This afternoon I decided against my overworked M-Mix4 formula and investigated the fractal that Lee Skinner named Zexpe, a little known fractal whose formula is a very simple Z^e+C, and which can be calculated with the manzpower formula hard coded into Fractint. On the surface, this fractal looks much like the Z^3 Mandeloid, but inside it is completely different. One of the more curious things with this fractal is the graceful way in which it handles its discontinuities. With an irrational exponent of Z, the resulting fractal must necessarily be filled with discontinui- ties, but as today's FOTD shows, these breaks merely add to the interest. I have named the picture "Z_Exponent_Epsilon" for purely descrip- tive reasons. The parameter file is slow; the download is fast. That download may be found on Usenet at: and on the W.W.Web at: The fractal weather was fairly normal today, with hazy sun and a temperature of 45F (7C), which was perfect for fractals, though a bit too cool for the fractal cats. It was also perfect for deep thought on remote philosophical things. But I'll hold back the philosophy for a few days, lest the world be overwhelmed with so much wisdom in so short a period of time. ;-) Until tomorrow, good night or good day, and I'd walk a kilometer for a fractal. Jim Muth jamth@mindspring.com START PARAMETER FILE======================================= Z_Exponent_Epsilon { ; time=0:26:54.86 on a p200, SF5 reset=2000 type=manzpower passes=1 center-mag=-0.71508573656445930/+0.11995125403088740\ /2.844681e+007/1/-117.5 params=0/0/2.71828182845905/0 float=y maxiter=5000 bailout=25 inside=0 logmap=-560 symmetry=xaxis periodicity=10 colors=000WS_YU_<3>jedmhfpkgvmk<3>jn`gnYdnVbnT<9>PbT\ NaTM`T<3>GWTFUTDTTCRT<2>BNUBLUBLUBJVBIVBGV<2>BEWBDWB\ EW<3>BBXBAXB9X<3>B6Y52YB6Y<2>RGL<2>uR7zT1zW3wY4r_6l`\ 7eb9<3>`gFZhGYiIWjJVmLRoMUqO<2>wxSzzUyzVxzW<2>wuNwsL\ wpIvnFuq9rkD<2>k_NhWRgUSfSUoHHw64<4>rUPqZUpcYoganlem\ qilvo<13>nhXngVnfU<2>ncQnbPnbPdePVgP<3>nvd<15>JkEHkD\ FjB<3>7h5<3>RSGWNJ`JLeFOiBQ<11>o`ZocZoe_<2>qkaqmbrnd\ <6>luTkvSjwQixOiyN<3>ezGhz9<3>YzXWzbUza<3>QzZPzZRzY<\ 3>XzUYzTZzSYzUXzVXzW<4>LzRJzQGzP<3>7zLoz7<3>gzIJzO<7\ >LzUPzWSzX } END PARAMETER FILE========================================= Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Fliguer, Miguel" Subject: (fractint) New ! Improved ! The Franktal Gallery is back ! Date: 09 Jan 2000 15:16:36 -0300 This message is in MIME format. Since your mail reader does not understand this format, some or all of this message may not be legible. ------_=_NextPart_001_01BF5ACD.AAE393E0 Content-Type: text/plain Hola ! The Franktal Gallery is back !! It has been extensively redesigned, revamped, refurbished and redeployed for your visual AND AURAL pleasure !! Yes, that's right ! Now with music pars !!! So what are you waiting for ? SURF NOW !! Just type : http://members.xoom.com/fliguer/franktal.html This offer will not be repeated !!!!! Whew. Well, as usual, your comments are most welcome, either to the list or to : f r a n k t a l @ h o t m a i l . c o m I'll be glad if ONE of you could repost this message to the fractal-art mailing list. Thanks in advance ! Regards, Miguel Fliguer Buenos Aires. Argentina ------_=_NextPart_001_01BF5ACD.AAE393E0 Content-Type: text/html Content-Transfer-Encoding: quoted-printable New ! Improved ! The Franktal Gallery is back !

Hola !

The Franktal Gallery is back = !!  It has been extensively
redesigned, revamped, refurbished = and redeployed
for your visual AND AURAL pleasure = !!
Yes, that's right !  Now with = music pars !!!
So what are you waiting for ? SURF = NOW !!

Just type :

http://members.xoom.com/fliguer/franktal.html

This offer will not be repeated = !!!!!

Whew.  Well, as usual, your = comments are most welcome,
either to the list or to :

  f r a n k t a l @ h o t m a i = l . c o m

I'll be glad if ONE of you could = repost this message
to the fractal-art mailing list. = Thanks in advance !

Regards,
Miguel Fliguer
Buenos Aires. Argentina

------_=_NextPart_001_01BF5ACD.AAE393E0-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jim Shaffer, Jr." Subject: Re: (fractint) Pentium 700 Date: 09 Jan 2000 18:50:52 -0500 > I don't "feel" it does. I know it does. I blew the horizontal output > transistor in a monitor *twice* because I had learned FractInt's keyboard > controls sufficiently to do about one mode switch per second, sustained for > a couple of minutes. Is there some way that DOS can be made to use a different screen mode than 640x480 for its display, eliminating the need to switch modes between the control screen and the display screen? -- Message to France: Sterilize fascists, not pit bulls. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jim Shaffer, Jr." Subject: Re: (fractint) Pentium 700 Date: 09 Jan 2000 18:50:52 -0500 > I don't "feel" it does. I know it does. I blew the horizontal output > transistor in a monitor *twice* because I had learned FractInt's keyboard > controls sufficiently to do about one mode switch per second, sustained for > a couple of minutes. Is there some way that DOS can be made to use a different screen mode than 640x480 for its display, eliminating the need to switch modes between the control screen and the display screen? -- Message to France: Sterilize fascists, not pit bulls. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 10-01-00 (It's Here) (c) Date: 09 Jan 2000 20:16:21 -0500 (EST) FOTD -- January 10, 2000 Fractal enthusiasts and visionaries: Well, fractal folk, it's here. Today's fractal that is. When I found it after an exhausting 13-minute search, I caught myself murmuring, "it's here". I rather liked the sound of the phrase, so I gave the picture the name "It's Here". The image was calculated with the M-Mix4 formula, (Yes I'm using it again.), this time combining portions Z raised to the power of two well-known irrational numbers -- the square root of two and the golden ratio. It is a lively scene, the brilliant violet of the central midget being surrounded by a brick-red star pattern and finally by dimpled green terraces. The image rates about a 5 on my 0-to-10 scale of FOTD satisfaction, which equals adequate. As can be inferred from the pattern of straight radiating spikes surrounding it, the midget in the picture lies just beyond the tip of the negative tail of a larger midget. Had it been located at the positive side of the larger midget, it would have been surrounded by one of those hard-to describe brain-like patterns. The weirdness evident in the outer green area of the image is one of those surprises that arises when two different exponents of Z are combined. These surprises are what keep me coming back to this formula, which I have barely scratched the surface of. The parameter file and formula are attached below. The easiest way to run the parameter file is simply to copy this entire letter into your Fractint 20.0 directory with a *.par extension and run the file as you would any parameter file. But the parameter file of today's image takes 5-1/2 minutes to run. Therefore it might be better to download the JPEG image from the Usenet binary group: The image is also posted on the WWW at Paul Lee's site at: The fractal weather today was cloudy, raw and cold, with light rain in the afternoon and a temperature of 42F (5.5C) that turned the fractal cats into radiator cats for the day. But though such conditions are not so good for cats, they are perfect for fractals and philosophy. The fractal has already appeared, the philosophy, which is as controversial as always, will soon do so. Well, I guess this brings us to the end of another FOTD. Little did I imagine when I started this series back in the spring of 1997 that it would grow to such epic proportions. And the end is nowhere in sight -- at least not until I run out of fractals. Until next time, take much care, and see you soon. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Its_here { ; time=0:05:25.20 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.47981638257235670/-0.69844553683214140\ /4.919428e+007/1/-57.499 params=1/1.4142136/-1/-1.6180339/0/1000 float=y maxiter=1200 bailout=25 inside=0 logmap=102 symmetry=none periodicity=10 colors=0000C90C90EA0GB3IC5KD9NE<5>SWKVYLYZM``NdaO<2>\ mfPpgPqfPqfP<3>wfPyfPyfPzfPzfP<2>lVP<2>YJGTFDQBAK77D\ 34902<9>K59L69M6A<2>Q8CR8CU7C<3>c7Ce7Cg7Ch7C<3>YBFVB\ FSCG<3>KFI<3>k6Nr4Oy2P<3>iIPeLPaPP<2>R_P<3>T_QU_QU_Q\ U_Q<7>FKWDIWBGX<3>48Z<3>KeOOnLSvJ<4>bcEe`EgXD<3>oJA<\ 5>YEJVDKSDM<3>GAR<3>INGIQEITBIW9<7>alTcnWfpY<3>oxg<3\ >OeTH`PAWL3SI<3>dMfmKlvJr<3>hoZewVis`<3>wctz_yyZv<7>\ tYesYcsXa<3>pXUpXc<3>n`cnacnYcnZcmXhmUmmPrkLz<3>qMzr\ MztMzuMzwMzxMz<5>wBzw9zw8z<3>w1z<3>x8zyAzzBzzAzz9z<1\ 2>zAz } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Its_here { ; time=0:05:25.20 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.47981638257235670/-0.69844553683214140\ /4.919428e+007/1/-57.499 params=1/1.4142136/-1/-1.6180339/0/1000 float=y maxiter=1200 bailout=25 inside=0 logmap=102 symmetry=none periodicity=10 colors=0000C90C90EA0GB3IC5KD9NE<5>SWKVYLYZM``NdaO<2>\ mfPpgPqfPqfP<3>wfPyfPyfPzfPzfP<2>lVP<2>YJGTFDQBAK77D\ 34902<9>K59L69M6A<2>Q8CR8CU7C<3>c7Ce7Cg7Ch7C<3>YBFVB\ FSCG<3>KFI<3>k6Nr4Oy2P<3>iIPeLPaPP<2>R_P<3>T_QU_QU_Q\ U_Q<7>FKWDIWBGX<3>48Z<3>KeOOnLSvJ<4>bcEe`EgXD<3>oJA<\ 5>YEJVDKSDM<3>GAR<3>INGIQEITBIW9<7>alTcnWfpY<3>oxg<3\ >OeTH`PAWL3SI<3>dMfmKlvJr<3>hoZewVis`<3>wctz_yyZv<7>\ tYesYcsXa<3>pXUpXc<3>n`cnacnYcnZcmXhmUmmPrkLz<3>qMzr\ MztMzuMzwMzxMz<5>wBzw9zw8z<3>w1z<3>x8zyAzzBzzAzz9z<1\ 2>zAz } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: BILL RAY Subject: Re: (fractint) New ! Improved ! The Franktal Gallery is back ! Date: 10 Jan 2000 00:15:43 -0500 --------------DA911B5760F1609FC769EEB4 Content-Type: text/plain; charset=us-ascii Content-Transfer-Encoding: 7bit "Fliguer, Miguel" wrote: > > > Hola ! > > The Franktal Gallery is back !! It has been extensively > redesigned, revamped, refurbished and redeployed > for your visual AND AURAL pleasure !! > Yes, that's right ! Now with music pars !!! > So what are you waiting for ? SURF NOW !! > > Just type : > > http://members.xoom.com/fliguer/franktal.html > > This offer will not be repeated !!!!! > > Whew. Well, as usual, your comments are most welcome, > either to the list or to : > > f r a n k t a l @ h o t m a i l . c o m > > I'll be glad if ONE of you could repost this message > to the fractal-art mailing list. Thanks in advance ! > > Regards, > Miguel Fliguer > Buenos Aires. Argentina --------------DA911B5760F1609FC769EEB4 Content-Type: text/html; charset=us-ascii Content-Transfer-Encoding: 7bit  

"Fliguer, Miguel" wrote:

 

Hola !

The Franktal Gallery is back !!  It has been extensively
redesigned, revamped, refurbished and redeployed
for your visual AND AURAL pleasure !!
Yes, that's right !  Now with music pars !!!
So what are you waiting for ? SURF NOW !!

Just type :

http://members.xoom.com/fliguer/franktal.html

This offer will not be repeated !!!!!

Whew.  Well, as usual, your comments are most welcome,
either to the list or to :

  f r a n k t a l @ h o t m a i l . c o m

I'll be glad if ONE of you could repost this message
to the fractal-art mailing list. Thanks in advance !

Regards,
Miguel Fliguer
Buenos Aires. Argentina

--------------DA911B5760F1609FC769EEB4-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Mike & Linda Allison" Subject: Re: (fractint) New ! Improved ! The Franktal Gallery is back ! Date: 10 Jan 2000 00:41:00 -0800 Miguel - Great gallery - I'm glad it's back! I'm partial to spirals myself, and you have some beauties! spir0008.jpg is nice. Very hypnotic! And I love angular spirals like spir0014.jpg. But I think my favorite of the whole page was the non-spiral tribute to Frank Zappa image, zswami.jpg. It made me laugh! Thanks for the enjoyment! Linda A Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: juice@airmail.net Subject: (fractint) time to visit video again? Date: 10 Jan 2000 09:11:39 GMT Does anyone know if the tnt2 video cards like the diamond 770 support the high end vesa modes? None of the manufacturer sites or reviews I've read seem to think such things are worth mentioning. Any links to sites that keep track of this would be kewl. I know the Matrox milleniums, Matrox g200 and diamond 550 do but they don't have 32m memory. juice --have fun --harm none INTP G BR W Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jean-Pierre Louvet" Subject: (fractint) Re: [ultrafractal] New Gumbycat Gallery Date: 10 Jan 2000 11:43:02 +0100 Linda, I can't find better words than others have wrote. I must choose !!! ???... Perhaps 7.07, 7.13, 7.16, 7.23, 7.20, 7.25, 7.33, 7.38... and many others. Cheers. Jean-Pierre Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jean-Pierre Louvet" Subject: (fractint) A new FAQ Date: 10 Jan 2000 13:12:21 +0100 Some time ago I evoked the question of a new (or updated) FAQ. I have read some replies, specially from Damien Jones (unfortunately I have not this message in the computer I use today and I don't remember in what list Damien has posted it). Several messages where in the sci.fractals news group, the texts of some of them are hereafter and personal comments follow. >>Michael Taylor (to me) You or anyone else are allowed to create a derived (and updated) FAQ based on sci.fractals FAQ edited by Michael C Taylor and yourself. I'm too busy with too slow a link to maintain it. >>J.P. Louvet ----Personal comment : this message was sent to Michael Talor on 3/01. Today I have no reply---- Happy new year. Thank you for your reply. I will follow up it to some fractal mailing lists to see if somebody is interested. I know that Damien Jones is in favor of a fractal-art FAQ. The question is the scope of the FAQ. It is obvious that a sci.fractal FAQ and a fractal-art FAQ may have many parts similar, and some different. It is usual that news groups have a FAQ : it is why sci.fractal FAQ is a good name (with something like "created by Michael Taylor, continued by xxxx"), better than fractal-art FAQ. But the sci.fractals news group is not very active and a great number of people will be more interested by fractal art. What is your opinion? >>J.P. Louvet ..... We have now the position of Michael Taylor (however I am waiting for a reply to my last message). But before doing more we need to answer to the question of the scope of a future FAQ : a strictly theoretical FAQ (perhaps Roger Bagula is in favor of this?), or a FAQ intended for a greater number of presumptive readers, mainly interested by fractal art (but with a number of theoretical questions/answers). This is more likely the opinion of Damien Jones. The present (and not updated) FAQ has not a clear orientation about this question. >>Roger Bagula (excerpt) How about: sci.fractal FAQ--> theory and programming of fractals alt.fractal FAQ---> fractal art and popular fractal subjects Since the two discussion groups exist and a lot of us read both. >>Mixmaster How about two FAQs... the sci.fractals / alt.fractals FAQ, on theoretical topics and the alt.binaries.pictures.fractals FAQ, on fractal art >>A.B.P.F. This would keep both FAQs more oriented toward their specific newsgroups, and keep the sizes more reasonable for each. Though they both should have _current_ references to each other (probably in the initial introduction) explaining the basics of each FAQ. Any changes to either sould be communicated between the Author/Custodian of each. >>A.B.P.F. Since I already maintain the limited one for the A.B.P.F. newsgroup, it would be no problem to also maintain and post the proposed one for sci.fractals/alt.fractals ----Personal comment above these messages---- It seems that 2 FAQ might be the best choice. 1) A theoretical one might be a new sci-fractals FAQ and might be posted in the sci.fractals group. It is not my domain of interest. Roger Bagula has suggested several names of persons who might be solicited to maintain it. 2) A fractal art FAQ. The outline described by Damien in a previous message seems to be good : questions/answers about the theoretical background (very important) and more specific questions/answers about the programs, the techniques (for examples coloring techniques, anti-aliasing, layers...), printing... Some parts of the old FAQ can be reused. But where does this FAQ might be posted? In sci.fractals or abpf (there is no problem, I think, on the other hand to have a main web site and several mirror sites)? We have the candidacy of ABPF_Bot@hotmail.com but I don't know who is behind this "name". I think that there are many people in the 3 main discussion lists who are well known artists and theoreticians. Paul N. Lee has sent a reply about his page of links. It is a very great source of information. I think that a FAQ must have links to such pages, but it must be more concise because it is not the same scope (I have made the error of giving too large lists of links in the old FAQ). Who is interested to do the job... or to be the coordinator of a job made by a small team (I can contribute to some extent)? J.P. Louvet co-editor of the late FAQ. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 11-01-00 (Memories) (c) Date: 11 Jan 2000 00:06:11 -0500 (EST) FOTD -- January 11, 2000 Fractal enthusiasts and visionaries: Today I had an impure thought. I found a midget 'brot with a rather unusual looking outside pattern. When I saw that pattern, the devil put an impure thought into my head. I wondered what the midget would look like with one of the outside coloring options other than the purist "iter". Not really to my surprise, I found that the atan option gave a quite interesting result, and a few minutes trying different color palettes produced the striking blue image that is today's FOTD. The image reminds me of some vague forgotten thing that happened long ago. It's really a mood more than a memory, but the name "Memories" is the one I settled on. The parameter file renders in a fast 1-1/2 minutes -- about the same time it would take to go to: and download the JPEG file from there, or go to: and download the image. The fractal weather was changeable today. A steady rain all morning was followed by an almost instant clearing just after noon. The temperature of 50F (10C) was well above average but still not warm enough for the cats, who spent the day by their favorite radiator. The philosophy is cooking, but it's not yet finished. Stay tuned to see what comes from the oven. And while the philosophy is chancy, the fractal for tomorrow is virtually certain. Until then, take care and enjoy yourself. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Memories { ; time=0:01:44.80 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.50898713231029800/-2.23909609663967200\ /426.6895/1/-72.499 params=-2/-2/1/0.9/0/11 float=y maxiter=500 bailout=25 inside=0 outside=atan logmap=6 symmetry=none periodicity=10 colors=000ej`<3>diadiadiabia<5>aha`ha`hb`fb<2>_fb_fb\ Yfb<3>XebXeb_eeYedXdbVbaVdaUb`Tb_Ta_R`YQ`XQ_XO_VNYUL\ XTLXTJVRHUQHUQGTOERNERNCQLAQJ9OH9NH6NG5LE5JE2JC0HA0G\ A0G90E60C00E50E60E9<3>0EG0EH0EL0EN0EO2EQ<2>2EU5EV5EY\ <3>6Eb6Ed6Ee9Ef9Eh9Gj<2>AGnAGoCGpCGqCGrCGtEGvEGwEGxE\ GyGGz<5>HGzHGzJGz<3>JHzJHzJJzJJzJJzJLzJLzJNz<3>JOzJO\ zJQz<2>JRzJRzJTz<5>JVzJVzJXz<2>JYzJYzJ_z<7>JbzJbzJbz\ Jdz<4>JfzJfzJfzJhz<9>JlzJlzJlzJnz<12>JszJszJszJtzJtz\ Jvz<8>JyzJyzJzz<4>JzzJzzJzz<3>JzzsrX<8>ppYppYppY<2>o\ oYnoYno_no_no_lo_<3>kn_kn_kn_jl_<3>il`il`ik`hk`hk`hk\ `fk`<2>fj` } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Memories { ; time=0:01:44.80 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.50898713231029800/-2.23909609663967200\ /426.6895/1/-72.499 params=-2/-2/1/0.9/0/11 float=y maxiter=500 bailout=25 inside=0 outside=atan logmap=6 symmetry=none periodicity=10 colors=000ej`<3>diadiadiabia<5>aha`ha`hb`fb<2>_fb_fb\ Yfb<3>XebXeb_eeYedXdbVbaVdaUb`Tb_Ta_R`YQ`XQ_XO_VNYUL\ XTLXTJVRHUQHUQGTOERNERNCQLAQJ9OH9NH6NG5LE5JE2JC0HA0G\ A0G90E60C00E50E60E9<3>0EG0EH0EL0EN0EO2EQ<2>2EU5EV5EY\ <3>6Eb6Ed6Ee9Ef9Eh9Gj<2>AGnAGoCGpCGqCGrCGtEGvEGwEGxE\ GyGGz<5>HGzHGzJGz<3>JHzJHzJJzJJzJJzJLzJLzJNz<3>JOzJO\ zJQz<2>JRzJRzJTz<5>JVzJVzJXz<2>JYzJYzJ_z<7>JbzJbzJbz\ Jdz<4>JfzJfzJfzJhz<9>JlzJlzJlzJnz<12>JszJszJszJtzJtz\ Jvz<8>JyzJyzJzz<4>JzzJzzJzz<3>JzzsrX<8>ppYppYppY<2>o\ oYnoYno_no_no_lo_<3>kn_kn_kn_jl_<3>il`il`ik`hk`hk`hk\ `fk`<2>fj` } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RENRAD1@aol.com Subject: Re: (fractint) New ! Improved ! The Franktal Gallery is back ! Date: 11 Jan 2000 02:16:06 EST In a message dated 00-01-09 13:21:28 EST, you write: << Subj: (fractint) New ! Improved ! The Franktal Gallery is back ! Date: 00-01-09 13:21:28 EST From: M_Fliguer@unifon.com.ar (Fliguer, Miguel) Sender: owner-fractint@lists.xmission.com Reply-to: fractint@lists.xmission.com To: fractint@lists.xmission.com ('fractint@lists.xmission.com') Hola ! The Franktal Gallery is back !! It has been extensively I'll be glad if ONE of you could repost this message to the fractal-art mailing list. Thanks in advance ! Regards, Miguel Fliguer Buenos Aires. Argentina >> (***** I"ve forwarded it to the Fractal-art list. Congrats on your gallery, can't wait to play with the sound pars and see the spirals of which Gumbycat spoke! ~ren Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: JWeaver285@aol.com Subject: (fractint) 3 cool pars ~ Date: 11 Jan 2000 02:27:49 EST Here are a few I've enjoyed running across recently,....hope you enjoy as well. Jim Weaver __________________________________________________________ pkpeaks.gif { ; image(c)2000 Jim Weaver reset=1960 type=formula formulafile=fractint.frm formulaname=ok-36 function=cotan/cosxx/cosh/cosxx passes=t center-mag=1.85462/1.9603/17.86519/1/105 params=0.2/0/0/0 float=y maxiter=25 inside=bof60 outside=atan colors=D7LC05<21>50UA5WC7WE9X<6>MH_NI_NJ`<5>SNaSObTObTPbUPb<14>aXeaYfaYf\ bYf<32>njkkjn<23>mqumrvlps<2>gjjeggcef<16>3EI0CG0DH<4>0IJ0JK1LL1NL<5>0ZK\ 0XK0VK<7>02C63C<6>YPI<4>rhAreAqaAqZB<16>C6E20C<3>BAIDCJDBJDAKD8KD5M<22>p\ ps<17>C04 } ok20eps9.gif { ; image(c)2000 Jim Weaver reset=1960 type=formula formulafile=fractint.frm formulaname=OK-20 function=sin/atan passes=t center-mag=-6.86666/-1.29674e-013/0.1440395/1/-90 params=100/0 float=y maxiter=125 inside=startrail invert=1/-0.1/0 decomp=256 periodicity=0 colors=000ozC<2>zz0<15>z1z<15>000<8>0N00Q00T00W00Z0<2>0f0<15>zz0<15>zzz<\ 15>000<12>TN0WO0YQ0`S0aU0<14>zz0<14>jB0i70f70<14>000<15>S5N<15>zz0<14>ZZ\ 8XX8VW8TU8RS8<2>LM6JK6HI6FG6DF5<2>795574354033077<13>4zz<11>kzG } 3rdCoast.gif { ; image(c)2000 Jim Weaver reset=1960 type=mandel(fn||fn) function=log/flip passes=t center-mag=+1.60533291452199800/-1.33498883875210200/1.18619/1/45 params=0/0/0.7541600000000001 float=y maxiter=255 inside=bof60 decomp=256 periodicity=0 colors=000700<11>`00c00d44<13>zzz<3>snNukDsh3qe0<2>kX0aU0<9>I00<8>000300\ 000003005<5>D0KF0MJ0P<3>Q0ZS0`U2cW4d<2>aGhcKieMkgOmiWokYpmbqoesqjusovupw\ xvyzzzyvxwpuvosujqseoqbmpYkoWimOgkMeiKc<2>f8Yd4Wc2U`0S<4>R0IP0GN0GL0C<4>\ B02900700500005<13>00c<15>zzz<15>EEcBBa88Z<2>00S<9>003000022<14>0cc<15>z\ zz<15>0c0<14>030000200500 } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Dave Hershey (Volt Computer)" Subject: RE: (fractint) Pentium 700 Date: 11 Jan 2000 15:52:57 -0800 The old MODE command might work. However, FRACTINT may take control of the screen mode from DOS and put it back to a text screen. -----Original Message----- Sent: Sunday, January 09, 2000 3:51 PM > I don't "feel" it does. I know it does. I blew the horizontal output > transistor in a monitor *twice* because I had learned FractInt's keyboard > controls sufficiently to do about one mode switch per second, sustained for > a couple of minutes. Is there some way that DOS can be made to use a different screen mode than 640x480 for its display, eliminating the need to switch modes between the control screen and the display screen? -- Message to France: Sterilize fascists, not pit bulls. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) Pentium 700 Date: 11 Jan 2000 17:11:15 -0700 In article , "Dave Hershey (Volt Computer)" writes: > The old MODE command might work. However, FRACTINT may take control of the > screen mode from DOS and put it back to a text screen. It does. Fractint forces a mode switch between text and graphics mode everytime it wants to alternate between showing graphics and text. I'm afraid there's no workaround, the code just has to be changed. -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 12-01-00 (Dancing Mandelbrot) (c) Date: 12 Jan 2000 01:39:29 -0500 (EST) FOTD -- January 12, 2000 Fractal enthusiasts and visionaries: Today's fractal shows how much can be done with how little. It is a slice through the Seahorse Valley area of the Julibrot, cut at a remote angle which is impossible to imagine. The image was calculated with the under-used ranges and banding features of Fractint in effect. There are a grand total of 13, (count them), colors in the picture. That is all. And this in an era where the number of colors is counted in the tens of millions. I named the picture "Dancing Mandelbrot" when I noticed the tortured, stretched and twisted foreground elements throughout the scene. The formula by John Goering was posted to the Fractint list a few months ago. It's the only formula I am aware of that actually draws every possible orientation through the four- dimensional Julibrot figure, though due to the limit of six variable parameters in Fractint's type=formula fractals, it lacks the ability to assign a non-zero starting value to Z. The attached parameter file renders in 3 minutes -- just slow enough to make a download of the image the better choice. The GIF image may be found on Usenet at: and on the web at: The fractal weather was quite interesting today. A clear sunrise was followed by an unexpected thunder-storm at 11am, which produced winds of 62mph (100kph). This was followed by a sunny afternoon, interrupted by a second squall at 4pm. It finally cleared for good at sunset. All the wind and the temperature of 48F (9C) kept the fractal cats indoors snuggled by their radiator. It was also a good day for philosophy. My misguided musings were posted earlier to the Philofractal list. And now it's time to shut the shutters, feed the cats and call it a night. Until then, take care, and it's a night! Jim Muth jamth@mindspring.com START FORMULA============================================== SliceJB {; by John R. H. Goering, July 1999 pix=pixel, u=real(pix), v=imag(pix), a=pi*real(p1), b=pi*imag(p1), g=pi*real(p2), d=pi*imag(p2), ca=cos(a), cb=cos(b), sb=sin(b), cg=cos(g), sg=sin(g), cd=cos(d), sd=sin(d), p=u*cg*cd-v*(ca*sb*sg*cd+ca*cb*sd), q=u*cg*sd+v*(ca*cb*cd-ca*sb*sg*sd), r=u*sg+v*ca*sb*cg, s=v*sin(a), c=p+flip(q)+p3, z=r+flip(s): z=z*z+c |z|<=9 } END FORMULA================================================ START PARAMETER FILE======================================= Dancing_Mandelbrot { ; time=0:03:13.16 on a p233, SF5 reset=2000 type=formula formulafile=julibrot.frm formulaname=SliceJB passes=t center-mag=-0.449174/-0.139865/7.839261/3.5684/-146.\ 645/17.882 params=0.39/0.39/0.39/0.39/-0.75/0 float=y maxiter=32767 bailout=25 inside=13 logmap=25 symmetry=none periodicity=10 ranges=0/-1/135/140/150/165/195/235/290/390/565/1600\ /32767 colors=000GA0KPUZNc<2>gXlj`omer<2>vuxzwzZKm000<240>0\ 00 } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Dancing_Mandelbrot { ; time=0:03:13.16 on a p233, SF5 reset=2000 type=formula formulafile=julibrot.frm formulaname=SliceJB passes=t center-mag=-0.449174/-0.139865/7.839261/3.5684/-146.\ 645/17.882 params=0.39/0.39/0.39/0.39/-0.75/0 float=y maxiter=32767 bailout=25 inside=13 logmap=25 symmetry=none periodicity=10 ranges=0/-1/135/140/150/165/195/235/290/390/565/1600\ /32767 colors=000GA0KPUZNc<2>gXlj`omer<2>vuxzwzZKm000<240>0\ 00 } frm:SliceJB {; by John R. H. Goering, July 1999 pix=pixel, u=real(pix), v=imag(pix), a=pi*real(p1), b=pi*imag(p1), g=pi*real(p2), d=pi*imag(p2), ca=cos(a), cb=cos(b), sb=sin(b), cg=cos(g), sg=sin(g), cd=cos(d), sd=sin(d), p=u*cg*cd-v*(ca*sb*sg*cd+ca*cb*sd), q=u*cg*sd+v*(ca*cb*cd-ca*sb*sg*sd), r=u*sg+v*ca*sb*cg, s=v*sin(a), c=p+flip(q)+p3, z=r+flip(s): z=z*z+c |z|<=9 } END 20.0 PAR-FORMULA FILE================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 13-01-00 (One and Three) (c) Date: 13 Jan 2000 00:47:20 -0500 (EST) FOTD -- January 13, 2000 Fractal enthusiasts and visionaries: I named today's picture "One and Three" because it is part of the fractal that results when Z is added to 3(Z^3), and a critical plane is drawn. The parent fractal is an interesting Mandeloid rotated 90 degrees CW, so that west is down. The parent fractal has many interesting areas filled with midgets unlike any that appear in the classic M-set. Today's midget lies in an entirely new valley that appears well east of the East Valley area, in an area that is totally featureless in the classic M-set. The pattern around the midget has traces of both the brain-like features of the East Valley area and the spiky features of the tip of the Negative tail, but they are mixed together into an entirely new pattern. The parameter file runs in 9 minutes, which is slow enough to cause one to run to the internet to download the JPEG image file from: or from: The fractal weather today was sunny and mild. The afternoon temperature of 50F (10C) was comfortable enough to lure the fractal cats onto the SW facing porch for a half hour of sun. The weather was also great for philosophizing, and I did a lot of it during the afternoon. But my ideas are still disordered and it will take a day or two to get them organized. While I'm organizing my thoughts, I'd best shut down the fractal shoppe and call it a day. Until next time, take care, and how would you like a series of FOTD's on the fourth and higher dimensions? Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= One_and_Three { ; time=0:09:06.40 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.01922126030193131/+0.31616619714983010\ /177601.2/1/112.499 params=1/1/3/3/0/0 float=y maxiter=1400 bailout=25 inside=0 logmap=122 symmetry=none periodicity=10 colors=000LDTLDT<2>OJaPLdPPgOUj<3>KkaJp_JtY<3>SdaUab\ XYc<3>dJg<3>oQm<3>hWZfYWdZS<3>ZdE<5>QQ9ON8NL7<3>HB4K\ 96<3>K2CK1DK3H<3>K8UK9XKA_IBb<3>3Go0Hr5Kn<7>afMehJik\ F<3>yv1<3>Xe8Qa9JYBCUC<9>9OM9NN9NO<3>8LS<3>ahdingpsj\ <5>iw`gwZfxX<3>bzR<3>XsfWrjaW3<9>lVImVJnVL<3>rVQQyY<\ 5>De`Aaa8Za<3>0Mc<9>9IV9HUAHT<3>DGQT9Gg36<3>crp<3>Po\ _LnWInSEmOBmKKhYTcpaZq<3>T`uRavPawNaxPby<3>hdzmdzrdz\ wazz_z<4>zQz<3>zWzwXz<2>h`zcbz`czZdz<2>bhz<3>PdzMczJ\ cz<3>H_zHZzGYz<2>FVzFVzHXz<8>VmzR5z } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ One_and_Three { ; time=0:09:06.40 on a p200, SF5 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.01922126030193131/+0.31616619714983010\ /177601.2/1/112.499 params=1/1/3/3/0/0 float=y maxiter=1400 bailout=25 inside=0 logmap=122 symmetry=none periodicity=10 colors=000LDTLDT<2>OJaPLdPPgOUj<3>KkaJp_JtY<3>SdaUab\ XYc<3>dJg<3>oQm<3>hWZfYWdZS<3>ZdE<5>QQ9ON8NL7<3>HB4K\ 96<3>K2CK1DK3H<3>K8UK9XKA_IBb<3>3Go0Hr5Kn<7>afMehJik\ F<3>yv1<3>Xe8Qa9JYBCUC<9>9OM9NN9NO<3>8LS<3>ahdingpsj\ <5>iw`gwZfxX<3>bzR<3>XsfWrjaW3<9>lVImVJnVL<3>rVQQyY<\ 5>De`Aaa8Za<3>0Mc<9>9IV9HUAHT<3>DGQT9Gg36<3>crp<3>Po\ _LnWInSEmOBmKKhYTcpaZq<3>T`uRavPawNaxPby<3>hdzmdzrdz\ wazz_z<4>zQz<3>zWzwXz<2>h`zcbz`czZdz<2>bhz<3>PdzMczJ\ cz<3>H_zHZzGYz<2>FVzFVzHXz<8>VmzR5z } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 14-01-00 (What is Wrong?) (c) Date: 13 Jan 2000 23:39:35 -0500 (EST) FOTD -- January 14, 2000 Fractal enthusiasts and visionaries: When I first saw today's fractal, I noticed something strange about it. It didn't look quite right. Then I realized that something is seriously wrong with the midget in today's picture. The problem is that the midget has six elements around it in the outer ring and 12 elements in the inner ring. This would not be strange were it not for the fact that the midget is a quadratic midget, and around all quadratic midgets the elements are arranged in rings consisting of increasing powers of two. In my experience, this is unheard of. All baby brots of order-2 have 2, 4, 8, 16, etc, elements surrounding them, the number doubling to infinity as the edge of the midget is approached. The formula behind today's fractal subtracts 0.4Z^(2.5) from Z before adding C. My suspicion is that the six elements are actually 6.25 elements -- a part of the series 2.5, 6.25, 15.625 etc., which would be implied by the Z^2.5 part of the formula. But if this is so, where are the discontinuities that would be expected from a fractional power of Z? And that inner ring has 12, not 15.625 elements. Being a mathematical genius of only modest proportions, I have no idea of what is going on in this picture, but whatever it is, it makes a curious picture which is interesting for its mathematical more than than its artistic merit. I have named the picture "What is Wrong?" since that is the question I asked myself when I counted the six obvious elements around the midget. Luckily, it will not take too long to view the problem. The parameter file calculates in 5-1/2 minutes and the image downloads in less than half the time. That image can be found posted to: and to: The fractal weather was sunny and warm in the morning, with a noontime temperature of 60F (15.5C), which drew the fractal cats outdoors. But it turned sharply colder in the afternoon, and now at 10:30pm, the fractal thermometer reads 27.8F (-2.3C), and the cats are snug by their radiator. Unfortunately, the philosophy remains disorganized, but I'll try again tomorrow to get it into presentable shape. If I don't get my philosophy organized, I'll tell about a four-dimensional man who has the task of painting the walls of his four-dimensional room. Until then, take care, and if you're north of the 30th parallel, keep warm. Otherwise, don't lose your cool. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= What_is_Wrong { ; time=0:05:28.78, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+2.09756323075028500/+0.00001748165762026\ /446531/1/9.999 params=-0.4/2.5/1/1/0/0 float=y maxiter=1500 bailout=25 inside=0 logmap=96 symmetry=none periodicity=10 colors=000565<7>C4CD4DE3D<2>H3GI2HH2IH2JH2J<10>IFUIG\ VIIW<2>ILZIM_INZIMZGLW<2>DCMC9GB77<6>L`KNdMOiN<3>TyU\ <8>EqaCpaAob<3>4le7kfIjfMjf<3>VgfXffZfe<7>n`Yp`Xr_W<\ 2>xYTzYSz_Qz`OzaQ<2>qdSneSkfUhgSehR<5>YnHXoFWpE<2>Ts\ 9St8RsB<13>NlkNlmNkp<2>MjxMjzNiv<6>Pi_PiWPiT<2>QiJQi\ GRgH<9>ZTI_SI`QIaPIbNIbMI<17>kMfkMhlMi<2>mMmmMnlLl<3\ >iIpiIqhJr<3>fNveOwdPxdQycRz<4>`_z`az_cz<3>ZkzZmzYoz\ YqzYszXuzXvz<15>WwzWwzWwz<2>WwzWwzYwz<8>gwz } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ What_is_Wrong { ; time=0:05:28.78, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+2.09756323075028500/+0.00001748165762026\ /446531/1/9.999 params=-0.4/2.5/1/1/0/0 float=y maxiter=1500 bailout=25 inside=0 logmap=96 symmetry=none periodicity=10 colors=000565<7>C4CD4DE3D<2>H3GI2HH2IH2JH2J<10>IFUIG\ VIIW<2>ILZIM_INZIMZGLW<2>DCMC9GB77<6>L`KNdMOiN<3>TyU\ <8>EqaCpaAob<3>4le7kfIjfMjf<3>VgfXffZfe<7>n`Yp`Xr_W<\ 2>xYTzYSz_Qz`OzaQ<2>qdSneSkfUhgSehR<5>YnHXoFWpE<2>Ts\ 9St8RsB<13>NlkNlmNkp<2>MjxMjzNiv<6>Pi_PiWPiT<2>QiJQi\ GRgH<9>ZTI_SI`QIaPIbNIbMI<17>kMfkMhlMi<2>mMmmMnlLl<3\ >iIpiIqhJr<3>fNveOwdPxdQycRz<4>`_z`az_cz<3>ZkzZmzYoz\ YqzYszXuzXvz<15>WwzWwzWwz<2>WwzWwzYwz<8>gwz } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Tony \(Anthony\) Hanmer" Subject: (fractint) Colour Map Recognition Date: 14 Jan 2000 11:48:16 GET Greetings, I'm wondering if there is any automated way in (or outside) Fractint of scanning fractal gifs and comparing their colour maps to existing ones - for either an identical match or the same map but rotated. Maybe this sounds lazy, but my collection of colour maps is about 1200 in size... I know that one can save colour maps as text and manually read them in a text editor - I'm thinking of something much faster. Any ideas? Tony Hanmer Tbilisi, Republic of Georgia ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Martin Rodenberg" <101.297778@germanynet.de> Subject: (fractint) Speed: No cache, no fun (was: Pentium 700) Date: 14 Jan 2000 10:54:31 +0100 Hello, Since a few month I've been lurking around - now it's time to write a few lines to all you Fractint lovers. It's always hard to wait for a fractal to be calculated - but if the machine is fast and the fractal is calculated in a few seconds - I tend to increase the resolution of the final image until it is hard to wait for the fractal again. Hey, I'm very happy about Fractint 20.0 and the large ram/disk video modes! It is fun to create those giant images *at once* to have the full resolution for my simple & cheap color printer. fr_clock { ; Martin Rodenberg moon@germanynet.de reset=2000 type=formula formulafile=fractint.frm formulaname=jm_25 function=sinh/log passes=1 center-mag=+1.01305489025157200/-0.0034013417216\ 4564/124673.3/1.1454/52.778/9.107 params=900/300 float=y maxiter=900000 colors=@volcano.map } I've started to use Fractint (that good old 18.1) on a 386/40. Three years later I bought a P166 machine. The P166 was about 20-22 times faster than the old 386. A few weeks ago the P166 was three years old - now I'm sitting here with this 'modern' machine, a P III 500. It is only 8-9 times faster than the P166. It doesn't like 'old' 16-Bit DOS programs... ;-) Gregory McClure wrote: > 3) Processor / cache: Now we get to some speed bumps. Indeed! The above .PAR ran several times from (clean) PLAIN DOS: Today I've played a little with my machine. The Clock of my board may be set to different speeds by BIOS. I've tried this and calculated an index [Pixel per second per 100 MHz CPU]. Those of you who like benchmarking will be interested in the following table: CPU FSB PCI F3 (320*200) SF4 (640*400) 333 66.8 33.4 6:03.23 [52.9] 25:53.85 [49.5] 375 75.0 37.5 5:31.31 [51.5] 23:37.25 [48.2] 500 100.3 33.4 4:02.00 [52.9] 17:15.75 [49.4] 515 103.0 34.3 4:01.23 [51.5] 17:11.99 [48.2] 525 105.0 35.0 3:56.84 [51.5] 16:52.28 [48.2] 560 112.0 37.3 3:41.84 [51.5] 15:49.00 [48.2] 500 100.3 33.4 2:24:34.27[1.48] - {*1} 500 100.3 33.4 4:08.10 [51.6] 17:40.99 [48.2]{*2} {*1}= CPU L1 and L2 Cache disabled {*2}= CPU L1 Cache enabled, L2 Cache disabled To wait for an Image nearly 2 1/2 hours at 320*200 gives back the old adventure-feeling - those 386/40-times... On the other hand... one of these extreme expensive refrigerators running an Athlon at 1 Ghz will perhaps spend about only 8 Minutes or less for SF4... Greetings, Moon Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Rupert Millard" Subject: Re: (fractint) Colour Map Recognition, I'll write a program Date: 14 Jan 2000 16:29:22 GMT >From: "Tony \(Anthony\) Hanmer" >Reply-To: fractint@lists.xmission.com >To: fractint@lists.xmission.com >Subject: (fractint) Colour Map Recognition >Date: Fri, 14 Jan 2000 11:48:16 GET > >Greetings, >I'm wondering if there is any automated way in (or outside) Fractint of >scanning fractal gifs and comparing their colour maps to existing ones - >for >either an identical match or the same map but rotated. Maybe this sounds >lazy, but my collection of colour maps is about 1200 in size... I know >that >one can save colour maps as text and manually read them in a text editor - >I'm thinking of something much faster. Any ideas? > >Tony Hanmer >Tbilisi, Republic of Georgia >______________________________________________________ >Get Your Private, Free Email at http://www.hotmail.com > > >-------------------------------------------------------------- >Thanks for using Fractint, The Fractals and Fractint Discussion List >Post Message: fractint@lists.xmission.com >Get Commands: majordomo@lists.xmission.com "help" >Administrator: twegner@swbell.net >Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Hi Tony (and everyone else), Over the weekend, I'll see if I can write a program to do just that, perhaps a program like orgform would be handy, I'm sure lots of my maps are duplicates. From, Rupert ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Genealogy1@aol.com Subject: Re: (fractint) Colour Map Recognition, I'll write a program Date: 14 Jan 2000 11:56:21 EST In a message dated 1/14/2000 11:31:20 AM Eastern Standard Time, rupertam@hotmail.com writes: << Over the weekend, I'll see if I can write a program to do just that, perhaps a program like orgform would be handy, I'm sure lots of my maps are duplicates. >> If you do so, I'd love a copy of the program. --Bob Carr--(Ocala, FL) Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Angela Wilczynski" Subject: Re: (fractint) Colour Map Recognition Date: 14 Jan 2000 08:14:32 -0800 Tony.... If you have UltraFractal, you can open any number of fractint maps in UF to compare them and will see them in UF's gradient editor. It's very easy to pick out duplicates or near-duplicates. Angela aka wizzle "Tony (Anthony) Hanmer" wrote: > > Greetings, > I'm wondering if there is any automated way in (or outside) Fractint of > scanning fractal gifs and comparing their colour maps to existing ones - for > either an identical match or the same map but rotated. Maybe this sounds > lazy, but my collection of colour maps is about 1200 in size... I know that > one can save colour maps as text and manually read them in a text editor - > I'm thinking of something much faster. Any ideas? > > Tony Hanmer > Tbilisi, Republic of Georgia Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) New variation on an old theme... Date: 14 Jan 2000 09:47:47 -0800 =A92000 Greg McClure I was first introduced to fractals by the Scientific American article back in 1986. I wrote a simple VMS Basic program to produce the set on my graphics terminal. After hours of play with the standard formulas using the square function, I decided to try SIN. It was then on to writing a program that could use the clustering capability of VMS to add multiple CPUs to the task. Shortly after that effort, I learned about Fractint and stopped work on my VMS programs. Many of the direct variations of the Mandelbrot/Julia sets hardcoded in Fractint have the basic forms: [the function f(z(n)) takes on a variety of forms, some with and some without corresponding Julia functions] Mandelbrot: Julia: =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D = =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D z(0) =3D p1 + pixel z(0) =3D pixel z(n+1) =3D f(z(n)) z(n+1) =3D p1*f(z(n)) [p1 is perturbation] [p1 is Mandelbrot point] The problem I encountered was: pixel is not added into each Mandelbrot iteration step, therefore I could not reproduce any of the SIN plots I had created with my VMS Basic program. Then I learned about using FORMULAS, and I was able to reproduce them again. ( Special note: Fractint V18.0 introduced the (fn||fn) formulas. These functions DO use pixel and p1; by setting the function shift value to 0 and second function to sin (first function is effectively defeated this way) I was FINALLY able to produce my original SIN fractal from my VMS fractal days! However, the first iteration is not identical to the standard Mandel, so the colors are assigned differently. Set the function shift value to 0 and second function to sqr; you will see the difference. Because of this and because the GregsMandel and GregsJulia contain multiplication factors (P2) I have kept the ~M1 formulas in the list. For P2 =3D (1+0i), the (fn||fn) fractals are = much faster!. ) Over the years I have created the GregsMan series of formulas, which use the following basic forms: Mandelbrot: Julia: =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= = =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D z(0) =3D p1 + pixel z(0) =3D pixel + f(z(pixel)) + = p1 z(n+1) =3D f(z(n)) + pixel z(n+1) =3D f(z(n)) + p1 Note the addition of pixel in the first iteration for the Mandelbrot series and the addition of one cycle in the first iteration for the Julia series. This reproduces the expected plots of the standard Mandelbrot and Julia engines in Fractint. Because my Mandelbrot formulas add in the pixel in each repetition, and my Julia formulas similarly add in p1, the standard Mandelbrot and Julia set can be reproduced in many of the formulas (as described in each formula, sometimes several different ways). All Mandelbrot formulas have corresponding Julia set formulas. The last parameter entry is a combination of bailout value and bailout type. The real portion is the bailout value, the imaginary portion is the bailout type (0 =3D MOD, 1 =3D REAL, 2 =3D IMAG, 3 =3D OR, 4 =3D = AND, 5 =3D MANH, and 6 =3D MANR) These formulas are copyrighted. I figured, if others can copyright formulas and parameter files on a copyrighted freeware program, why can't I? :-) Actually, you can use or modify any of these formula or parameter files as long as the original formula copyright and authorship are mentioned (i.e. you can treat this just like Fractint itself). The file GREGSMAN.PAR is a sample set of parameters using the GREGSMAN.FRM formulas. Most of these are translations of my SIN fractals from VMS days. The file GMANTEST.PAR is my test set of parameters to show that I can reproduce the Mandelbrot and Julia sets with the GregsMan.FRM formulas, and that they look identical to the MANDEL and JULIA fractals for consistency. I included the time to create each set (compare to 2.3 sec for standard Mandel on my Pentium 166Mhz, floating point on, 1024 x 768 resolution, 1023 iterations). I always use p1 for the perturbation offset (Mandel-type) and for the Mandel point (Julia-type). I always use p3 for the bailout value and type. So only p2 is available as a modification parameter for the fractal formula iterations. I have tried to take advantage of math equivalencies to reduce the number of formulas in a particular formula series, for example a (p2*fn1 + fn2) formula can be reproduced by switching fn1 and fn2 and using the (fn1 + p2*fn2) formula, and sqr(p2*fn1) is the same as p2*p2*sqr(fn1). Someday, when additional parameter values are added to the formula function (p4, p5, etc) I can reduce the number of formulas! If that ever happens, I will come out with a new reduced set of equivalent formulas. However, these formulas have an uncanny ability to multiply in my head as I consider different configuration sets, so that reduction will be short-lived. I am already working on 3- and 4-function sets using the same basic format, the shear number of combinations is staggering. Agreed, with the advent of Fractint V20.0, I SHOULD be able to reduce the number of formulas in half, but there is a bug in this version that causes several of these formulas, when combined, to produce zero color blank screens instead of the expected fractal images. I have tried the suggested command line parameter DEBUG=3D90, some formulas STILL don't work. So I am releasing this set until the bug is fixed. When this bug is fixed, I will release the revised set of formulas taking advantage of the ismand=3Dxxx parameter. The specific iteration formulas in GregsMan.FRM are: All Mandel formulas: z(0) =3D p1 + Pixel All Julia formulas: z(-1) =3D Pixel Julia formulas: replace "Mandel" with "Julia", and "pixel" with "p1" z(0) is first be calc'd by applying formula to z(-1) 1- and 2-function formulas: (GREGSMAN.FRM) Standard function series: GregsMandelM1: z(n+1) =3D p2*fn1(z) + pixel GregsMandelM2: z(n+1) =3D p2*[fn1(z)+fn2(z)] + pixel GregsMandelM3: z(n+1) =3D fn1(z) + p2*fn2(z) + pixel Power function series: GregsMandelP1: z(n+1) =3D fn1(z)^p2 + pixel GregsMandelP2: z(n+1) =3D [fn1(z) + fn2(z)]^p2 + pixel GregsMandelP3: z(n+1) =3D fn1(z) + fn2(z)^p2 + pixel GregsMandelP4: z(n+1) =3D fn1(z)^p2 + fn2(z)^p2 + pixel Squared function series: GregsMandelS1: z(n+1) =3D sqr[p2*fn1(z)] + pixel GregsMandelS2: z(n+1) =3D sqr{p2*[fn1(z) + fn2(z)]} + pixel GregsMandelS3: z(n+1) =3D sqr[fn1(z) + p2*fn2(z)] + pixel GregsMandelS4: z(n+1) =3D p2*{fn1(z) + sqr[fn2(z)]} + pixel GregsMandelS5: z(n+1) =3D p2*fn1(z) + sqr[fn2(z)] + pixel GregsMandelS6: z(n+1) =3D fn1(z) + p2*sqr[fn2(z)] + pixel GregsMandelS7: z(n+1) =3D sqr[p2*fn1(z)] + sqr[p2*fn2(z)] + pixel GregsMandelS8: z(n+1) =3D sqr[fn1(z)] + sqr[p2*fn2(z)] + pixel Exponent function series: GregsMandelE1: z(n+1) =3D p2*e^fn1(z) + pixel GregsMandelE2: z(n+1) =3D e^[p2*fn1(z)] + pixel GregsMandelE3: z(n+1) =3D e^{p2*[fn1(z) + fn2(z)]} + pixel GregsMandelE4: z(n+1) =3D e^[fn1(z) + p2*fn2(z)] + pixel GregsMandelE5: z(n+1) =3D fn1(z) + e^[p2*fn2(z)] + pixel GregsMandelE6: z(n+1) =3D p2*{e^[fn1(z) + fn2(z)]} + pixel GregsMandelE7: z(n+1) =3D p2*[fn1(z) + e^fn2(z)] + pixel GregsMandelE8: z(n+1) =3D p2*fn1(z) + e^[fn2(z)] + pixel GregsMandelE9: z(n+1) =3D fn1(z) + p2*e^fn2(z) + pixel GregsMandelEA: z(n+1) =3D p2*[e^fn1(z) + e^fn2(z)] + pixel GregsMandelEB: z(n+1) =3D e^fn1(p2*z) + e^fn2(p2*z) + pixel GregsMandelEC: z(n+1) =3D e^[fn1(z)] + e^[p2*fn2(z)] + pixel GregsMandelED: z(n+1) =3D e^fn1(z) + p2*e^fn2(z) + pixel Logarithm function series: GregsMandelL1: z(n+1) =3D p2*ln[fn1(z)] + pixel GregsMandelL2: z(n+1) =3D ln[p2*fn1(z)] + pixel GregsMandelL3: z(n+1) =3D ln{p2*[fn1(z) + fn2(z)]} + pixel GregsMandelL4: z(n+1) =3D ln[fn1(z) + p2*fn2(z)] + pixel GregsMandelL5: z(n+1) =3D fn1(z) + ln[p2*fn2(z)] + pixel GregsMandelL6: z(n+1) =3D p2*{ln[fn1(z) + fn2(z)]} + pixel GregsMandelL7: z(n+1) =3D p2*{fn1(z) + ln[fn2(z)]} + pixel GregsMandelL8: z(n+1) =3D p2*fn1(z) + ln[fn2(z)] + pixel GregsMandelL9: z(n+1) =3D fn1(z) + p2*ln[fn2(z)] + pixel GregsMandelLA: z(n+1) =3D p2*{ln[fn1(z)] + ln[fn2(z)]} + pixel GregsMandelLB: z(n+1) =3D ln[fn1(p2*z)] + ln[fn2(p2*z)] + pixel GregsMandelLC: z(n+1) =3D ln[fn1(z)] + ln[p2*fn2(z)] + pixel GregsMandelLD: z(n+1) =3D ln[fn1(z)] + p2*ln[fn2(z)] + pixel Function of function series: GregsMandelF1: z(n+1) =3D p2*fn1[fn2(z)] + pixel GregsMandelF2: z(n+1) =3D fn1[p2*fn2(z)] + pixel GregsMandelF3: z(n+1) =3D fn1[fn2(z)^p2] + pixel GregsMandelF4: z(n+1) =3D fn1[fn2(z)]^p2 + pixel Miscellaneous function series: GregsMandelZ1: z(n+1) =3D fn1(z)^fn2(z) + fn3(z)^p2 + pixel GregsMandelZ2: z(n+1) =3D fn1(z)^fn2(-z) + fn3(z)^p2 + pixel GregsMandelZ3: z(n+1) =3D fn1(z)^p2 + fn2(z)^(-p2) + pixel GregsMandelZ4: z(n+1) =3D {fn1(z) || fn2(z) || fn3(z)} + pixel GregsMandelZ5: z(n+1) =3D fn1{fn2(z) || fn3(z) || fn4(z)} + pixel Enjoy, gregory.mcclure@quantum.com P.S. The .PAR and .FRM files follow in seperate messages. The Kwisatz Haderach, =DF Gregory J. McClure Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART 6 OF GRESGMAN.FRM (L-series Mandelbrot style) Date: 14 Jan 2000 10:16:06 -0800 GregsMandelL1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * log(fn1(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D log(p2 * fn1(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D log(p2 * (fn1(z) + fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL4 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D log(fn1(z) + p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL5 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D fn1(z) + log(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL6 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * log(fn1(z) + fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL7 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * (fn1(z) + log(fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL8 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * fn1(z) + log(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelL9 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D fn1(z) + p2 * log(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelLA {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D log(p2 * fn1(z)) + log(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelLB {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * (log(fn1(z)) + log(fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelLC {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D log(fn1(z)) + log(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelLD {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D log(fn1(z)) + p2 * log(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART 7 OF GREGSMAN.FRM (L-series, Julia style) Date: 14 Jan 2000 10:17:19 -0800 GregsJuliaL1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * log(fn1(z)) + p1: z =3D p2 * log(fn1(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D log(p2 * fn1(z)) + p1: z =3D log(p2 * fn1(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D log(p2 * (fn1(z) + fn2(z))) + p1: z =3D log(p2 * (fn1(z) + fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL4 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D log(fn1(z) + p2 * fn2(z)) + p1: z =3D log(fn1(z) + p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL5 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D fn1(z) + log(p2 * fn2(z)) + p1: z =3D fn1(z) + log(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL6 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * log(fn1(z) + fn2(z)) + p1: z =3D p2 * log(fn1(z) + fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL7 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * (fn1(z) + log(fn2(z))) + p1: z =3D p2 * (fn1(z) + log(fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL8 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * fn1(z) + log(fn2(z)) + p1: z =3D p2 * fn1(z) + log(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaL9 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D fn1(z) + p2 * log(fn2(z)) + p1: z =3D fn1(z) + p2 * log(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaLA {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D log(p2 * fn1(z)) + log(p2 * fn2(z)) + p1: z =3D log(p2 * fn1(z)) + log(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaLB {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * (log(fn1(z)) + log(fn2(z))) + p1: z =3D p2 * (log(fn1(z)) + log(fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaLC {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D log(fn1(z)) + log(p2 * fn2(z)) + p1: z =3D log(fn1(z)) + log(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaLD {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D log(fn1(z)) + p2 * log(fn2(z)) + p1: z =3D log(fn1(z)) + p2 * log(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Mitchell Berger" Subject: Re: (fractint) trivia Date: 14 Jan 2000 17:58:40 EST Absolutely delicious hard cookies great for dunking! >From: Tom Conally >Reply-To: fractint@lists.xmission.com >To: fractint@lists.xmission.com >Subject: (fractint) trivia >Date: Sat, 08 Jan 2000 08:53:13 -0500 > >Just a bit of trivia- I was searching bread recipes and found this: >Mandelbrot - (Almond Bread) >http://sunsite.auc.dk/recipes/english/o0340658.html > >Just caught me by surprise. > >Tom Conally >In every boomerang there is a perfect throw. >Your life, Grasshopper, is to practice till you find that throw >and become one with that boomerang! >__________________________________________ >Boomerangs http://fly.to/boomerangs >Internet Index http://www.netpath.net/~conally/ > > > >-------------------------------------------------------------- >Thanks for using Fractint, The Fractals and Fractint Discussion List >Post Message: fractint@lists.xmission.com >Get Commands: majordomo@lists.xmission.com "help" >Administrator: twegner@swbell.net >Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) GREGSMAN.PAR Date: 14 Jan 2000 10:06:29 -0800 NeedleSharp { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin passes=3Db center-mag=3D3.14159/0.5/1.5 params=3D0/0/1/0/100/0 float=3Dy = maxiter=3D1023 colors=3D@gamma1.map=20 } CosineCaves { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dcos passes=3Db = center-mag=3D0/0/0.3 params=3D0/0/0/1/100/0 float=3Dy maxiter=3D1023 colors=3D@gamma1.map=20 } Stalags { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dcos passes=3Db = center-mag=3D0/0/1.5 params=3D0/0/0/1/100/0 float=3Dy maxiter=3D1023 colors=3D@gamma1.map=20 } XMarksTheSpot { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM3 function=3Dsin/sinh passes=3Dt center-mag=3D0/0/2.2 params=3D0/0/1/0/100/0 float=3Dy maxiter=3D1023 colors=3D@default.map=20 } HolesHolesHoles { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM3 function=3Drecip/ident = corners=3D-2/2/-1.5/1.5 params=3D0/0/0/1/2/0 float=3Dy = colors=3D000007<13>00z<15>zzz<15>0z0<15>000<15>0z0<15>zzz<15>z00<15>000<= 15\ >z00<15>zzz<15>z0z<15>000<15>z0z<14>zzz<14>00y<15>000000003=20 } Bacteria { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM3 function=3Dcotanh/ident = corners=3D-2/2/-1.5/1.5 params=3D0/0/0/1/2/0 float=3Dy colors=3D@chroma.map=20 } TheBodySnatchers { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM3 function=3Drecip/tan = corners=3D-2/2/-1.5/1.5 params=3D0/0/0/1/2/0 float=3Dy = colors=3D000007<13>00z<15>zzz<15>0z0<15>000<15>0z0<15>zzz<15>z00<15>000<= 15\ >z00<15>zzz<15>z0z<15>000<15>z0z<14>zzz<14>00y<15>000000003=20 } Pteradactyl { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM3 function=3Dcosxx/tanh center-mag=3D1.19904e-014/7.54952e-015/0.666667 params=3D0/0/0/1/2/0 float=3Dy colors=3D@goodega.map=20 } Sharps { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin passes=3Dt corners=3D-3.353384/3.353384/-2.515038/2.515038 params=3D0/0/0/1/2/0 float=3Dy maxiter=3D1500 colors=3D@default.map=20 } DeformedPropeller { ; =A92000 Greg McClure ; ... or an ameba reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin corners=3D-3.316301/3.316301/-2.487226/2.487226 = params=3D0/0/-0.5/1/2/0 float=3Dy maxiter=3D2500 colors=3D@default.map=20 } MoreTeeth { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin corners=3D-1.764272/1.764272/-1.323204/1.323204 params=3D0/0/-1/0/2/0 float=3Dy maxiter=3D2500 colors=3D@default.map=20 } HalfBone { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dcos corners=3D-3.752144/3.752144/-2.814108/2.814108 params=3D0/0/1/0/2/0 float=3Dy maxiter=3D2500 colors=3D@paintjet.map=20 } Crabby { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dcos corners=3D-2.666667/2.666667/-2.5/1.5 params=3D0/0/0/1/4/0 float=3Dy maxiter=3D2500 colors=3D@chroma.map=20 } BentForest { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM1 function=3Dsin passes=3Dt center-mag=3D4.44089e-016/3.88578e-014/0.503851 = params=3D0/1/1/0/100000/0 float=3Dy maxiter=3D100 = colors=3D000007<13>00z<15>zzz<15>0z0<15>000<15>0z0<15>zzz<15>z00<15>000<= 15\ >z00<15>zzz<15>z0z<15>000<15>z0z<14>zzz<14>00y<15>000000003=20 } Flowers { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM3 function=3Dcotanh/ident passes=3Dt corners=3D-2/2/-1.5/1.5 params=3D0/0/0/1/6/0 float=3Dy = colors=3DCCC00NGCG<19>sCs<20>ECsCCsCEs<19>CqsCssCsq<19>CsECsCEsE<19>qsqs= ss\ = ssq<19>ssEssCsqC<19>sECsCCqCC<21>ACCCCC<21>sCs<20>ECsCCsCEs<19>CqsCssCsq= \ <9>CsY=20 } FloralExplosion { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin center-mag=3D+2.04465566172460300/+1.08238157000345400/242.7522 params=3D0/0/1/0/8/0 float=3Dy maxiter=3D300 = colors=3D000006<13>00y<15>zzy<15>0z0<15>000<15>0z03z2<14>zzy<15>z00<15>0= 00\ <15>z00z32<14>zzy<15>z0y<15>000302<14>z0y<14>zzy<14>00x<15>000000002 } FireworksTwirlers { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin center-mag=3D0.7533/0.317449/39.7435 params=3D0/0/0/1/8/0 float=3Dy maxiter=3D300 colors=3D@froth6.map=20 } ColorCircles { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsJuliaM1 function=3Dsin center-mag=3D-0.995305/-0.726514/1.71821 params=3D-1/1.25/1/0/64/0 float=3Dy maxiter=3D1500 = colors=3D000<15>z00<15>000<15>zV0<15>000<15>zz0<15>000<15>0z0<15>000<15>= 0z\ z<15>000<15>zzz<15>000<15>z0z<15>000<15>z00<14>000=20 } Curtains { ; =A92000 Greg McClure reset=3D1960 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM3 function=3Dsin/cosxx center-mag=3D3.11502/1.40808/0.5681818 params=3D0/0/0/1/100/0 = float=3Dy maxiter=3D100 colors=3D@goodega.map=20 } FlowerBlownUp { ; =A92000 Greg McClure reset=3D1960 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin center-mag=3D+1.73634095796676300/+1.21011864406779700/905.7971 params=3D0/0/1/0/100/0 float=3Dy maxiter=3D1023 = colors=3D000<15>z00<15>100310<14>zV0<15>110330<14>zz0<15>010030<14>0z0<1= 5>\ = 011033<14>0zz<15>001003<14>00z<14>004101303<14>z0z<15>111333<14>zzz<14>4= \ 44 } FractalGlue { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin corners=3D-0.128/0.128/-0.096/0.096 params=3D0/0/1/0.2/2/0 float=3Dy maxiter=3D2500 colors=3D@default.map=20 } FractalGlueCloseup { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin corners=3D-0.0128/0.0128/-0.0096/0.0096 params=3D0/0/1/0.2/2/0 = float=3Dy maxiter=3D500 colors=3D@default.map=20 } YouNameIt { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin passes=3Dt center-mag=3D3.87104/0.731484/7.74311 params=3D0/0/1/0.2/8/0 = float=3Dy maxiter=3D500 colors=3D@volcano.map=20 } Digestion { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin passes=3Db = corners=3D-4/4/-3/3 params=3D0/0/2/1/100000/0 float=3Dy maxiter=3D1023 = colors=3D@default.map=20 } Volcanos { ; =A92000 Greg McClure reset=3D1960 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelS3 function=3Dsin/cosxx center-mag=3D0/0/0.2 params=3D0/0/0/1/100/0 float=3Dy maxiter=3D100 colors=3D@froth616.map = } DecompX { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelP1 function=3Dconj center-mag=3D0/0/0.6 params=3D0/0/3/0/100/0 float=3Dy decomp=3D256 colors=3D@blues.map=20 } BlackLight { ; =A92000 Greg McClure reset=3D1920 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelP1 function=3Drecip corners=3D-2/2/-1.5/1.5 params=3D0/0/-13/0/100/0 float=3Dy decomp=3D256 colors=3D@blues.map=20 } ItsRightHere { reset=3D1960 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin passes=3Dt center-mag=3D+0.00000000000000000/+0.00000000000000000/100 params=3D0/0/0/1.1/100/0 float=3Dy maxiter=3D1023 = colors=3D@default.map=20 } OrMaybeHere { reset=3D1960 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dsin passes=3D2 center-mag=3D-1.11022e-016/8.32667e-017/6.666667 params=3D0/0/0.75/0.75/100/0 float=3Dy maxiter=3D1023 = colors=3D000000200400600A00D00H00M00Q00<2>f00l00s00z00z00<3>z30z40z60<2>= zD\ = 0zF0zI0zL0<2>zV0zV0<2>zX0zY0z_0z`0<2>zg0zj0zm0zp0zs0zv0zz0zz0<3>sz0oz0lz= \ = 0hz0cz0_z0<2>Jz0Dz06z00z00z00y00w20u40s60oA0lD0hH0cM0_Q<2>0Jf0Dl06s00z00= \ = z00z20z40z60zA0zD0zH0zM0zQ0z<2>f0zl0zs0zz0zz0zz0zz2zz4zz6zzAzzDzzHzzMzzQ= \ = z<2>zfzzlzzszzzzzzz<3>sssooolllhhhccc___<2>JJJDDD666000000000222444666AA= \ = ADDDHHHMMMQQQ<2>ffflllssszzzzzz<3>zszzozzlzzhzzczz_z<2>zJzzDzz6zz0zz0z<3= \ = >s0zo0zl0zh0zc0z_0z<2>J0zD0z60z00z00z00y02w04u06s0Ao0Dl0Hh0Mc0Q_<2>0fJ0l= \ = D0s60z00z00z02z04z06z0Az0Dz0Hz0Mz0Qz0<2>fz0lz0sz0zz0<4>zv0zu0zs0<2>zl0zj= \ = 0zg0zd0<2>zW0<3>zT0zS0zQ0zP0<2>zI0zF0zC0z90z60z30z00z00y00w00u00<2>j00f0= \ 0a00W00R00<3>000000 } FractalRainbow { reset=3D1960 type=3Dformula formulafile=3Dgregsman.frm formulaname=3DGregsMandelM1 function=3Dcosxx passes=3D3 center-mag=3D1.23949/-0.367666/10.41667 params=3D0/0/0.5/0.5/100/0 float=3Dy maxiter=3D1023 colors=3D@default.map=20 } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART1 OF GREGSMAN.FRM (M-series) Date: 14 Jan 2000 10:10:49 -0800 GregsMandelM1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1 =3D sqr =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D p2 * fn1(z) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelM2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D p2 * (fn1(z) + fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelM3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 0/0, p3 =3D 2/0, fn1 =3D sqr =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D fn1(z) + p2 * fn2(z) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaM1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1 =3D sqr =3D standard Julia for point p1 z =3D Pixel, z =3D p2 * fn1(z) + p1: z =3D p2 * fn1(z) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaM2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 0/0, p3 =3D 2/0, fn1 =3D sqr/zero =3D standard Julia for point = p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1 =3D zero/sqr =3D standard Julia for point = p1 z =3D Pixel, z =3D p2 * (fn1(z) + fn2(z)) + p1: z =3D p2 * (fn1(z) + fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaM3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 0/0, p3 =3D 2/0, fn1 =3D sqr =3D standard Julia for point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1 =3D zero/sqr =3D standard Julia for point = p1 z =3D Pixel, z =3D fn1(z) + p2 * fn2(z) + p1: z =3D fn1(z) + p2 * fn2(z) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART 2 OF GREGSMAN.FRM (P-series) Date: 14 Jan 2000 10:11:50 -0800 GregsMandelP1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1 =3D sqr =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1 =3D ident =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D fn1(z)^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelP2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D = standard Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D (fn1(z) + fn2(z))^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelP3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D fn1(z) + fn2(z)^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelP4 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D = standard Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D fn1(z)^p2 + fn2(z)^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaP1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1 =3D sqr =3D standard Julia for point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1 =3D ident =3D standard Julia for point p1 z =3D Pixel, z =3D fn1(z)^p2 + p1: z =3D fn1(z)^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaP2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D (fn1(z) + fn2(z))^p2 + p1: z =3D (fn1(z) + fn2(z))^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaP3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D fn1(z) + fn2(z)^p2 + p1: z =3D fn1(z) + fn2(z)^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaP4 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D exponent, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/sqr =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D fn1(z)^p2 + fn2(z)^p2 + p1: z =3D fn1(z)^p2 + fn2(z)^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART 4 OF GREGSMAN.FRM (E-series, Mandelbrot style) Date: 14 Jan 2000 10:14:01 -0800 GregsMandelE1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * exp(fn1(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1 =3D log =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D exp(p2 * fn1(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D log/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/log =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D exp(p2 * (fn1(z) + fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE4 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/log =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D exp(fn1(z) + p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE5 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/log =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D fn1(z) + exp(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE6 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * exp(fn1(z) + fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE7 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * (fn1(z) + exp(fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE8 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * fn1(z) + exp(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelE9 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D fn1(z) + p2 * exp(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelEA {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D exp(p2 * fn1(z)) + exp(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelEB {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D p2 * (exp(fn1(z)) + exp(fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelEC {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D exp(fn1(z)) + exp(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelED {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D exp(fn1(z)) + p2 * exp(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART 5 OF GREGSMAN.FRM (E-series Julia style) Date: 14 Jan 2000 10:15:17 -0800 GregsJuliaE1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * exp(fn1(z)) + p1: z =3D p2 * exp(fn1(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 2/0, p3 =3D 2/0, fn1 =3D log =3D standard Julia for point p1 z =3D Pixel, z =3D exp(p2 * fn1(z)) + p1: z =3D exp(p2 * fn1(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D log/zero =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/log =3D standard Julia for = point p1 z =3D Pixel, z =3D exp(p2 * (fn1(z) + fn2(z))) + p1: z =3D exp(p2 * (fn1(z) + fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE4 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/log =3D standard Julia for = point p1 z =3D Pixel, z =3D exp(fn1(z) + p2 * fn2(z)) + p1: z =3D exp(fn1(z) + p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE5 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D zero/log =3D standard Julia for = point p1 z =3D Pixel, z =3D fn1(z) + exp(p2 * fn2(z)) + p1: z =3D fn1(z) + exp(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE6 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * exp(fn1(z) + fn2(z)) + p1: z =3D p2 * exp(fn1(z) + fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE7 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * (fn1(z) + exp(fn2(z))) + p1: z =3D p2 * (fn1(z) + exp(fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE8 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * fn1(z) + exp(fn2(z)) + p1: z =3D p2 * fn1(z) + exp(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaE9 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D fn1(z) + p2 * exp(fn2(z)) + p1: z =3D fn1(z) + p2 * exp(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaEA {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D exp(p2 * fn1(z)) + exp(p2 * fn2(z)) + p1: z =3D exp(p2 * fn1(z)) + exp(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaEB {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D p2 * (exp(fn1(z)) + exp(fn2(z))) + p1: z =3D p2 * (exp(fn1(z)) + exp(fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaEC {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D exp(fn1(z)) + exp(p2 * fn2(z)) + p1: z =3D exp(fn1(z)) + exp(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaED {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D exp(fn1(z)) + p2 * exp(fn2(z)) + p1: z =3D exp(fn1(z)) + p2 * exp(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) PART 3 OF GREGSMAN.FRM (S-series) Date: 14 Jan 2000 10:12:35 -0800 GregsMandelS1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1 =3D ident =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D p2 * sqr(fn1(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D = standard Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D sqr(p2 * (fn1(z) + fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 0/0, p3 =3D 2/0, fn1 =3D ident =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D sqr(fn1(z) + p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS4 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D p2 * (fn1(z) + sqr(fn2(z))) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS5 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 0/0, p3 =3D 2/0, fn2 =3D ident =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D p2 * fn1(z) + sqr(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS6 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 0/0, p3 =3D 2/0, fn1 =3D sqr =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D fn1(z) + p2 * sqr(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS7 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D = standard Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D sqr(p2 * fn1(z)) + sqr(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelS8 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 0/0, p3 =3D 2/0, fn1 =3D ident =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D sqr(fn1(z)) + sqr(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1 =3D ident =3D standard Julia for point p1 z =3D Pixel, z =3D p2 * sqr(fn1(z)) + p1: z =3D p2 * sqr(fn1(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D sqr(p2 * (fn1(z) + fn2(z))) + p1: z =3D sqr(p2 * (fn1(z) + fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 0/0, p3 =3D 2/0, fn1 =3D ident =3D standard Julia for point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D sqr(fn1(z) + (p2 * fn2(z))) + p1: z =3D sqr(fn1(z) + p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS4 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D p2 * (fn1(z) + sqr(fn2(z))) + p1: z =3D p2 * (fn1(z) + sqr(fn2(z))) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS5 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 ; p2 =3D 0/0, p3 =3D 2/0, fn2 =3D sqr =3D standard Julia for point p1 z =3D Pixel, z =3D p2 * fn1(z) + sqr(fn2(z)) + p1: z =3D p2 * fn1(z) + sqr(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS6 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 0/0, p3 =3D 2/0, fn1 =3D sqr =3D standard Julia for point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D fn1(z) + p2 * sqr(fn2(z)) + p1: z =3D fn1(z) + p2 * sqr(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS7 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D sqr(p2 * fn1(z)) + sqr(p2 * fn2(z)) + p1: z =3D sqr(p2 * fn1(z)) + sqr(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaS8 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 0/0, p3 =3D 2/0, fn1 =3D ident =3D standard Julia for point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D zero/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D sqr(fn1(z)) + sqr(p2 * fn2(z)) + p1: z =3D sqr(fn1(z)) + sqr(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) FINAL PART, PART 8 OF GREGSMAN.FRM (F- and Z- series) Date: 14 Jan 2000 10:18:31 -0800 GregsMandelF1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/sqr =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D p2 * fn1(fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelF2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/sqr =3D = standard Mandelbrot ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/ident =3D = standard Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D exp/log =3D standard = Mandelbrot z =3D p1 + Pixel: z =3D fn1(p2 * fn2(z)) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelF3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D fn1(fn2(z)^p2) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelF4 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: z =3D fn1(fn2(z))^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaF1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/sqr =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/ident =3D standard Julia for = point p1 z =3D Pixel, z =3D p2 * fn1(fn2(z)) + p1: z =3D p2 * fn1(fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaF2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/sqr =3D standard Julia for = point p1 ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/ident =3D standard Julia for = point p1 ; p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D exp/log =3D standard Julia for = point p1 z =3D Pixel, z =3D fn1(p2 * fn2(z)) + p1: z =3D fn1(p2 * fn2(z)) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaF3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D fn1(fn2(z)^p2) + p1: z =3D fn1(fn2(z)^p2) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaF4 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, z =3D fn1(fn2(z))^p2 + p1: z =3D fn1(fn2(z))^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelZ1 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D power, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2/fn3 =3D zero/ident/sqr = =3D standard Mandelbrot z =3D p1 + Pixel: z =3D fn1(z)^fn2(z) + fn3(z)^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelZ2 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D power, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2/fn3 =3D zero/ident/sqr = =3D standard Mandelbrot z =3D p1 + Pixel: z =3D fn1(z)^fn2(-z) + fn3(z)^p2 + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelZ3 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D power, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D = standard Mandelbrot z =3D p1 + Pixel: z =3D fn1(z)^p2 + fn2(z)^(-p2) + Pixel ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelZ4 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D modulus, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: IF(|z|>real(p2)) z =3D fn1(z) + Pixel ELSEIF(|z|>imag(p2)) z =3D fn2(z) + Pixel ELSE z =3D fn3(z) + Pixel ENDIF ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelZ5 {; =A92000 Greg McClure ; p1 =3D offset, p2 =3D modulus, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D p1 + Pixel: IF(|z|>real(p2)) z =3D fn1(fn2(z)) + Pixel ELSEIF(|z|>imag(p2)) z =3D fn1(fn3(z)) + Pixel ELSE z =3D fn1(fn4(z)) + Pixel ENDIF ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaZ1 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2/fn3 =3D zero/ident/sqr =3D standard = Julia for point p1 z =3D Pixel, z =3D fn1(z)^fn2(z) + fn3(z)^p2 + p1:=20 z =3D fn1(z)^fn2(z) + fn3(z)^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaZ2 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D power, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2/fn3 =3D zero/ident/sqr =3D standard = Julia for point p1 z =3D Pixel, z =3D fn1(z)^fn2(z) + fn3(z)^p2 + p1:=20 z =3D fn1(z)^fn2(-z) + fn3(z)^p2 + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaZ3 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D power, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D sqr/zero =3D standard = Mandelbrot ; p1 =3D 0/0, p2 =3D 2/0, p3 =3D 2/0, fn1/fn2 =3D ident/zero =3D = standard Mandelbrot z =3D Pixel, z =3D fn1(z)^p2 + fn2(z)^(-p2) + p1:=20 z =3D fn1(z)^p2 + fn2(z)^(-p2) + p1 ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaZ4 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D modulus, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, IF(|z|>real(p2)) z =3D fn1(z) + p1 ELSEIF(|z|>imag(p2)) z =3D fn2(z) + p1 ELSE z =3D fn3(z) + p1 ENDIF: IF(|z|>real(p2)) z =3D fn1(z) + p1 ELSEIF(|z|>imag(p2)) z =3D fn2(z) + p1 ELSE z =3D fn3(z) + p1 ENDIF ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaZ5 {; =A92000 Greg McClure ; p1 =3D point, p2 =3D modulus, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR z =3D Pixel, IF(|z|>real(p2)) z =3D fn1(fn2(z)) + p1 ELSEIF(|z|>imag(p2)) z =3D fn1(fn3(z)) + p1 ELSE z =3D fn1(fn4(z)) + p1 ENDIF: IF(|z|>real(p2)) z =3D fn1(fn2(z)) + p1 ELSEIF(|z|>imag(p2)) z =3D fn1(fn3(z)) + p1 ELSE z =3D fn1(fn4(z)) + p1 ENDIF ip =3D imag(p3) rz =3D real(z) iz =3D imag(z) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(rz) + abs(iz)) ELSEIF(ip<6.1) ct =3D (rz + iz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) GMANTEST.PAR Date: 14 Jan 2000 10:09:11 -0800 testmm1 { ; 10.7 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelm1 function=sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmm2-1 { ; 11.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelm2 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmm2-2 { ; 11.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelm2 function=zero/sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmm3-1 { ; 11.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelm3 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/0/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmm3-2 { ; 11.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelm3 function=zero/sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testjm1 { ; 07.1 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliam1 function=sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjm2-1 { ; 07.8 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliam2 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjm2-2 { ; 07.7 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliam2 function=zero/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjm3-1 { ; 07.7 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliam3 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/0/0/2/0 float=y maxiter=1023 symmetry=origin } testjm3-2 { ; 07.8 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliam3 function=zero/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testmp1-1 { ; 10.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp1 function=sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp1-2 { ; 10.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp1 function=ident corners=-2.5/1.5/-1.5/1.5 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp2-1 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp2 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp2-2 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp2 function=zero/sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp2-3 { ; 10.8 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp2 function=ident/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp2-4 { ; 10.9 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp2 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp3-1 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp3 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp3-2 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp3 function=zero/sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp3-3 { ; 10.8 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp3 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp4-1 { ; 10.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp4 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp4-2 { ; 10.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp4 function=zero/sqr corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp4-3 { ; 10.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp4 function=ident/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmp4-4 { ; 10.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelp4 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testjp1-1 { ; 06.9 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap1 function=sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp1-2 { ; 06.8 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap1 function=ident corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testjp2-1 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap2 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp2-2 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap2 function=zero/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp2-3 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap2 function=ident/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testjp2-4 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap2 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testjp3-1 { ; 07.6 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap3 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp3-2 { ; 07.6 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap3 function=zero/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp3-3 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap3 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testjp4-1 { ; 07.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap4 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp4-2 { ; 07.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap4 function=zero/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjp4-3 { ; 07.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap4 function=ident/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testjp4-4 { ; 07.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliap4 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testms1 { ; 10.6 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels1 function=ident corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms2-1 { ; 11.1 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels2 function=ident/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms2-2 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels2 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms3-1 { ; 11.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels3 function=ident/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/0/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms3-2 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels3 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms4-1 { ; 11.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels4 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms4-2 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels4 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms5-1 { ; 11.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels5 function=sqr/zero corners=-2.5/1.5/-1.5/1.5 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testms5-2 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandels5 function=zero/ident corners=-2.5/1.5/-1.5/1.5 params=0/0/0/0/2/0 float=y maxiter=1023 symmetry=xaxis } testjs1 { ; 07.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias1 function=ident corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs2-1 { ; 07.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias2 function=ident/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs2-2 { ; 07.3 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias2 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs3-1 { ; 07.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias3 function=ident/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/0/0/2/0 float=y maxiter=1023 symmetry=origin } testjs3-2 { ; 07.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias3 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs4-1 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias4 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs4-2 { ; 07.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias4 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs5-1 { ; 07.6 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias5 function=sqr/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjs5-2 { ; 07.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjulias5 function=zero/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/0/0/2/0 float=y maxiter=1023 symmetry=origin } testmf1-1 { ; 11.1 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelf1 function=ident/sqr center-mag=-0.5/0/0.6666667 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmf1-2 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelf1 function=sqr/ident center-mag=-0.5/0/0.6666667 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testjf1-1 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliaf1 function=ident/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjf1-2 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliaf1 function=sqr/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testmf2-1 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelf2 function=ident/sqr center-mag=-0.5/0/0.6666667 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmf2-2 { ; 10.9 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelf2 function=sqr/ident center-mag=-0.5/0/0.6666667 params=0/0/1/0/2/0 float=y maxiter=1023 symmetry=xaxis } testmf2-3 { ; 17.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsmandelf2 function=exp/log center-mag=-0.5/0/0.6666667 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testjf2-1 { ; 07.5 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliaf2 function=ident/sqr corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjf2-2 { ; 07.4 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliaf2 function=sqr/ident corners=-2/2/-1.5/1.5 params=0.3/0.6/1/0/2/0 float=y maxiter=1023 symmetry=origin } testjf2-3 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliaf2 function=exp/log corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testme2 { ; 16.4 s reset=1960 type=formula formulafile=gregsman.frm formulaname=GregsMandelE2 function=log center-mag=-0.5/0/0.6666667 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testme3-1 { ; 17.0 s reset=1960 type=formula formulafile=gregsman.frm formulaname=GregsMandelE3 function=log/zero center-mag=-0.5/0/0.6666667 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testme3-2 { ; 17.0 s reset=1960 type=formula formulafile=gregsman.frm formulaname=GregsMandelE3 function=zero/log center-mag=-0.5/0/0.6666667 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testme4 { ; 17.0 s reset=1960 type=formula formulafile=gregsman.frm formulaname=GregsMandelE4 function=zero/log center-mag=-0.5/0/0.6666667 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testme5 { ; 17.0 s reset=1960 type=formula formulafile=gregsman.frm formulaname=GregsMandelE5 function=zero/log center-mag=-0.5/0/0.6666667 params=0/0/2/0/2/0 float=y maxiter=1023 symmetry=xaxis } testje2 { ; 11.0 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliae2 function=log corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testje3-1 { ; 11.1 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliae3 function=log/zero corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testje3-2 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliae3 function=zero/log corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testje4 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliae4 function=zero/log corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } testje5 { ; 11.2 s reset=1920 type=formula formulafile=gregsman.frm formulaname=gregsjuliae5 function=zero/log corners=-2/2/-1.5/1.5 params=0.3/0.6/2/0/2/0 float=y maxiter=1023 symmetry=origin } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Logan Guerra Subject: Re: (fractint) Colour Map Recognition, I'll write a program Date: 14 Jan 2000 22:56:43 -0500 (EST) as would I. ::Logan:: On Fri, 14 Jan 2000 Genealogy1@aol.com wrote: > In a message dated 1/14/2000 11:31:20 AM Eastern Standard Time, > rupertam@hotmail.com writes: > > << Over the weekend, I'll see if I can write a program to do just that, > perhaps a program like orgform would be handy, I'm sure lots of my maps are > duplicates. >> > > If you do so, I'd love a copy of the program. > > --Bob Carr--(Ocala, FL) > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" > Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 15-01-00 (Fractal Railyard) (c) Date: 15 Jan 2000 02:17:45 -0500 (EST) FOTD -- January 15, 2000 Fractal enthusiasts and visionaries: Today's fractal is one about which it can honestly be said, "this image is different." It was created with the outside set to the default , though one would never guess it from the appearance of the image. The picture shows two nearly touching midgets. It had me stumped for a name until I noticed that the areas around the perimeter seem to be covered with branching railroad tracks. Taking this as a hint, I named the picture "Fractal Railyard". The formula is virtually identical to the formula of yesterday's puzzling scene, though instead of Z^2.5 I used Z^2.44949, which is near exactly the square root of 6. The change made no noticeable difference in the overall fractal, but it did shift the features around quite a bit. The parameter file renders in 16 minutes on a modest Pentium at a resolution of 640x480. This is annoyingly slow, so to give relief, the JPEG image file has been posted to the binary Usenet group: The image is also available for viewing on Paul Lee's web site at the following URL: The fractal weather today was the coldest of the winter, but in this unusually mild winter, that's not much of a statement. The afternoon temperature of 28F (-2C) was far too cold for the fractal cats, who spent the day by a radiator. And yes, I have no philosophy ready, so to stay true to my word I'll begin my tale of Percy Smedley, the four-dimensional man with the task facing him of painting the walls of his four- dimensional hypercubic room. Standing in the floor at the center of the room, Percy looks at the six walls surrounding him. There is one wall before him, one wall behind him, one wall on his left, one on his right, one on his in-direction and one on his out direction. In addition, there is the ceiling above him and the floor he is standing in. You may have noticed that I said he is standing in the floor, not on the floor. This is because the boundaries of four- dimensional objects, such as the four-dimensional hyper-room, are themselves three-dimensional. The surface of the floor, as well as the walls and ceiling, are three-dimensional cubes. Poor Percy does not have only four square walls to cover with paint; he has six cubical surface-volumes to fill with four- dimensional paint. His can of paint is in the shape of a 4-D spherical hypercyl- inder, with spheres as its top and bottom, and parallel sides consisting of a three-dimensional space curved into a closed loop. The spherical bottom of the can sits firmly in the floor, with no tendency to upset. This is because the bottom sphere is flat in the fourth dimension. Percy takes his hyperbrush and . . . I'll continue this hair-raising adventure next time. Until then, take care, and being four-dimensional is too much work. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Fractal_Railyard { ; time=0:16:15.72, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.63524521216890230/+0.00000002556797498\ /1.095162e+009/1/90 params=1/1/-2.44949/2.44949/0/0 float=y maxiter=2500 bailout=25 inside=0 logmap=340 symmetry=none periodicity=10 colors=000hz2dz4az7Yu9VqAPkDMhFIbHF_KCUM9ON7KP7FR7FR\ 5DR5DR5DT5CT4CT4CV4AV4AV2AW2CW2IW1FY1IY1H_1H_0H_0Fa0\ Fa0Fa0Fb0Db0Db0Dd0Cd0Cd0Cf0Af0Ah0Ah09h09j09j09j07k07\ k07k05m05m05m04o04o04q04q02q02s02s01s01u01u00u00w00w\ 00w00u00s00q00q00o00m00m00k00j00j00h00f00d00d00b10a1\ 0a20_40Y40Y50W50V70T90T90RA0PA0PC0NC0MD0MF0KF0IH0HH0\ HI0FK0DK0DM0CM0AN0AN09P07R05R05T04T02V02W01W00Y00Y00\ _00Y00_00<3>_00_00_00a00<10>b00b00b00b00d00<3>d20d20\ d20d40f40<2>f50f50f70f70h70h90<3>hA1hA1hC7jCD<2>jDYj\ DdjFkjFsjHzkKzkNzkNz<2>kDzkAw<3>k9wk9wm7wm7mk7dj5Wh5\ Nf5Hd5Id7If9KfAKhCMhDMkFNkHPmIPmKRoMRoNToPToRVoTVoVW\ oWWoYYq__qa_qbaqdaqfbqhbqjdqkdqmfqofqqhqshsujswkswks\ wmswmswoswoswqswqsysszsszuqzwszuszuuzsuzsuzs_z4az4az\ 4bz2dz2fz2fz1hz1jz1kz0kz0mz0oz0qz0qz0kz1 } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Fractal_Railyard { ; time=0:16:15.72, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.63524521216890230/+0.00000002556797498\ /1.095162e+009/1/90 params=1/1/-2.44949/2.44949/0/0 float=y maxiter=2500 bailout=25 inside=0 logmap=340 symmetry=none periodicity=10 colors=000hz2dz4az7Yu9VqAPkDMhFIbHF_KCUM9ON7KP7FR7FR\ 5DR5DR5DT5CT4CT4CV4AV4AV2AW2CW2IW1FY1IY1H_1H_0H_0Fa0\ Fa0Fa0Fb0Db0Db0Dd0Cd0Cd0Cf0Af0Ah0Ah09h09j09j09j07k07\ k07k05m05m05m04o04o04q04q02q02s02s01s01u01u00u00w00w\ 00w00u00s00q00q00o00m00m00k00j00j00h00f00d00d00b10a1\ 0a20_40Y40Y50W50V70T90T90RA0PA0PC0NC0MD0MF0KF0IH0HH0\ HI0FK0DK0DM0CM0AN0AN09P07R05R05T04T02V02W01W00Y00Y00\ _00Y00_00<3>_00_00_00a00<10>b00b00b00b00d00<3>d20d20\ d20d40f40<2>f50f50f70f70h70h90<3>hA1hA1hC7jCD<2>jDYj\ DdjFkjFsjHzkKzkNzkNz<2>kDzkAw<3>k9wk9wm7wm7mk7dj5Wh5\ Nf5Hd5Id7If9KfAKhCMhDMkFNkHPmIPmKRoMRoNToPToRVoTVoVW\ oWWoYYq__qa_qbaqdaqfbqhbqjdqkdqmfqofqqhqshsujswkswks\ wmswmswoswoswqswqsysszsszuqzwszuszuuzsuzsuzs_z4az4az\ 4bz2dz2fz2fz1hz1jz1kz0kz0mz0oz0qz0qz0kz1 } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Khemyst@aol.com Subject: (fractint) Re: Project idea Date: 15 Jan 2000 13:45:39 EST I am having trouble with ftp from http://members.xoom.com/Khemyst/index.htm Can't seem to download the file. Any one who would like the fractint.doc converted to help file format, email me privately (Khemyst@aol.com) and I'll forward. I haven't finished all the links yet, but all the pages are linked to the front table of contents. I hope to get all internal links done soon. I'm open to suggestions for additional keywords for each page as well. Another idea might be to do one with FAQ's... such as: "Everything you ever wanted to know about Fractint...but were afraid to ask...." Thanks Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 16-01-00 (Minibrot Nursery) (c) Date: 16 Jan 2000 01:48:05 -0500 (EST) FOTD -- January 16, 2000 Fractal enthusiasts and visionaries: Today's fractal reminds me of that well-known photo of the pillars of dust in a stellar nursery taken by the space telescope. But in this case it is not stars being born but Minibrots. And when Minibrots are born, it is in numbers infinitely greater than the number of stars in a stellar nursery. It is therefore only fitting that I named today's picture "Minibrot Nursery". The picture is a fairly convincing representation of a dark nebula which is a stellar nursery. The dark clouds are there with their silver linings. The picture even has those blobs of luminous gas, which I think are called Herbig-Haro objects, being ejected from several of the dark clouds. The formula that created the action is my workhorse MandelbrotMix4 calculating 0.1(Z^12.5)+Z+C. It is a combination which at first glance appears boring but as today's picture shows, upon careful trial, proves otherwise. The scene is colored in an unlikely green and purple palette -- two colors that wouldn't seem to blend. But having failed color theory, I didn't know the colors would clash, so I used them anyway. And the result isn't all that bad. The parameter file needs 2-1/2 minutes to finish on a Pentium. The download of the image from: or from: is even faster. The fractal weather, (Is there any other kind?), today was still cold, but with less sun and an absence of the biting wind of yesterday. The temperature of 35F (1.5C) was perfect for anything imaginable except for the cats, who spent the day sulking indoors. It was a great day also for painting the walls of a four- dimensional room, but our 4-D painter had other things to do today, and got no work done. If he finishes his job by tomorrow, I'll give a full report of his activity. My philosophizing was just as inefficient. Hopefully, I'll regain some of my lost efficiency shortly. But for tonight, it's getting late and I've got to find a suitably junky old sci-fi movie to watch. Until tomorrow, take care, and the best fractals are yet to come. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Minibrot_Nursery { ; time=0:02:35.33, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.387528889499869/+0.1144520299681295/4.\ 960929e+012/1/-160.003/0.004 params=0.1/12.5/1/1/0/0 float=y maxiter=1400 bailout=25 inside=0 logmap=46 symmetry=none periodicity=10 colors=000C6KHBKEAKCAKzwKCTbBAJKAPQAVZGbgGnsUyshhomV\ krIhw5cm7_d8VXA<3>DDG98Hmv_<3>qD`q2`gCMZM8IJE2GJ<3>_\ JdgJiiGd<3>q5L<3>vJcwMhxQlyTqzWu<3>PWdFW`6WX<3>PLFTI\ AYF6aD2<3>SZ5Qd6Oi7Mn7<3>6Ic2AkAAi<3>cAdjAcj8a<3>j1V\ j0UZGZOVc<3>LURKUNJUKIUHIUE<3>MP`NOfONlPMq<2>J0F<3>V\ l7Xx5ch6jT6pE6<3>WJK<3>bDOdCPeBQ<3>l6U<3>j3Uj2Ui2Ui1\ Ui1U<2>N7qM6kM5zM4zSbf<2>SkcSnbUod<4>_rmasobsp<3>guw\ UezGQz2Bz<2>6Gz<2>3ez<5>3Uz<4>3KzYTz<3>GgzCjzFkz<3>R\ ozTpzWqz<3>fuz<3>nozpnzrmzslz1uz<9>7Oz8Lz8Iz<3>A5zHC\ zOJz<9>SgzTizTlz<3>Uuz<3>JgzGczD`zBYzFWzIUzJnz<3>Abz } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Minibrot_Nursery { ; time=0:02:35.33, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.387528889499869/+0.1144520299681295/4.\ 960929e+012/1/-160.003/0.004 params=0.1/12.5/1/1/0/0 float=y maxiter=1400 bailout=25 inside=0 logmap=46 symmetry=none periodicity=10 colors=000C6KHBKEAKCAKzwKCTbBAJKAPQAVZGbgGnsUyshhomV\ krIhw5cm7_d8VXA<3>DDG98Hmv_<3>qD`q2`gCMZM8IJE2GJ<3>_\ JdgJiiGd<3>q5L<3>vJcwMhxQlyTqzWu<3>PWdFW`6WX<3>PLFTI\ AYF6aD2<3>SZ5Qd6Oi7Mn7<3>6Ic2AkAAi<3>cAdjAcj8a<3>j1V\ j0UZGZOVc<3>LURKUNJUKIUHIUE<3>MP`NOfONlPMq<2>J0F<3>V\ l7Xx5ch6jT6pE6<3>WJK<3>bDOdCPeBQ<3>l6U<3>j3Uj2Ui2Ui1\ Ui1U<2>N7qM6kM5zM4zSbf<2>SkcSnbUod<4>_rmasobsp<3>guw\ UezGQz2Bz<2>6Gz<2>3ez<5>3Uz<4>3KzYTz<3>GgzCjzFkz<3>R\ ozTpzWqz<3>fuz<3>nozpnzrmzslz1uz<9>7Oz8Lz8Iz<3>A5zHC\ zOJz<9>SgzTizTlz<3>Uuz<3>JgzGczD`zBYzFWzIUzJnz<3>Abz } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: lochfrass@friendfactory.com Subject: (fractint) Determining the M-Set Date: 16 Jan 2000 21:25:51 +0100 This is a multi-part message in MIME format. ------=_NextPart_000_004E_01BF6068.43C7DC20 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable Hello! I'm new in the fractal community and playing with all sorts of = parameters. =20 I know that FRACTINT stops the calculation of an orbit if |z|>2. I heard = that it is certain that a point is outside the M-Set if this happens. = Can anyone explain this to me? The iteration always starts with z=3D0, because it is the critical = point. There's a theorem that states that an orbit starting with this = point must converge to an attracting cycle if there is one. Is there a = simple proof for this theorem? ( If not, send me the difficult one :-) = ). Thank you, Thomas lochfrass@friendfactory.com ------=_NextPart_000_004E_01BF6068.43C7DC20 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable
Hello!
I'm new in the fractal community and = playing with=20 all sorts of parameters.
 
I know that FRACTINT stops the = calculation of an=20 orbit if |z|>2. I heard that it is certain that a point is outside = the M-Set=20 if this happens. Can anyone explain this to me?
 
The iteration always starts with z=3D0, = because it is=20 the critical point. There's a theorem that states that an orbit starting = with=20 this point must converge to an attracting cycle if there is one. Is = there a=20 simple proof for this theorem? ( If not, send me the difficult one :-)=20 ).
 
Thank you, Thomas
lochfrass@friendfactory.com
------=_NextPart_000_004E_01BF6068.43C7DC20-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "stuart marshall" Subject: Re: (fractint) Determining the M-Set Date: 17 Jan 2000 00:18:19 -0000 This is a multi-part message in MIME format. ------=_NextPart_000_0008_01BF6080.5B38E940 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable please put me on the list for the theorem or explanation - thanks e mail: stuart.marshall99@virgin.net Stuart Marshall Tel: (+44)0208 368 0206 http://freespace.virgin.net/stuart.marshall99 ----- Original Message -----=20 From: lochfrass@friendfactory.com=20 To: fractint@lists.xmission.com=20 Sent: Sunday, January 16, 2000 8:25 PM Subject: (fractint) Determining the M-Set Hello! I'm new in the fractal community and playing with all sorts of = parameters. =20 I know that FRACTINT stops the calculation of an orbit if |z|>2. I = heard that it is certain that a point is outside the M-Set if this = happens. Can anyone explain this to me? The iteration always starts with z=3D0, because it is the critical = point. There's a theorem that states that an orbit starting with this = point must converge to an attracting cycle if there is one. Is there a = simple proof for this theorem? ( If not, send me the difficult one :-) = ). Thank you, Thomas lochfrass@friendfactory.com ------=_NextPart_000_0008_01BF6080.5B38E940 Content-Type: text/html; charset="iso-8859-1" Content-Transfer-Encoding: quoted-printable
please put me on the list for the = theorem or=20 explanation - thanks
 
e mail: stuart.marshall99@virgin.net=
Stuart Marshall
Tel: (+44)0208 368 0206
http://freespace.v= irgin.net/stuart.marshall99
----- Original Message -----
From:=20 lochfrass@friendfactory.com =
To: fractint@lists.xmission.com =
Sent: Sunday, January 16, 2000 = 8:25=20 PM
Subject: (fractint) Determining = the=20 M-Set

Hello!
I'm new in the fractal community and = playing with=20 all sorts of parameters.
 
I know that FRACTINT stops the = calculation of an=20 orbit if |z|>2. I heard that it is certain that a point is outside = the=20 M-Set if this happens. Can anyone explain this to me?
 
The iteration always starts with = z=3D0, because it=20 is the critical point. There's a theorem that states that an orbit = starting=20 with this point must converge to an attracting cycle if there is one. = Is there=20 a simple proof for this theorem? ( If not, send me the difficult one = :-)=20 ).
 
Thank you, Thomas
lochfrass@friendfactory.com
------=_NextPart_000_0008_01BF6080.5B38E940-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 17-01-00 (Around and Around) (c) Date: 17 Jan 2000 00:41:23 -0500 (EST) FOTD -- January 17, 2000 Fractal enthusiasts and visionaries: Aren't Minibrot Midgets fun? Today's fractal is a picture of a midget surrounded by a gaudy spiral, rather too fancy in places, but still interesting to look at. The formula responsible for the action is my MandelbrotMix4, which automatically initializes Z to a critical point of the formula. The scene is part of the fractal that results when the formula Z-0.8(Z^1.5)+C is iterated, and the resulting fractal examined in one of its more remote spirals. I named the picture "Around and Around" when I got a bit dizzy watching the colors cycle. (Of course, some would say I'm always a bit dizzy.) :-) The parameter file renders in exactly six minutes on my P200. (At least it did one time.) This is the first fractal I have seen that had such a precise draw time. Curiously enough, when I ran the same fractal a second time, the draw time was 0:05:59.86 -- about 1/8 of a second faster, and a third run gave 0:05:59.90. So for all purposes the parameter file renders in six minutes -- slow enough to make a download of the image from: or from: worth the effort. The fractal weather was perfect today, with a temperature of 60F (15.5C) that lured the fractal cats onto the porch. Tonight however it's turning much colder, as evidenced by the 26.6F (-3.0C) reading on the digital fractal thermometer. The philosophy got nowhere today. My excuse is that I was just not in the mood to write philosophy. But the backlog is building, and in a few days will break loose with a vengeance. Regardless of my philosophical mood, however, I'm always in the mood for a fractal search. The results of my next search will appear as tomorrow's FOTD. Until then, take care, and no matter where you go you can't escape fractals. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Around_and_Around { ; time=0:06:00.00, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.56240521994830900/+1.54489410077084500\ /6.967642e+010/1/-42.5 params=-0.8/1.5/1/1/0/1000 float=y maxiter=1800 bailout=25 inside=0 logmap=112 symmetry=none periodicity=10 colors=000MBg<3>PEkQFkRGj<3>VKfWLeXMdYNeZOe`Ufa_fcdg\ dkgeqghutmzzzzzTHAYIA_JA_KAULAKMADNACOACWUCcTBmgBtoB\ zzK68UDA<2>hWFmaHriJzoKzrMzrNwrOrmPmjQhhRcdS_cT<3>KO\ aNOYPNUSMQ<2>ZQFaLLdHQgAWjU`zaOzhNzcNwZN<2>UZNEZN8ZN\ <3>HZaJZeLZiNZl<3>nKmmHmWLi7Oe<2>gEEiB5hKKTSQk1B<3>W\ OGSTHOZIKcJNgTQjbVnV_qO<3>fsFhsDisB<3>ZcTW_YUWaRSfPP\ j<3>9Jt5Iw2Hy<3>B7rD4pF2nH0mDgM<2>W`f<4>RjIQlD<3>RqH\ RrIRsJRtKRuLPwHNyD<3>Ei9Bf89b7<2>3S5<8>H_EJ_FK`G<3>Q\ cJy_C<7>zPAzOAzN9<3>zI9<5>mZZkacidg<3>aox<6>ntzpuzqv\ z<3>xxzvyw<3>oznnzklzikzg_zUPzH<2>ezG<6>JzXGzZCz`<3>\ 0zi<2>Aza<4>EzVnzdlzejzf } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Around_and_Around { ; time=0:06:00.00, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.56240521994830900/+1.54489410077084500\ /6.967642e+010/1/-42.5 params=-0.8/1.5/1/1/0/1000 float=y maxiter=1800 bailout=25 inside=0 logmap=112 symmetry=none periodicity=10 colors=000MBg<3>PEkQFkRGj<3>VKfWLeXMdYNeZOe`Ufa_fcdg\ dkgeqghutmzzzzzTHAYIA_JA_KAULAKMADNACOACWUCcTBmgBtoB\ zzK68UDA<2>hWFmaHriJzoKzrMzrNwrOrmPmjQhhRcdS_cT<3>KO\ aNOYPNUSMQ<2>ZQFaLLdHQgAWjU`zaOzhNzcNwZN<2>UZNEZN8ZN\ <3>HZaJZeLZiNZl<3>nKmmHmWLi7Oe<2>gEEiB5hKKTSQk1B<3>W\ OGSTHOZIKcJNgTQjbVnV_qO<3>fsFhsDisB<3>ZcTW_YUWaRSfPP\ j<3>9Jt5Iw2Hy<3>B7rD4pF2nH0mDgM<2>W`f<4>RjIQlD<3>RqH\ RrIRsJRtKRuLPwHNyD<3>Ei9Bf89b7<2>3S5<8>H_EJ_FK`G<3>Q\ cJy_C<7>zPAzOAzN9<3>zI9<5>mZZkacidg<3>aox<6>ntzpuzqv\ z<3>xxzvyw<3>oznnzklzikzg_zUPzH<2>ezG<6>JzXGzZCz`<3>\ 0zi<2>Aza<4>EzVnzdlzejzf } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Phil McRevis Subject: Re: (fractint) Determining the M-Set Date: 17 Jan 2000 09:56:52 -0700 First, please turn off your HTML mail setting. The fractint mailing list specifically requests that you post in plain text and not use attachments. In article <005101bf605f$e56319e0$b0fa343e@thomaspe>, lochfrass@friendfactory.com writes: > I know that FRACTINT stops the calculation of an orbit if |z|>2. I heard = > that it is certain that a point is outside the M-Set if this happens. = > Can anyone explain this to me? The M set is defined as the set of points for which the iterated sequence remains bounded. M is computed from the sequence znew = zold^2 + c Once the magnitude of zold becomes greater than 2, this sequence will diverge to infinity. -- Legalize Adulthood! ``Ain't it funny that they all fire the pistol, at the wrong end of the race?''--PDBT legalize@xmission.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 18-01-00 (Bits and Pieces) (c) Date: 18 Jan 2000 01:09:47 -0500 (EST) FOTD -- January 18, 2000 Fractal enthusiasts and visionaries: I named today's fractal "Bits and Pieces". I gave it this name because of the disconnected bits and pieces of fractal stuff scattered throughout the area. These broken-off pieces are there because the parent fractal is not totally connected. The Mandelbrot set is connected. That is it has no parts that are disconnected from its main body. Every midget is connected to the main bay or one of the buds by an infinitely thin filament of trapped points. But not all fractals are connected in such a manner. The parent fractal of today's image is not connected. It contains islands of fractal material cut off from the main body. In fact, it has no main body, appearing instead as several large areas of fractal chaos filled with scattered small quadratic M-sets of various distorted shapes and sizes. Around the larger chaotic areas lie smaller disconnected areas of chaos filled with tiny M-sets. Since these midget M-sets lie in cut-off patches of chaos, the patterns around the midgets are also filled with cut-off bits and pieces of fractal stuff. Today's picture shows one of these midgets. I have colored the little fellow to emphasize the disconnected nature of the features. The coloring alone determines the pattern, as can be shown by rotating the colors a few steps in either direction. I rate this image about a six on my personal 0-to-10 quality scale. The parameter file renders in 2 minutes on an average Pentium. The JPEG image file is also available from: and from: The fractal weather today was sunny but hugely cold -- perfect weather for hunting fractals. The temperature of 17F (-8C) was far far too cold for the cats to step outdoors. They passed the day chasing the moving patches of sunlight or stretched out before a radiator. It was also a perfect day for organizing my pompous philosophi- cal ponderings, which are coming together under the theme of the three ways of obtaining knowledge. In a few days the ponderings will be made public -- stay posted. Oh my -- I see it's time to shut down the fractal shop, feed the fractal cats, and call it a night. Until next time, take care, and if your fractal becomes disconnected, it might not be all that bad. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Bits_and_Pieces { ; time=0:02:10.72, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-3.74526689211778600/-3.02147577593595700\ /6.83767e+007/1/57.5 params=0.333/2/-2/-2/0/0 float=y maxiter=500 bailout=25 inside=0 logmap=27 symmetry=none periodicity=10 colors=000WGJ<3>CD9<3>6SZ5Kd4Pj<2>Tcpahrkovrvzzzz000\ mml<3>QQQKKKDDD666WRBGDc5Uz4cz37b<3>017jSy<4>UJcRH_N\ FWKESHCNDAJ<3>436213zaOwVKmPGcJCZC8764gYO<3>EB8754C9\ 1<3>53032A11KAmP6jS<3>3Qc2Kf2Fi1Ab05e`qh<2>9DqmWtjTw\ VJzF9zg1z<3>Q0zM0zH0z<2>40z6Qz4Hz28z9iz6Uz3Fz7kz<7>3\ Mz2Jz2Gz<3>03zuPz<3>TCzL9zE6z73ziVz<3>FAz75zJoz<3>Da\ zCYzBVzAPz8Lz<3>3Pz2Qz1RzqSz<3>RWzKXzDYz6Zzv_z<4>9dz\ SezLfzEgz7hz2iz<2>0lz7mz<5>3sz3tz2uz<3>0yzZzn<5>IzRG\ zNDzJ<3>2z3ZzY<3>LzKHzHEzD<2>3z3fzX<2>Az8Mzc7zF<2>1z\ 3czD<3>Hz5Bz35z1zzC<3>Zz6Sz5Lz4Ez27z1CznKzu<3>6zJ3z9\ Lzk<5>BzP9zM8zI<3>1z36zG5zE4zC } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Bits_and_Pieces { ; time=0:02:10.72, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-3.74526689211778600/-3.02147577593595700\ /6.83767e+007/1/57.5 params=0.333/2/-2/-2/0/0 float=y maxiter=500 bailout=25 inside=0 logmap=27 symmetry=none periodicity=10 colors=000WGJ<3>CD9<3>6SZ5Kd4Pj<2>Tcpahrkovrvzzzz000\ mml<3>QQQKKKDDD666WRBGDc5Uz4cz37b<3>017jSy<4>UJcRH_N\ FWKESHCNDAJ<3>436213zaOwVKmPGcJCZC8764gYO<3>EB8754C9\ 1<3>53032A11KAmP6jS<3>3Qc2Kf2Fi1Ab05e`qh<2>9DqmWtjTw\ VJzF9zg1z<3>Q0zM0zH0z<2>40z6Qz4Hz28z9iz6Uz3Fz7kz<7>3\ Mz2Jz2Gz<3>03zuPz<3>TCzL9zE6z73ziVz<3>FAz75zJoz<3>Da\ zCYzBVzAPz8Lz<3>3Pz2Qz1RzqSz<3>RWzKXzDYz6Zzv_z<4>9dz\ SezLfzEgz7hz2iz<2>0lz7mz<5>3sz3tz2uz<3>0yzZzn<5>IzRG\ zNDzJ<3>2z3ZzY<3>LzKHzHEzD<2>3z3fzX<2>Az8Mzc7zF<2>1z\ 3czD<3>Hz5Bz35z1zzC<3>Zz6Sz5Lz4Ez27z1CznKzu<3>6zJ3z9\ Lzk<5>BzP9zM8zI<3>1z36zG5zE4zC } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Rupert Millard" Subject: Re: (fractint) Colour Map Recognition, I've writen a program Date: 18 Jan 2000 08:42:31 GMT Hello all, You can download my compressed duplicate colour map program at: http://www.geocities.com/kangarupert/page10.html Unfortunatley it says some maps are the same when they are not, check them carefully in Fractint before you delete them. I will improve the program when I have time so that double-checking will not be neccesary. I have written this with best intentoins at heart and I accept no responsibility if something goes wrong. From, Rupert ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 19-01-00 (Schmidget Midget) (c) Date: 19 Jan 2000 01:31:45 -0500 (EST) FOTD -- January 19, 2000 Fractal enthusiasts and visionaries: When I saw today's midget, I said to myself, "midget schmidget, that's no midget. It's just an open area that will fill in when a higher maxiter is used." Almost as a joke, I raised the maxiter to 500,000 and recalculated the picture. But the midget did not vanish. That is when I decided on the name: "Schmidget Midget". The midget is a true midget of order 1.2 or something like that. Actually, the formula is -(Z^1.2)-1.23*(Z^1.234)+C, an obviously whimsical arrangement. As is the case with many midgets of such a low order, the midget in today's picture is surrounded by strangely decorative fractal objects, all divided and sub-div- ided to infinity. There is a smaller sub-midget near the south shore of today's midget, which I will investigate first thing tomorrow. The fractal weather was cloudy and very cold again today. A few flakes of snow drifted down during the afternoon, but did not accumulate on the ground. The temperature of 20F (-6.5C) was perfect for snowmaking on the area ski-resorts. Right now, it's getting late and the cats are getting hungry. It's time to shut down the Fractal shoppe until tomorrow, and call it a night. Until next time, take care, and the parameter file is slow. Don't forget to download the image from: or from: My philosophy foundered once again today. As always, I'll try again tomorrow. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Schmidget_Midget { ; time=0:28:29.00, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident center-mag=+0.05528421807509840/+0.21748697569581040\ /259.4338/1/32.5 params=-1/1.2/-1.23/1.234/-0.4/0 float=y maxiter=500000 bailout=25 inside=0 logmap=49 symmetry=none periodicity=10 colors=000fABlB8<17>Z7CY6DY6DX6DW6DV6DV5FU5HR6JP9LND\ NLFP<2>0gu<24>1JI1IG1HF<3>1E9<3>CQ9ES9HV9JYAM`FObK<3\ >igcnhhsjmrjrrjwrjzqjw<3>pejpcgpbdp`a<2>oWaoS`<2>nL`\ <3>mU_mW_mYZm_ZmaZ<5>lhYliXljX<4>kmWknWknV<3>kpVlqWn\ qWorXqsYruY<3>pyZpzZpzZ<17>kzajzajza<2>izaizagz`<3>l\ zdmzenzf<2>qzhozi<4>nzinzjnzjmzjmzjmzj<12>hzlhzmgzm<\ 2>fzmfzmgzn<6>`zg_zfZze<3>VzaRzb<3>_zXazWczVezTgzSiz\ RjzR<13>lzElzDlzD<3>lz91zY<2>0z_<5>`zF } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Schmidget_Midget { ; time=0:28:29.00, SF5 on p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident center-mag=+0.05528421807509840/+0.21748697569581040\ /259.4338/1/32.5 params=-1/1.2/-1.23/1.234/-0.4/0 float=y maxiter=500000 bailout=25 inside=0 logmap=49 symmetry=none periodicity=10 colors=000fABlB8<17>Z7CY6DY6DX6DW6DV6DV5FU5HR6JP9LND\ NLFP<2>0gu<24>1JI1IG1HF<3>1E9<3>CQ9ES9HV9JYAM`FObK<3\ >igcnhhsjmrjrrjwrjzqjw<3>pejpcgpbdp`a<2>oWaoS`<2>nL`\ <3>mU_mW_mYZm_ZmaZ<5>lhYliXljX<4>kmWknWknV<3>kpVlqWn\ qWorXqsYruY<3>pyZpzZpzZ<17>kzajzajza<2>izaizagz`<3>l\ zdmzenzf<2>qzhozi<4>nzinzjnzjmzjmzjmzj<12>hzlhzmgzm<\ 2>fzmfzmgzn<6>`zg_zfZze<3>VzaRzb<3>_zXazWczVezTgzSiz\ RjzR<13>lzElzDlzD<3>lz91zY<2>0z_<5>`zF } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Tony \(Anthony\) Hanmer" Subject: Re: (fractint) Colour Map Recognition, I've writen a program Date: 19 Jan 2000 15:00:56 GET Many thanks, Rupert, for developing this programme! Most gratifying. I'm currently rather a pauper as far as free computer access goes, but in a while I hope for this to change, and to be able to investigate what you've produced. Rest assured that it will be very useful. Thanks again, Tony Hanmer ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Stephanie Dunne Subject: RE: (fractint) Colour Map Recognition, I've writen a program Date: 19 Jan 2000 11:41:51 -0000 Hi, Can I get a copy of that colour map recognition program please? Stephanie Dunne Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Severino Fernandez Subject: (fractint) change detection using multifractal analysis Date: 19 Jan 2000 17:19:07 +-100 I am very interested in automated change detection on images, = particularly in small area changes in remote sensing images, such as caused by changes in structures, new = buildings, new roads, etc. I have read the paper on change detection in images using multifractal = analysis written by Cristophe Canus and Jacques Levy Vehel and their = approach seemed extremely innovative and with a great potential. I tried to implement it using the large deviation spectrum, estimating = it with the simple histogram technique that Dr. Levy Vehel mentions in = some other of his papers, and using dyadic partitions of my sample = images, but the spectra I get are very discountinuous, due to the = non-overlapping of the capacity measures computed at the different = partitions. In fact, they do not resemble at all the spectra that Dr = Canus and Dr Levy Vehel present in their paper. I assume that I am wrongly interpreting the technique or that the method = for spectrum estimation I am using is not the appropiate one. If somebody has made any experience on this particular subject, I think = I need advice or any hint on multifractal spectrum estimation algorithms = publications, web pages or free software. Thank you all in advance Severino Fernandez Instituto Nacional de Tecnica Aeroespacial Division de Ciencias del Espacio Departamento de Teledeteccion Carretera de Ajalvir, Km 4 28850 Torrejon de Ardoz Spain Tel +34 91 677 41 30 +34 91 677 41 90 +34 91 305 16 52 Fax +34 91 677 46 46 Email severinofer@recol.es Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RParracho@aol.com Subject: Re: (fractint) Colour Map Recognition, dos help Date: 19 Jan 2000 18:38:02 EST i was wondering if anyone remembers the dos pipe or redirect so the output of this great little utility can go to a text file or diectly to the printer? Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: comdotatdotcom@csi.com Subject: RE: Re: (fractint) Colour Map Recognition, dos help Date: 20 Jan 2000 0:31 0000 Hi, >i was wondering if anyone remembers the dos pipe or redirect so the >output of >this great little utility can go to a text file or diectly to the printer? That'll be the > sign like this: widget > out.txt where widget is the name of the utility, to print it try: widget > prn: or: widget > lpt1: Cheers, Robin. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RParracho@aol.com Subject: Re: (fractint) Colour Map Recognition, dos help Date: 19 Jan 2000 21:26:45 EST i tried the ">" redirect and it still went to console...am i just doing this wrong? c:\fractint\map>multimap > dupes.txt it didn't redirect to my printer either. can you or anyone else do it successfully? Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Harry Bissell Subject: Re: (fractint) Colour Map Recognition, dos help Date: 19 Jan 2000 22:22:19 -0500 I think you have to use copy C:\xxxxxxxx >prn or lpt1 etc... :^) Harry RParracho@aol.com wrote: > i tried the ">" redirect and it still went to console...am i just doing this > wrong? > > c:\fractint\map>multimap > dupes.txt > > it didn't redirect to my printer either. can you or anyone else do it > successfully? > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 20-01-00 (Cyclogenesis) (c) Date: 20 Jan 2000 00:39:00 -0500 (EST) FOTD -- January 20, 2000 Fractal enthusiasts and visionaries: Here in Fractal land everyone is preparing for the big one -- the blizzard of 2000, which is due to strike Thursday and drop as much as 6 inches on the area. Of course in these parts an inch of snow is almost a blizzard, so 6 inches must be considered a storm of biblical proportions. The incredible thing is that the storm which is due to drop all that snow does not yet exist. It is expected to develop Thursday morning just off the coast. Since the development of a cyclonic storm is known as Cyclogenesis, and today's fractal is twisted into spiral bands, I named the picture "Cyclogenesis". Yes, I realize that the central midget is turning in the wrong direction for a cyclone in the Northern Hemisphere, but maybe the scene is in the Southern Hemisphere. The formula behind the cyclone is my MandelbrotMix4, with some significant irrational numbers randomly fed into it. And yes, I am guilty of a bit of post-processing in a graphic program. The parameter file, if you choose to run it, is a slow one, requiring 41 minutes on a Pentium 200mhz. The JPEG'd image file can be downloaded in only a minute or two from: or from: The fractal weather today was bearable, with partly cloudy skies and an afternoon temperature of 32F (0C), which was milder than yesterday, but still too cold for fractal cats to venture out of doors. A few days ago I left Mr. Percy Smedley standing in the middle of his four-dimensional room contemplating the job before him of painting the six walls. Lest there be fear that I have abandoned Mr. Smedley, let me assure you that I have not forgotten him. I have merely been too busy to properly describe his task as he covers, or rather fills, the six surface-volumes of the six walls with paint. (Actually, I'm not sure how I manage to fit all the things I do into a day with only 24 hours.) I hope to return to Mr. Smedley tomorrow. And if the snow develops as predicted, things will grind to a halt, giving me plenty of time to clear the driveway and return to our intrepid painter. Until that glorious moment arrives, take care, and the philosophy *will* return, but Smedley comes first. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Cyclogenesis { ; time=0:41:22.64, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-0.23418923607130600/+0.42864036781657180\ /1.288888e+011/1/90 params=2.71828182845905/3.14159265358979/1.414213562\ 38/0.70710706/0/0 float=y maxiter=6000 bailout=25 inside=0 logmap=-614 symmetry=none periodicity=10 colors=000E0eE0e<3>L0mN0oP0qR0s<2>X6xZ8z`AzZCxVEuNGm\ HHdAJX2LN0NG0P60P00T20V40X80ZA0bC0dG0eH0gJ2iN6mP8oTA\ qVCsXEu`HxbJzdLzgNziPzmTzoVzqXzuZzv`zxezsizmqogxkbzg\ ZzbTz`NzVHzPCzJ8X8kZ6z<2>Z6zZ6z`6z`6z`4z`4z`4z`4zb4z\ b4vb4Ab4Ab2Ab2ed2gd2id2id2kd2md2mb6q`8sZAuXEvVGxTHzR\ JzPNzNPzLRzJTzHXz<2>CbzGdzJezNgzPixTkuXmq`okbqgesdiu\ `mvVoxRszNvzHzzEzzAzz4zz0zz0zz0zzHzzezzdzzdzzbzzbzz`\ zz`zzZzzZzzXzzXxzVvzVuzTuzTqzNmzJkzGgzCdz8bz4Zz0Vz0T\ z0Pz0Nz0Lz0Lz0Lz0Jz0Jz0Jz0Hz0Hz0Hz0Gz2Gz4Gz6Gz6Hz6Jz\ 4Lz4Nz2Pz2Rz0Tz0Vz0Xz0`z0PzAVzAzz6zz0<4>zz0zz0zz0zz0\ zz2zz6vzAuzCqzGozHkzLizPezRdzV`zZZz`VzdTzeZz`bzVezRi\ zLmzHszCvz6zz2zz0zz0zz0xz4uz8qzEmzHgzNdzR`zX<2>PziRz\ kRzkRzkRzmRzmRzmRzmTzoTzoTzoTzoTzqTzqTzqTzqVzsVzsVzu\ <3>VzvVzvVzxVzxVzz<3>VzzVzzTzzTzzRzzRzzRzzPzzPzz0zX0\ zZ0zb4ze } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Cyclogenesis { ; time=0:41:22.64, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-0.23418923607130600/+0.42864036781657180\ /1.288888e+011/1/90 params=2.71828182845905/3.14159265358979/1.414213562\ 38/0.70710706/0/0 float=y maxiter=6000 bailout=25 inside=0 logmap=-614 symmetry=none periodicity=10 colors=000E0eE0e<3>L0mN0oP0qR0s<2>X6xZ8z`AzZCxVEuNGm\ HHdAJX2LN0NG0P60P00T20V40X80ZA0bC0dG0eH0gJ2iN6mP8oTA\ qVCsXEu`HxbJzdLzgNziPzmTzoVzqXzuZzv`zxezsizmqogxkbzg\ ZzbTz`NzVHzPCzJ8X8kZ6z<2>Z6zZ6z`6z`6z`4z`4z`4z`4zb4z\ b4vb4Ab4Ab2Ab2ed2gd2id2id2kd2md2mb6q`8sZAuXEvVGxTHzR\ JzPNzNPzLRzJTzHXz<2>CbzGdzJezNgzPixTkuXmq`okbqgesdiu\ `mvVoxRszNvzHzzEzzAzz4zz0zz0zz0zzHzzezzdzzdzzbzzbzz`\ zz`zzZzzZzzXzzXxzVvzVuzTuzTqzNmzJkzGgzCdz8bz4Zz0Vz0T\ z0Pz0Nz0Lz0Lz0Lz0Jz0Jz0Jz0Hz0Hz0Hz0Gz2Gz4Gz6Gz6Hz6Jz\ 4Lz4Nz2Pz2Rz0Tz0Vz0Xz0`z0PzAVzAzz6zz0<4>zz0zz0zz0zz0\ zz2zz6vzAuzCqzGozHkzLizPezRdzV`zZZz`VzdTzeZz`bzVezRi\ zLmzHszCvz6zz2zz0zz0zz0xz4uz8qzEmzHgzNdzR`zX<2>PziRz\ kRzkRzkRzmRzmRzmRzmTzoTzoTzoTzoTzqTzqTzqTzqVzsVzsVzu\ <3>VzvVzvVzxVzxVzz<3>VzzVzzTzzTzzRzzRzzRzzPzzPzz0zX0\ zZ0zb4ze } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) GregsBrn.frm -- Barnsley-Style Formulas... Date: 20 Jan 2000 14:19:59 -0800 Here are some formulas in the same vein as the GregsMan formulas posted earlier... File GregsBrn.frm =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D GregsBarnsleyC2E {; =A92000 Greg McClure -- Dual func with even = constants ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D = standard Barnsley z =3D p1 + Pixel: ip =3D imag(p3) IF(IP<0) ip =3D abs(ip)-1 z =3D z + p1 ENDIF IF(real(z)>=3D0) z=3D(fn1(z)-p2)*Pixel ELSE z=3D(fn2(z)+p2)*Pixel ENDIF, IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsleyC2P {; =A92000 Greg McClure -- Dual func with pos constant ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D = standard Barnsley z =3D p1 + Pixel: ip =3D imag(p3) IF(IP<0) ip =3D abs(ip)-1 z =3D z + p1 ENDIF IF(real(z)>=3D0) z=3D(fn1(z)-p2)*Pixel ELSE z=3D(fn2(z)+1)*Pixel ENDIF, IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsleyC2N {; =A92000 Greg McClure -- Dual func with neg constant ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D = standard Barnsley z =3D p1 + Pixel: ip =3D imag(p3) IF(IP<0) ip =3D abs(ip)-1 z =3D z + p1 ENDIF IF(real(z)>=3D0) z=3D(fn1(z)-1)*Pixel ELSE z=3D(fn2(z)+p2)*Pixel ENDIF, IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsleyM2E {; =A92000 Greg McClure -- Dual func with even mult ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D = standard Barnsley z =3D p1 + Pixel: ip =3D imag(p3) IF(IP<0) ip =3D abs(ip)-1 z =3D z + p1 ENDIF IF(real(z)>=3D0) z=3Dp2*(fn1(z)-1)*Pixel ELSE z=3Dp2*(fn2(z)+1)*Pixel ENDIF, IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsleyM2P {; =A92000 Greg McClure -- Dual func with pos mult ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D = standard Barnsley z =3D p1 + Pixel: ip =3D imag(p3) IF(IP<0) ip =3D abs(ip)-1 z =3D z + p1 ENDIF IF(real(z)>=3D0) z=3Dp2*(fn1(z)-1)*Pixel ELSE z=3D(fn2(z)+1)*Pixel ENDIF, IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsleyM2N {; =A92000 Greg McClure -- Dual func with neg mult ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p1 =3D 0/0, p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D = standard Barnsley z =3D p1 + Pixel: ip =3D imag(p3) IF(IP<0) ip =3D abs(ip)-1 z =3D z + p1 ENDIF IF(real(z)>=3D0) z=3D(fn1(z)-1)*Pixel ELSE z=3Dp2*(fn2(z)+1)*Pixel ENDIF, IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsJulC2E {; =A92000 Greg McClure -- Dual func with even = constants ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D standard Barns = Julia f/p1 z =3D Pixel: IF(real(z)>=3D0) z=3D(fn1(z)-p2)*p1 ELSE z=3D(fn2(z)+p2)*p1 ENDIF, ip =3D imag(p3) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsJulC2P {; =A92000 Greg McClure -- Dual func with pos constant ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D standard Barns = Julia f/p1 z =3D Pixel: IF(real(z)>=3D0) z=3D(fn1(z)-p2)*p1 ELSE z=3D(fn2(z)+1)*p1 ENDIF, ip =3D imag(p3) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsJulC2N {; =A92000 Greg McClure -- Dual func with neg constant ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D standard Barns = Julia f/p1 z =3D Pixel: IF(real(z)>=3D0) z=3D(fn1(z)-1)*p1 ELSE z=3D(fn2(z)+p2)*p1 ENDIF, ip =3D imag(p3) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsJulM2E {; =A92000 Greg McClure -- Dual func with even mult ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D standard Barns = Julia f/p1 z =3D Pixel: IF(real(z)>=3D0) z=3Dp2*(fn1(z)-1)*p1 ELSE z=3Dp2*(fn2(z)+1)*p1 ENDIF, ip =3D imag(p3) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsJulM2P {; =A92000 Greg McClure -- Dual func with pos mult ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D standard Barns = Julia f/p1 z =3D Pixel: IF(real(z)>=3D0) z=3Dp2*(fn1(z)-1)*p1 ELSE z=3D(fn2(z)+1)*p1 ENDIF, ip =3D imag(p3) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsBarnsJulM2N {; =A92000 Greg McClure -- Dual func with neg mult ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; imag(p3) =3D type =3D 0/MOD, 1/REAL, 2/IMAG, 3/OR, 4/AND, 5/MANH, = 6/MANR ; p2 =3D 1/0, p3 =3D 2/0, fn1/fn2 =3D ident/ident =3D standard Barns = Julia f/p1 z =3D Pixel: IF(real(z)>=3D0) z=3D(fn1(z)-1)*p1 ELSE z=3Dp2*(fn2(z)+1)*p1 ENDIF, ip =3D imag(p3) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D real(z) ELSEIF(ip<2.1) ct =3D imag(z) ELSEIF((ip<3.1) && (|rz|>|iz|)) ct =3D real(z) ELSEIF((ip<3.1) && (|rz|<=3D|iz|)) ct =3D imag(z) ELSEIF((ip<4.1) && (|rz|<|iz|)) ct =3D real(z) ELSEIF((ip<4.1) && (|rz|>=3D|iz|)) ct =3D imag(z) ELSEIF(ip<5.1) ct =3D (abs(real(z)) + abs(imag(z))) ELSEIF(ip<6.1) ct =3D (real(z) + imag(z)) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D The Kwisatz Haderach, =DF Gregory J. McClure Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Gregory McClure Subject: (fractint) GregsHyp.frm -- HyperComplex Formulas... Date: 20 Jan 2000 14:17:18 -0800 Here are some formulas in the same vein as the GregsMan formulas posted earlier... File GregsHyp.frm =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D GregsMandelHM1 {; =A92000 Greg McClure -- HyperMandel (Type ++--) ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; z(0) =3D (xP1+xPixel,yP1+yPixel,xP2,yP2) ; z(n) =3D f[z(n-1)] + (xPixel,yPixel,xP2,yP2) ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D p1 + Pixel, z2 =3D p2, z =3D 0: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = Pixel z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p2 z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelHM2 {; =A92000 Greg McClure -- HyperMandel (Type --++) ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; z(0) =3D (xP2,yP2,xP1+xPixel,yP1+yPixel) ; z(n) =3D f[z(n-1)] + (xP2,yP2,xPixel,yPixel) ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D p2, z2 =3D p1 + Pixel, z =3D 0: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p2 z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = Pixel z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelHMA(XAXIS) {; =A92000 Greg McClure -- HyperMandel (Type = ++--) ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; z(0) =3D (xP1+xPixel,yP1+yPixel,xP2,yP2) \ FORCED SYMMETRY ; z(n) =3D f[z(n-1)] + (xPixel,yPixel,xP2,yP2) / ON X-AXIS ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D p1 + Pixel, z2 =3D p2, z =3D 0: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = Pixel z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p2 z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsMandelHMB(XAXIS) {; =A92000 Greg McClure -- HyperMandel (Type = --++) ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; z(0) =3D (xP2,yP2,xP1+xPixel,yP1+yPixel) \ FORCED SYMMETRY ; z(n) =3D f[z(n-1)] + (xP2,yP2,xPixel,yPixel) / ON X-AXIS ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D p2, z2 =3D p1 + Pixel, z =3D 0: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p2 z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = Pixel z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaHM1 {; =A92000 Greg McClure -- HyperJulia (Type ++00) ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; z(-1) =3D (xPixel,yPixel,0,0) ; z(n) =3D f[z(n-1)] + (xP1,yP1,xP2,yP2) ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D Pixel, z2 =3D 0, z =3D 0, f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)), f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)), f1 =3D fn1(f1), f2 =3D fn2(f2), z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p1, z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p2: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p1 z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p2 z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaHM2 {; =A92000 Greg McClure -- HyperJulia (Type 00++) ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; z(-1) =3D (0,0,xPixel,yPixel) ; z(n) =3D f[z(n-1)] + (xP2,yP2,xP1,yP1) ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D 0, z2 =3D Pixel, z =3D 0, f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)), f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)), f1 =3D fn1(f1), f2 =3D fn2(f2), z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p2, z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p1: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p2 z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p1 z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaHMA(ORIGIN) {; =A92000 Greg McClure -- HyperJulia (Type ++00) ; p1 =3D point, p2 =3D multiplier, p3 =3D cutoff/type ; z(-1) =3D (xPixel,yPixel,0,0) \ FORCED SYMMETRY ; z(n) =3D f[z(n-1)] + (xP1,yP2,xP2,yP2) / AT ORIGIN ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D Pixel, z2 =3D 0, z =3D 0, f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)), f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)), f1 =3D fn1(f1), f2 =3D fn2(f2), z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p1, z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p2: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p1 z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p2 z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } GregsJuliaHMB(ORIGIN) {; =A92000 Greg McClure -- HyperJulia (Type 00++) ; p1 =3D offset, p2 =3D multiplier, p3 =3D cutoff/type ; z(-1) =3D (0,0,xPixel,yPixel) \ FORCED SYMMETRY ; z(n) =3D f[z(n-1)] + (xP2,yP2,xP1,yP1) / AT ORIGIN ; imag(p3) =3D type =3D 0/MOD, 1/MODRI, 2/MODJK, 3/REAL, 4/IMAG, ; =3D 5/JMAG, 6/KMAG, 7/OR, 8/AND, 9/MANH, 10/MANR z1 =3D real(Pixel), z2 =3D (0,1) * imag(Pixel), z =3D 0, f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)), f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)), f1 =3D fn1(f1), f2 =3D fn2(f2), z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p2, z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p1: f1 =3D real(z1) - imag(z2) + (0,1) * (imag(z1) + real(z2)) f2 =3D real(z1) + imag(z2) + (0,1) * (imag(z1) - real(z2)) f1 =3D fn1(f1) f2 =3D fn2(f2) z1 =3D (real(f1) + real(f2) + (0,1) * (imag(f1) + imag(f2))) / 2 + = p2 z2 =3D (imag(f1) - imag(f2) + (0,1) * (real(f2) - real(f1))) / 2 + = p1 z =3D sqrt(|z1| + |z2|) ip =3D imag(p3) rz =3D real(z1) iz =3D imag(z1) jz =3D real(z2) kz =3D imag(z2) IF(ip<0.1) ct =3D z ELSEIF(ip<1.1) ct =3D z1 ELSEIF(ip<2.1) ct =3D z2 ELSEIF(ip<3.1) ct =3D rz ELSEIF(ip<4.1) ct =3D iz ELSEIF(ip<5.1) ct =3D jz ELSEIF(ip<6.1) ct =3D kz ELSEIF((ip<7.1) && (|rz|>=3D|iz|) && (|rz|>=3D|jz|) && = (|rz|>=3D|kz|)) ct =3D rz ELSEIF((ip<7.1) && (|iz|>=3D|rz|) && (|iz|>=3D|jz|) && = (|iz|>=3D|kz|)) ct =3D iz ELSEIF((ip<7.1) && (|jz|>=3D|rz|) && (|jz|>=3D|iz|) && = (|jz|>=3D|kz|)) ct =3D jz ELSEIF((ip<7.1) && (|kz|>=3D|rz|) && (|iz|>=3D|kz|) && = (|kz|>=3D|jz|)) ct =3D kz ELSEIF((ip<8.1) && (|rz|<|iz|) && (|rz|<|jz|) && (|rz|<|kz|)) ct =3D rz ELSEIF((ip<8.1) && (|iz|<|rz|) && (|iz|<|jz|) && (|iz|<|kz|)) ct =3D iz ELSEIF((ip<8.1) && (|jz|<|rz|) && (|jz|<|iz|) && (|jz|<|kz|)) ct =3D jz ELSEIF((ip<8.1) && (|kz|<|rz|) && (|kz|<|iz|) && (|kz|<|jz|)) ct =3D kz ELSEIF(ip<9.1) ct =3D (abs(rz) + abs(iz) + abs(jz) + abs(kz)) ELSEIF(ip<10.1) ct =3D (rz + iz + jz + kz) ELSE ct =3D z ENDIF, |ct| <=3D |real(p3)| } =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D= =3D=3D=3D=3D =3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D=3D The Kwisatz Haderach, =DF Gregory J. McClure Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: knife31a Subject: (fractint) DOS Pipe Date: 20 Jan 2000 19:38:24 -0700 >You wrote: i tried the ">" redirect and it still went to console...am i >just doing this >wrong? I thought the DOS Pipe command was the "|" sign. Randy RH Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RParracho@aol.com Subject: Re: (fractint) DOS Pipe Date: 20 Jan 2000 21:48:55 EST the > is a redirect and | is a pipe and i still can't make the output from the file go to file or printer. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Jim Shaffer, Jr." Subject: Re: (fractint) Colour Map Recognition, dos help Date: 20 Jan 2000 21:55:22 -0500 > i tried the ">" redirect and it still went to console...am i just doing this > wrong? I haven't looked at the program in question, but I assume that the redirection operators only work on the standard output stream. Perhaps the program uses some other method of output, such as writing to the screen. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 21-01-00 (A Shower of Stars) (c) Date: 21 Jan 2000 00:38:32 -0500 (EST) FOTD -- January 21, 2000 Fractal enthusiasts and visionaries: It's been a very busy day and evening here at Fractal Central. Between the graphic work and clearing the snow, I had barely a spare moment all day, and this evening when the sky cleared completely, I got a perfect view of the total lunar eclipse, which is now in progress. The totally eclipsed moon now high overhead at 11:50pm appears as a dull, greyish-red orb, with a brighter blueish southern rim, almost directly in line with Castor and Pollux, the two bright stars of Gemini. The northern half of the moon is almost black, and barely visible to the naked eye. I would rate this average-brightness eclipse about a three on the 1-to-5 scale of lunar eclipse brightnesses. Unfortunately, with all these distractions, I found myself forced to cut both the fractal search and the discussion writing time short. But even with the shorter search time, I found a fractal worthy of being declared FOTD. The image is part of the fractal that results when negative portions of Z^(-2.13) and Z^(-4) are added, and Z is initialized to a critical point of the formula. I named the picture "A Shower of Stars" after the large seven-sided star-like object in the upper left corner, which appears to be showering trains of smaller stars on the unseen earth below. The scene is one of the rare ones without a midget that I have found with the M-Mix4 formula, though the surrounding area is filled with them. The parameter file is a fast one, leaving to the viewer the decision whether to run the par file or download the finished image from: or from: As I stated earlier, the weather today was absolutely perfect, with snow until 4pm which accumulated 7 inches (17cm). It was hardly the blizzard of 2000, but it was adequate to bring joy to the hearts of all snow lovers. The temperature of 29F (-1.5C) was too cold for the fractal cats, however. I realize that there is no joy in the hearts of those who are waiting to see Percy Smedley get to work painting that 4-D room of his. Nor is there joy in the hearts of those waiting for my philosophical prowess to solve the greatest mysteries of existence. But tomorrow is another day, and there will be neither snow nor eclipse to distract me. Until then, take care, and don't give up hope. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= A_Shower_of_Stars { ; time=0:01:18.16, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=t center-mag=-1.23995488802568300/-0.99480648841768850\ /483.3442/1/24.999 params=-1/-2.13/-3/-4/0/0 float=y maxiter=400 bailout=25 inside=0 logmap=8 symmetry=none periodicity=10 colors=000G0P<21>G0P<4>G0PPPq<3>dJqgIqkGq<3>zBq<3>uP\ etSbsV`<3>XmmSqpMvsHzv<3>EceDYaDSYCMUCHQ<3>zNMzz5<3>\ zz2zz2zz3wz4<2>ng7ka8hX9eTAbTBzzC<4>zzH<3>zzKzzLzzL<\ 3>zzBzzK<4>zzh<4>zzwzzz<30>zzz<4>zzzzwG<2>zwDwwC<3>c\ w9Zs8<2>Zh5Zk5<6>i`UjZYlY`<3>qSn<2>lZ0<3>SjONmUUkP<3\ >uf9<6>pjZpjaoke<3>mls<3>Ars1ss3lk5ec7ZW8bPF_Q<3>byU\ <3>emPfmOfmNUmY<3>YmcYmdZmf<2>amjamkdmf<3>nmOqmJsmEv\ m9xm5<7>ymNymPymS<3>ym_xmWwmG<2>wmQ } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ A_Shower_of_Stars { ; time=0:01:18.16, SF5 on a p200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=t center-mag=-1.23995488802568300/-0.99480648841768850\ /483.3442/1/24.999 params=-1/-2.13/-3/-4/0/0 float=y maxiter=400 bailout=25 inside=0 logmap=8 symmetry=none periodicity=10 colors=000G0P<21>G0P<4>G0PPPq<3>dJqgIqkGq<3>zBq<3>uP\ etSbsV`<3>XmmSqpMvsHzv<3>EceDYaDSYCMUCHQ<3>zNMzz5<3>\ zz2zz2zz3wz4<2>ng7ka8hX9eTAbTBzzC<4>zzH<3>zzKzzLzzL<\ 3>zzBzzK<4>zzh<4>zzwzzz<30>zzz<4>zzzzwG<2>zwDwwC<3>c\ w9Zs8<2>Zh5Zk5<6>i`UjZYlY`<3>qSn<2>lZ0<3>SjONmUUkP<3\ >uf9<6>pjZpjaoke<3>mls<3>Ars1ss3lk5ec7ZW8bPF_Q<3>byU\ <3>emPfmOfmNUmY<3>YmcYmdZmf<2>amjamkdmf<3>nmOqmJsmEv\ m9xm5<7>ymNymPymS<3>ym_xmWwmG<2>wmQ } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RParracho@aol.com Subject: (fractint) Quickie post par Date: 21 Jan 2000 21:42:06 EST jest a couple of pars i really enjoyed. The GiraSol series was just some quick evolver investigations into the formula jdg-7-01c. I've only included 13 of about 40(and given more time maybe a hundred). Try your favourite maps on the images and completely change the character of the image. I've also included two midgets i'm partial to, Breed_Pool, a par using gregsmandel3, and Spec_Tral a nice spiral. Good viewing. GiraSol01 { ; 0:00:11.20 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.65099/11.22061/0.29423/1.56705 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=DGN000100000300<3>800H00<4>H00<2>K00M00N00P00Q00<5>Z00_00a00<2>e0\ 0f10f20<23>sRAsSBtTB<2>uWDvXDvZG<3>tiSskUrnXqq_ptb<6>WaTTZSQWQ<2>HOMELKD\ KJ<3>AFFAEE9DD8BB<2>ABDBBEBDH<3>CLTCNVDPY<3>DXhDZkE`nEbqFdt<5>DObDMZDJW<\ 3>C8K97F<2>9BFFD9EFA<5>Z`PbdSegU<3>svc<2>svc<4>fj`cg_aeZ<3>RVWOSVLPUIMTF\ JSFJS<3>TEKWDI_BGbAEeCDgEC<2>rL8rL8uN7xP5<3>lE8iB9f89c5A<3>U7ES8GQ9HNAJL\ BKLCMKEO<3>UPWXSYZV_c`b<3>oljrolurnrplnmkikk<6>YWPWUMVRI<3>OI5<3>YRD`TFb\ WH<3>kcPneRqgT<2>xn_wm_vlZ<14>GIO } GiraSol02 { ; 0:00:07.14 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.298409985656301/10.32303842280343/-0.3491851557969909/0.7128086\ 184270758 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=DGN000100000300<3>800H00<4>H00<2>K00M00N00P00Q00<5>Z00_00a00<2>e0\ 0f10f20<23>sRAsSBtTB<2>uWDvXDvZG<3>tiSskUrnXqq_ptb<6>WaTTZSQWQ<2>HOMELKD\ KJ<3>AFFAEE9DD8BB<2>ABDBBEBDH<3>CLTCNVDPY<3>DXhDZkE`nEbqFdt<5>DObDMZDJW<\ 3>C8K97F<2>9BFFD9EFA<5>Z`PbdSegU<3>svc<2>svc<4>fj`cg_aeZ<3>RVWOSVLPUIMTF\ JSFJS<3>TEKWDI_BGbAEeCDgEC<2>rL8rL8uN7xP5<3>lE8iB9f89c5A<3>U7ES8GQ9HNAJL\ BKLCMKEO<3>UPWXSYZV_c`b<3>oljrolurnrplnmkikk<6>YWPWUMVRI<3>OI5<3>YRD`TFb\ WH<3>kcPneRqgT<2>xn_wm_vlZ<14>GIO } GiraSol03 { ; 0:00:06.64 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.169164098025453/10.30903042695395/0.03971221045564133/0.6810388\ 500625627 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=DGN000100000300<3>800H00<4>H00<2>K00M00N00P00Q00<5>Z00_00a00<2>e0\ 0f10f20<23>sRAsSBtTB<2>uWDvXDvZG<3>tiSskUrnXqq_ptb<6>WaTTZSQWQ<2>HOMELKD\ KJ<3>AFFAEE9DD8BB<2>ABDBBEBDH<3>CLTCNVDPY<3>DXhDZkE`nEbqFdt<5>DObDMZDJW<\ 3>C8K97F<2>9BFFD9EFA<5>Z`PbdSegU<3>svc<2>svc<4>fj`cg_aeZ<3>RVWOSVLPUIMTF\ JSFJS<3>TEKWDI_BGbAEeCDgEC<2>rL8rL8uN7xP5<3>lE8iB9f89c5A<3>U7ES8GQ9HNAJL\ BKLCMKEO<3>UPWXSYZV_c`b<3>oljrolurnrplnmkikk<6>YWPWUMVRI<3>OI5<3>YRD`TFb\ WH<3>kcPneRqgT<2>xn_wm_vlZ<14>GIO } GiraSol09 { ; 0:00:14.89 on PIII(500) ; Created Jan 14, 2000 by Rui Parracho ; email-to:rparracho@aol.com ; parameters created on Feb 10, 1997 reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=-0.0499561/-0.0341588/0.2813068/1/74.996 params=9.602374340037233/10.23746452223274/1.03568376720481/0.1582873012\ 482067 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=CCCzsGzzz<3>mwmjwjfvf<3>UsU<7>isi<4>sss<16>ssM<4>ssC<16>sMC<4>sCC\ <17>KCC<4>ACCCCC<15>gCgiCikCk<3>sCs<16>MCs<4>CCs<16>Cis<4>Css<5>Csg<4>Cs\ YECE<15>iCi<4>sCs<16>MCs<4>CCs<16>Cis<4>Css<8>Csa<4>CsS<4>qsI } GiraSol14 { ; 0:00:06.31 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=-0.0499561/-0.0341588/0.2813068/1/74.996 params=10.16553239539781/10.97274697103794/0.3815195165868103/-0.8091799\ 676503802 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000CC0<13>jj0mm0oo0<3>zz0<14>PP0MM0KK0<3>AA00A0<14>0j00m00o0<3>0z\ 0<14>0P00M00K0<3>0A0A00<14>j00m00o00<3>z00<14>P00M00K00<3>A000A0<14>0j00\ m00o0<3>0z0<14>0P00M00K0<3>0A0AAA<14>jjjmmmooo<3>zzz<14>PPPMMMKKK<3>AAA0\ A0<14>0j00m00o0<3>0z0<18>0F0 } GiraSol16 { ; 0:00:06.65 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=-0.0499561/-0.0341588/0.2813068/1/74.996 params=9.058565019684439/11.41270180364391/0.9988479262672814/0.04411755\ 729850135 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000nn0<2>zz0<9>OO0KK0GG0<3>000<9>0b00f00j0<3>0z0<9>0O00K00G0<3>00\ 0<9>b0bf0fj0j<3>z0z<8>S0SO0OK0K<3>40400K<6>RRaVVdZZf<3>nnrrruvvwzzz<8>SS\ bOO`KKY<3>44N000<10>MMM<4>WWW<8>DDDBBB999<3>000<9>b00f00j00<3>z00<9>O00K\ 00G00<3>000<9>0bb0ff0jj<3>0zz<9>0OO0KK0GG<3>000<9>00b00f00j<3>00z<9>00O0\ 0K00G<3>000<11>jj0 } GiraSol18 { ; 0:00:06.59 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=-0.0499561/-0.0341588/0.1374567/1/74.998 params=8.336008789330728/11.13449507126072/-0.1694616534928431/0.7781487\ 472151858 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=200333<9>fff<4>zzz<3>pkkmggkcc<3>`OOYKKWGGTCC<2>zzz<3>kpkgmgckc<3\ >O`OKYKGWGCTC<2>zzz<3>kkpggmcck<3>OO`KKYGGWCCT<2>zzz<3>ppkmmgkkc<3>``OYY\ KWWGTTC<2>zzz<3>pkpmgmkck<3>`O`YKYWGWTCT<2>zzz<3>kppgmmckk<3>O``KYYGWWCT\ T<2>zzz<3>tkksggqcc<3>mOOkKKjGGhCC<2>zzz<3>ktkgsgcqc<3>OmOKkKGjGChC<2>zz\ z<3>kktggsccq<3>OOmKKkGGjCCh<2>zzz<3>ttkssgqqc<3>mmOkkKjjGhhC<2>zzz<3>tk\ tsgsqcq<3>mOmkKkjGjhCh<2>zzz<3>kttgsscqq<3>OmmKkkGjjChh<2>zzz<2>zzzkkzkz\ kzzkzkkWWzWzWzzWzWWGGzGzGzzGzGG00z0z0zz0z00<27>100 } Breed_Pool { ; 0:01:10.63 on PIII(500) ; Created Jan 13, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=1920 type=formula formulafile=frac_ml.frm formulaname=zmincoszb passes=t corners=-14.01561/4.918662/9.808842/-15.43685/4.918662/-15.43685 params=-25.9299/0.5927 float=y inside=zmag outside=summ invert=-0.884945219275491/0.580370494705039/-0.595080416272469 periodicity=0 rseed=3141 sound=off colors=G0G<21>plpqnqsps<3>zzz<21>EQbCPaAN`<3>0GW<22>nq6ps5su4uv2wx1yz0zz\ 0<21>bECaCD`AD<3>W0G<22>tQquRswSuxTvyUxzVz<6>zWtzWszWq<13>zWbzWazW`<2>zW\ XzWWxVX<21>C6tA5u74w52x31y10z00z<22>IJWJKVJLUKMSLNRMOP<27>z00 } Spec_Tral { ; 0:02:15.06 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=gregman2.frm formulaname=gregsmandels3 function=cos/cotan passes=t center-mag=+2.32876830288676600/-0.33422447351784550/12042.16/1/-59.999 params=-0.965514084292123/0.4783165990173039/-1.406323435163427/-0.38892\ 78847621082/7/0 float=y maxiter=1000 logmap=9 sound=off colors=070oF0<3>qF0qF0qF0qF0qF0<3>hF2fF3dI3<3>WU5TX6R_6<2>Kh8<3>Yj2ak1dl\ 0hm0lm0on0qo0<2>qq0qq0qp0<3>qg0qe0qb0<3>qU1qS2qQ3<3>qH8qFAqFB<3>qFGqFIqF\ H<5>qF9qF8qF7<2>qF3qF2qH0<6>qP0qQ0qS0<3>qX0qg0qq7qq7<3>qiBqgCqdC<5>mSIlQ\ IkOJ<3>hGNgFNfFO<3>bFSaFTaFS<6>_FL_FK_FJZFIZFHZFG<5>XMAXN9XO8<3>VT4VV3VW\ 2UX1UY0UZ0T`0<10>QY0PX0PX0OW0OW0<3>MU1MU2MU2<3>KR3KQ3KP3<3>KJ3LI3LH3LF3<\ 5>MF3MF3MF3<2>MF3NF3PF3<3>WF0YG0_J0<3>gU0iX0k_0mb0oe0qh0qk0<10>hR0gP0fN0\ <2>cH0bF0aF0<2>ZF0XF0XF0<5>`F0`F0aF0<2>cF0cF0bF0<7>YF0 } OM-2 { ; 0:00:06.54 on PIII(500) ; Created Jan 14, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=mandel center-mag=-0.83184573249999990/+0.20622975750000000/7421.471/1/-27.625 params=0/0 float=y maxiter=2000 logmap=121 rseed=3141 sound=off colors=000L00<3>T00W00Y00Z00`00c00e80<2>jE0kF0mI0oK0pM0qP0sS0tU0uW0vZ0wa\ 0xe0<2>zm0zp0zt0zv0zy0zv0zt0zp0<2>xg0xe0wa0vZ0uW0tU0sS0qP0pM0oK0mI0kF0<3\ >e80c00`00Z00Y00<3>P00N00L00I00I00<3>R00T00W00Y00Z00`00c00e80<2>jE0kF0mI\ 0oK0pM0qP0sS0tU0uW0vZ0wa0xe0<2>zm0zp0zt0zv0zy0zv0zt0zp0<2>xg0xe0wa0vZ0uW\ 0tU0sS0qP0pM0oK0mI0kF0<3>e80c00`00Z00Y00<3>P00N00L00I00I00<3>R00T00W00Y0\ 0Z00`00c00e80<2>jE0kF0mI0oK0pM0qP0sS0tU0uW0vZ0wa0xe0<2>zm0zp0zt0zv0zy0zv\ 0zt0zp0<2>xg0xe0wa0vZ0uW0tU0sS0qP0pM0oK0mI0kF0<3>e80c00`00Z00Y00<3>P00N0\ 0L00I00I00<3>R00T00W00Y00Z00`00c00e80<2>jE0kF0mI0oK0pM0qP0sS0tU0uW0vZ0wa\ 0xe0<2>zm0zp0zt0zv0zy0zv0zt0zp0<2>xg0xe0wa0vZ0uW0tU0sS0qP0pM0oK0mI0kF0<3\ >e80c00`00Z00Y00<2>R00 } OM-3 { ; 0:00:10.71 on PIII(500) ; Created Jan 14, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=mandel center-mag=-0.83192252672778080/+0.20619000812253980/1321972/1/-30.124 params=0/0 float=y maxiter=5000 logmap=318 rseed=3141 sound=off colors=000zsO<26>zxszxtzyvzywzyxzzz<42>JziIzhHzhGzgFzgDzf<38>JD9KC8KB7<3\ >K53K32K21L00<7>B00A00900<3>300100000<14>b47e48h48<3>r5At6Bw6Bz7C<2>y7Cx\ 6Cw6Cv6Cv6C<3>r5Cq4Cp4Co3B<3>k5Fj5Gi5Hh6Ig6J<3>i7Nj7Oj7P<4>n9VnAWoAX<13>\ vFlwGmwGn<2>yHqzIszJr<29>zqP } GiraSol01c { ; 0:00:11.37 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com ; parameters created on Feb 10, 1997 reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.65099/11.22061/0.29423/1.56705 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000Nzj<3>JziIzhHzhGzgFzgDzf<32>ILEIJDIIC<3>JD9KC8KB7<3>K53K32K21L\ 00<7>B00A00900<3>300100000<14>b47e48h48<3>r5At6Bw6Bz7C<2>y7Cx6Cw6Cv6Cv6C\ <3>r5Cq4Cp4Co3B<3>k5Fj5Gi5Hh6Ig6J<3>i7Nj7Oj7P<3>m9Un9VnAW<15>wGmwGnxGoxH\ pyHqzIs<24>zjVzkUzlT<3>zqPzsOzsP<25>zxszxtzyvzywzyxzzz<37>Ozk } GiraSol02c { ; 0:00:10.93 on PIII(500) ; Created Jan 14, 2000 by Rui Parracho ; email-to:rparracho@aol.com ; parameters created on Feb 10, 1997 reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.298409985656301/10.32303842280343/-0.3491851557969909/0.7128086\ 184270758 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000Nzj<3>JziIzhHzhGzgFzgDzf<38>JD9KC8KB7<3>K53K32K21L00<7>B00A009\ 00<3>300100000<14>b47e48h48<3>r5At6Bw6Bz7C<2>y7Cx6Cw6Cv6Cv6C<3>r5Cq4Cp4C\ o3B<3>k5Fj5Gi5Hh6Ig6J<3>i7Nj7Oj7P<4>n9VnAWoAX<13>vFlwGmwGn<2>yHqzIszJr<2\ 3>zjVzkUzlT<3>zqPzsOzsP<25>zxszxtzyvzywzyxzzz<37>Ozk } GiraSol03c { ; 0:00:06.64 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.169164098025453/10.30903042695395/0.03971221045564133/0.6810388\ 500625627 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=z00v00<4>c07_08W09<2>K0DG0FE0J<4>80a60e50i<2>10u00y10u<4>80b90ZA0\ V<3>G0F<4>9Q88V76_5<2>3o21t00z01u0<4>8W79R8AM9<3>G0F<6>P0OQ0PR0Q<3>W0V<5\ >O0NM0LL0K<3>G0F<4>Z08b07f05<2>r02v00z00v00<4>c07_08W09<2>K0DG0FE0J<4>80\ a60e50i<2>10u00y10u<4>80b90ZA0V<3>F0FG0F<4>9Q88V76_5<2>3o21t00z01u0<4>8W\ 79R8AM9<3>G0F<5>O0NP0OQ0P<3>W0V<5>jVFm_CodArj7<2>zz0zx4<4>zkUzhZzfc<3>zW\ xzWy<5>cWj_WgWWe<3>GWV<6>GWV<4>GWV<5>bjifmljon<3>zzy<5>zWVzRQzML<3>z00z0\ 1<7>z0Mz0Pz0Sz0V } GiraSol04c { ; 0:00:06.48 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=7.413708914456619/9.865077669606618/0.4196371349223304/0.24654683\ 06527907 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000nn0<2>zz0<9>OO0KK0GG0<3>000<9>0b00f00j0<3>0z0<9>0O00K00G0<3>00\ 0<9>b0af0ej0i<3>z0y<8>S0RO0NK0J<3>40300J<9>bbiffljjn<3>zzy<8>SSaOOZKKX<3\ >44M000<9>KKJMMLOON<3>WWV<8>DDCBBA998665<2>000<9>b00f00j00<3>z00<9>O00K0\ 0G00<3>000<9>0ba0fe0ji<3>0zy<9>0ON0KJ0GF<3>000<9>00a00e00i<3>00y<9>00N00\ J00F<3>000<11>jj0 } GiraSol05c { ; 0:00:07.58 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=8.358806115909299/10.33103427228614/0.1211661122470779/1.03636585\ 5891598 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=KIf<3>NOeOPeORePSeQUd<5>FFLDDHBAE<3>400<2>A00C00C00<6>I00J00K00<3\ >O00<3>iXSodZtmezul<3>nYUlSPiMK<2>`46`00<2>S00P00N12<3>C8C9AF6CH3DK0FM<3\ >JTGOXET`C<3>hj6ll5po3tq2xt0<3>nY0lT0jN0<3>`00<3>mVQpbWtjawqhzyn<3>zkZyg\ VydR<2>yUF<3>yHL<4>jFOgEOdEP<3>TBRQASN9SK8TG7U<3>A7I87E67B578375<3>8HC9J\ EAMFBOH<3>ROcVOiZOobOu<3>i_tkbsfZm<3>MIPHEJ000B9D657000<7>JNVLQZOTb<3>Xc\ r<9>CFLADH8AE<3>000232<4>3DS4FY4Hb<3>5Pw<3>acjiggrkczo`<3>OYoFUs5Pw<3>2B\ Q17H149000CC9<7>bbVfeYii`<3>wvk<2>rRf<7>IDgJFgKGg } GiraSol06c { ; 0:00:06.48 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=0.0937903/-0.570553/0.1052088/1/74.998 params=8.851222266304514/10.8673970763268/0.4967574083681753/0.479860835\ 5967892 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyze\ yzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0L\ d00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyze\ yzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0L\ d00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyze\ yzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0L\ d00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyze\ yzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0L\ d00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyze\ yzz0zzdzzyezy0zyLey00y0Ld00KLLK000e0dzLKzLdzLyzeyzz0zzdzzyezy0zyLey00y0L\ d00KLLKccb<14>ccb } GiraSol24 { ; 0:00:15.00 on PIII(500) ; Created Jan 21, 2000 by Rui Parracho ; email-to:rparracho@aol.com ; parameters created on Feb 10, 1997 reset=2000 type=formula formulafile=_j.frm formulaname=jdg-7-01c function=recip/cos passes=1 center-mag=-0.0499561/-0.0341588/0.09577934/1/74.997 params=10.57115390484329/10.59776604510636/1.198774681844539/-0.59155247\ 65770442 float=y maxiter=255 inside=0 potential=255/300/100 decomp=256 rseed=3141 cyclerange=0/255 sound=off colors=000zzW<48>ob4oa3na3n`2n`2n_1mZ0<134>G10G10F00<61>000 } Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 22-01-00 (Mystical Vision) (c) Date: 22 Jan 2000 00:32:49 -0500 (EST) FOTD -- January 22, 2000 Fractal enthusiasts and visionaries: The lunar eclipse has gone but the snow remains, here at Fractal Central. And today it's blowing around in swirling clouds, and drifting into sculpted shapes that almost look like certain fractals I have seen. Today's fractal has little to do with drifting snow however, but in its majestic symmetry it does have a kind of mystical aura about it. I have named the picture "Mystical Vision" to emphasize this mysterious sense of some sublime but unknown reality. It was created, as are a large percentage of my fractals, with the MandelbrotMix4 formula, today calculating the expression 24.25(0.6(Z^0.6)-0.6(Z^0.666))+C. These parameters are very near the point where the fractal turns inside-out, which is the point where M-Mix4 fractals do the most interesting things. There is a second turning point in this formula, which can be found by setting the function to recip and adjusting real(p3), though I have not investigated this aspect of the formula. If you choose to see the image by running the attached parameter file, and have a Pentium 200mhz processor in your machine, be prepared to wait 4 minutes. If you have an 80486, go at once to the Usenet binary group: and download the JPEG file from there. The image is also available on the WWW at Paul Lee's web site at: The fractal weather today was partly cloudy with flurries of snow and a strong gusty wind, which whipped yesterday's snow into drifts. The temperature of 14F (-10C) and biting wind was almost too cold for people much less for the fractal cats, who spent the day by whatever radiator happened to be warmest. With much less other work to do today, I found more time to consider Percy Smedley and his four-dimensional room, which is in need of a fresh coat of paint. For purposes of simplicity, let's make the room a perfect 4-D hypercube measuring 4x4x4x4 meters. As Percy stands in, (not on), the center of his cubical 4x4x4 floor, he sees a cubical 4x4x4 ceiling above him, a cubical 4x4x4 wall before him, another such wall behind him, similar walls on his left and right and two more cubical walls in the fourth dimension, which I shall call his inside and outside. Since the floor of this room is covered by wall-to-wall-to-wall carpet, Percy needs to do nothing to his floor. And since the ceiling is covered with a nice solid volume of untarnished decorative paper displaying three-dimensional pictures of the 4-D Z^2+C Julibrot, he needs to do nothing to his ceiling. But he does have those six 4x4x4 walls, all at right angles to the others, to fill, (not coat), with fresh paint. It might be supposed that with walls as thick as they are wide and tall, Percy's house is built like a fortress, but this is not the case, for these walls are unlike the familiar walls of our 3-D world. These are walls of a four-dimensional room, and every point, no matter how deep within their solid volumes, is in contact with both the inside and outside of Percy's house. If one of the cubical walls had an empty bubble at its center, that bubble would be a hole through which cold air could leak, and which must be repaired. By glancing at a wall, Percy can see every point throughout its 3-D volume. This is not because he has x-ray vision, it is because nothing lies between those points and his eyes. These things make no sense whatsoever to our 3-D trained senses and minds, but if we had 4-D senses, or could even imagine the fourth dimension, the shape of Percy's room would be immediately obvious. There are many more unexpected features to be found in the 4-D room, such as how the parts fit together, but this will have to wait until next time, which will probably be tomorrow. Right now, it's time to shut down the fractal shoppe, feed the cats, and call it a night. Until next time, when we'll further inspect Percy's room, take care, and when the unexpected strikes, it is never expected. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Mystical_Vision { ; time=0:03:51.73, SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=13.2671/7.10543e-015/0.1086062/1/-90 params=0.6/0.6/-0.6/0.666/23.25/1000 float=y maxiter=400 bailout=25 inside=0 logmap=11 symmetry=none periodicity=10 colors=000R8QQ8PP6O<4>QCPRDQREQ<3>RIRSJUSKXSLY<19>Ve\ ZWfZWgZWhZWiZWiZWkZViZVjZViZUjZUi_Uj`TiaTjb<3>SiiSij\ Rik<5>PhrPhsPht<2>OhwNgyOhx<20>evwevwfww<2>iywiywixv\ <10>lwolwolwn<14>msemsemrd<3>mrbmramr`mr`mq_mqa<4>mp\ YmpYmoX<32>mmDmmCmmBmmBmmAmm9<31>mmKmmKmmL<2>mmMmmMm\ mK<18>mmbmmcmmd<2>mmfmmgmmgmmg<6>mmi } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Mystical_Vision { ; time=0:03:51.73, SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=13.2671/7.10543e-015/0.1086062/1/-90 params=0.6/0.6/-0.6/0.666/23.25/1000 float=y maxiter=400 bailout=25 inside=0 logmap=11 symmetry=none periodicity=10 colors=000R8QQ8PP6O<4>QCPRDQREQ<3>RIRSJUSKXSLY<19>Ve\ ZWfZWgZWhZWiZWiZWkZViZVjZViZUjZUi_Uj`TiaTjb<3>SiiSij\ Rik<5>PhrPhsPht<2>OhwNgyOhx<20>evwevwfww<2>iywiywixv\ <10>lwolwolwn<14>msemsemrd<3>mrbmramr`mr`mq_mqa<4>mp\ YmpYmoX<32>mmDmmCmmBmmBmmAmm9<31>mmKmmKmmL<2>mmMmmMm\ mK<18>mmbmmcmmd<2>mmfmmgmmgmmg<6>mmi } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Mitchell Berger" Subject: Re: (fractint) Quickie post par Date: 22 Jan 2000 13:49:18 EST Where can I find, or can you send me the jdc-7-01c formula? I am unable to find it in my frm folder. Thanks, Mitch B. “The destination is not that rewarding if you have not had the experience of the journey”. Jimmy Buffett >From: RParracho@aol.com >Reply-To: fractint@lists.xmission.com >To: fractint@lists.xmission.com >Subject: (fractint) Quickie post par >Date: Fri, 21 Jan 2000 21:42:06 EST > >jest a couple of pars i really enjoyed. The GiraSol series was just some >quick evolver investigations into the formula jdg-7-01c. ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Karl Scherer" Subject: (fractint) AVI Date: 23 Jan 2000 11:11:58 +1300 Hi , could please anybody tell me how to make a fractal AVI? I have just tried it the first time,so bear with me. I have used the FAE.EXE to create 60 GIFs, but the AVI maker wants bitmaps (BMP files). Is there an easy way to convert all gifs to BMPs? Or to create BMPs in the first round? Please reply to my personal email. Thank you very much! Karl Scherer 11 Utting Str, Auckland, New Zealand karl@kiwi.gen.nz Seen my homepage lately? http://www.kiwi.gen.nz/~karl Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: knife31a Subject: (fractint) Conversion of BMP Date: 22 Jan 2000 16:35:22 -0700 I use a program called LView Pro at http://www.lview.com. however there are all sorts of others that will do the job Randy Hoffmaster RH Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: comdotatdotcom@csi.com Subject: (fractint) AVI generation Date: 23 Jan 2000 0:56 0000 For generating AVIs try Fast Movie Processer (FMP) a web search with terms like 'FMP' 'AVI' 'HAL' 'Movie' should pin it down, it takes allsorts of files as input including gifs (I think). It also includes a bunch of filters for special effects. Cheers, Robin. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 23-01-00 (Something) (c) Date: 23 Jan 2000 01:45:50 -0500 (EST) FOTD -- January 23, 2000 Fractal enthusiasts and visionaries: When I examined today's image, searching for a name, I noticed that the edges are perfectly smooth -- all but one, that is. The edge just left of bottom center has a sawtooth shape. "Now ain't that something!" I exclaimed as I noticed the strange effect. When I uttered that phrase, I inadvertently found the name for today's picture -- "Something" -- a name that describes the otherwise indescribable scene as well as any single word could. But I must confess that the sawtooth effect is ersatz -- an artifact of the limited 640x480 resolution of the posted image. The actual pattern, as can be verified by a blow-up of the GIF version, consists of a narrow parallel band running close to the edge of the broad band. The formula behind today's fractal is called Mystic2. I gave it that name when I noticed that it creates nothing but circles when the outside is set to iter and the inside to 0. But when the inside is set to bof60 or bof61, the variety is limitless. Today's image is composed completely of trapped points. The fractal features come from the different manner in which the trapped points behave. The attached parameter file takes 9+ minutes to render on a P200 -- a bit too long to make it worth the wait -- especially when the finished JPEG image is available on Usenet at:. and on the Web at: The fractal weather today was increasingly cloudy in advance of the next snowfall, which is due to begin in a few hours. The temperature of 18F (-8C) was perfect for hunting fractals. The fractal cats would have preferred something much warmer, but winter still has 2 months to go, so the cats will have to be patient. In other quarters, our intrepid four-dimensional painter, Percy Smedley, is still pondering that strange room of his, with its cubical walls that are flat yet three-dimensional. These wall- cubes are exactly like the 3-D cubes so familiar from everyday experience, but the way percy sees them is impossible to visualize. Like all cubes, the cubes that are the surfaces of Percy's walls are bounded by six square faces. This is where familiarity ends, for percy can see the cubes from a direction that is perpendicular to all six square faces. This seems impossible, for the faces are oriented in three different directions, but in 4-D space it is quite simply accomplished. Perhaps the most familiar example is found in our old friend the 4-D Julibrot, where the imag(z) axis for example is perpendicular to the other 3 axes. Percy draws a deep breath and takes his brush . . . We'll continue this mini saga tomorrow, when we follow Percy as he applies the paint. For now, another day is rapidly drawing to a close, the fractals have finished generating -- nothing remains but to shut down the fractal shoppe for the night and settle down to watch my usual saturday night sci-fi junker. Until next time, take care, and how many corners has a four-dimensional room? Jim Muth jamth@mindspring.com START FORMULA============================================== Mystic2 {; Jim Muth a=real(p1), b=imag(p1), c=real(p2), d=imag(p2), k=real(p3), f=imag(p3), g=pixel, z=(pixel)^a+(b*(pixel))^c: z=(fn1(z)+(d*(g)))^k+(f*(cos(g))) g=sqr(g), LastSqr <= 100 } END FORMULA================================================ START PARAMETER FILE======================================= Something { ; time=0:09:14.86, SF5 on a P200 reset=2000 type=formula formulafile=jim.frm formulaname=Mystic2 function=acos passes=1 center-mag=-1.16573e-015/8.88178e-016/1.693745/1/-10\ 2.5 params=2.407/-3.318/-3.004/0.497/-1.096/-0.124 float=y maxiter=180 bailout=25 inside=bof60 symmetry=none periodicity=0 colors=000ZbQ<3>VEDU8A_EAeGAkIAwKAsI9nG8gE8eC7a67Y66\ V55T55N44K44<3>QGISILVLP<3>XWaYZeZahZck<3>`Ym`Wm`Vn<\ 3>bPpcNqcMqdKrdJr<3>cKtcKucKu<3>cLycLz`MhXMUXM9<31>R\ WMRXMQXN<3>QYOVVB<36>QYMQYNQYN<3>QYOdyW<16>UeQTdQTbP\ <3>QZOswO<32>VaOU`OT`O<3>QYOwtk<8>cgYaeX_dV<3>SZPW_Y\ <3>TZTSYRRYQQYPBSu<11>HVgIVfIVe<3>KWacm_bq_bu_`nW_hT } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Something { ; time=0:09:14.86, SF5 on a P200 reset=2000 type=formula formulafile=jim.frm formulaname=Mystic2 function=acos passes=1 center-mag=-1.16573e-015/8.88178e-016/1.693745/1/-10\ 2.5 params=2.407/-3.318/-3.004/0.497/-1.096/-0.124 float=y maxiter=180 bailout=25 inside=bof60 symmetry=none periodicity=0 colors=000ZbQ<3>VEDU8A_EAeGAkIAwKAsI9nG8gE8eC7a67Y66\ V55T55N44K44<3>QGISILVLP<3>XWaYZeZahZck<3>`Ym`Wm`Vn<\ 3>bPpcNqcMqdKrdJr<3>cKtcKucKu<3>cLycLz`MhXMUXM9<31>R\ WMRXMQXN<3>QYOVVB<36>QYMQYNQYN<3>QYOdyW<16>UeQTdQTbP\ <3>QZOswO<32>VaOU`OT`O<3>QYOwtk<8>cgYaeX_dV<3>SZPW_Y\ <3>TZTSYRRYQQYPBSu<11>HVgIVfIVe<3>KWacm_bq_bu_`nW_hT } frm:Mystic2 {; Jim Muth a=real(p1), b=imag(p1), c=real(p2), d=imag(p2), k=real(p3), f=imag(p3), g=pixel, z=(pixel)^a+(b*(pixel))^c: z=(fn1(z)+(d*(g)))^k+(f*(cos(g))) g=sqr(g), LastSqr <= 100 } END 20.0 PAR-FORMULA FILE================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "George M.Curtin Jr." Subject: Re: (fractint) AVI Date: 23 Jan 2000 13:08:00 -0500 Karl, It's amazing but Winfract (distributed with Fractint in the "Frain 200" package can do the job for you. First make sure Winfract is installed and runs well. Second, using Winfract, 'tunnel" into the Fractint directory and open one of the GIF files that you want to convert. Once it is open in Winfract, Execute a file save as command and you will see a drop down menu titled "save as". Click on it and lo and behold you see "bitmap". If you don't have Winfract, get it from "spanky.com". Hope this helps. George Curtin (fellow fractaller) ----- Original Message ----- Sent: Saturday, January 22, 2000 5:11 PM > Hi , > > could please anybody tell me how to make a fractal AVI? > I have just tried it the first time,so bear with me. > I have used the FAE.EXE to create 60 GIFs, but the AVI maker > wants bitmaps (BMP files). > Is there an easy way to convert all gifs to BMPs? > Or to create BMPs in the first round? > > Please reply to my personal email. > Thank you very much! > > Karl Scherer > 11 Utting Str, Auckland, New Zealand > karl@kiwi.gen.nz > Seen my homepage lately? > http://www.kiwi.gen.nz/~karl > > > -------------------------------------------------------------- > Thanks for using Fractint, The Fractals and Fractint Discussion List > Post Message: fractint@lists.xmission.com > Get Commands: majordomo@lists.xmission.com "help" > Administrator: twegner@swbell.net > Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 24-01-00 (Indescribable Brot) (c) Date: 24 Jan 2000 01:03:51 -0500 (EST) FOTD -- January 24, 2000 Fractal enthusiasts and visionaries: I tried to think of a name for today's picture. I failed. In the end I decided on the name "Indescribable Brot", which says more about my inability to find a name than about the image itself. The scene is one of a midget in the (-Z)^1.5+C Mandeloid. The midget is located in the East Valley area of a larger midget, (if midgets of order 1.5 can be said to have East Valleys). Although the scene is pretty well fragmented, there is still some order amid the chaos, with the pattern around the midget appearing as though it could be part of an infinite spiral. The formula behind the image is a very simple one from my file of Julibrot slices. This particular midget could be interesting when seen from other directions. I may give it a try when I find a spare moment. The parameter file runs in less than 3 minutes on a P200 machine -- just slow enough to make a download of the image more efficient. That image may be found on Usenet at: and on the Web at: The fractal weather was dull and cloudy all day. The 7cm snowfall that was forecast turned out to be most unimpressive. Instead of 7cm we got closer to 7 flakes. The temperature of 25F (-4C) was still too cold for the fractal cats. As for our friend Percy Smedley, he's still trying to decide what part of his room he should paint first. He's got a real problem because it's always best to start painting in a corner, and a four-dimensional room has many different kinds of corners. Our familiar 3-D rooms have two kinds of corners -- edge corners where two walls meet and point corners where the edge corners meet the floor and ceiling. 4-D rooms are far more interesting. In addition to edge corners where three faces meet and point corners where four edges meet, 4-D rooms have face corners where two adjacent wall-cubes meet. This is a total of 16 point- corners, 32 line-edges, and 24 plane-faces. No wonder Percy is having such difficulty making his decision. I'll reveal Percy's big decision in tomorrow's discussion. Until then, take care, and wait with bated, not abated breath. Jim Muth jamth@mindspring.com START FORMULA============================================== MandelbrotMiN {; Jim Muth b=p1, z=p2, c=p3+pixel: z=(-z)^(b)+c, |z| <= 16 } END FORMULA================================================ START PARAMETER FILE======================================= Indescribable_Brot { ; time=0:02:48:44, SF5 on a P200 reset=2000 type=formula formulafile=slices.frm formulaname=MandelbrotMiN passes=t center-mag=+0.58475619114027540/+1.22065898185497500\ /1.629549e+007/1/60 params=1.5/0/0/0/0/0 float=y maxiter=5000 bailout=25 inside=0 logmap=106 symmetry=none periodicity=10 colors=000XMfaJdXMfI03J04L06P1FS1MV3T<3>f4vaCpYJlTPg\ PXcLa_GgVCjQDfPFYPGQPIJOJFOPDOTFY`LfgQooYxvcz0zzP70P\ upSjl<2>_L_aCVc3STLiL`zCpzi_zcdzYjlSp_MvLIz7PuCXoGci\ JicOpYQxSVzMYfIdJFl0CrSYjvsc<3>pIYo9Xm0Vm0Vg0aa0gY0m\ S0sM0yI0zC0z70z6Fz4Sv4dm3rc3zV0zg0ys0vz0uz3mz<3>SLyY\ Dvc6ri0oiJ1z00m7CaMMQ_XLoSJuPIzO9da0LoIDv_6zp0zz0zlF\ dS`1O`CJ`MG`VC`d7`o4`xGdySgzajz<2>`7zvIAmTOdd_YplPzx\ IzzPyyXloa_diLVp7Lv0Cr0Do0Dj0D<2>`0DX0GS7JOGLJQOF_QA\ gS<2>9YA9V49S0DLDGFPJ9`O1lQ0xT0zQGmOfTLz9XyAgrAsjAzc\ AzYAzPFsIJgAOX3S<3>iXMlcLoiJs`IvTGsSLrQPpPTmOXlM`jLd\ iLgJmm0zr0zj0zd1zY<3>Dz9Fz3AzD6zO3zX0zf0zo7zfJz_TzSd\ zJpzCzz4yz6yz7xz7xz9xz9lzD<2>IzQTzVdzYpz``zudzzizzlz\ zfzzazzYzzSzz<2>FzzGzzIzoJzaJzPTzc<2>LzmJzpGzuDzxAzz\ 9zzFzzJzzPzzTzz_zzczyizymzyizvfzszz`zz_yz`szamzc } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Indescribable_Brot { ; time=0:02:48:44, SF5 on a P200 reset=2000 type=formula formulafile=slices.frm formulaname=MandelbrotMiN passes=t center-mag=+0.58475619114027540/+1.22065898185497500\ /1.629549e+007/1/60 params=1.5/0/0/0/0/0 float=y maxiter=5000 bailout=25 inside=0 logmap=106 symmetry=none periodicity=10 colors=000XMfaJdXMfI03J04L06P1FS1MV3T<3>f4vaCpYJlTPg\ PXcLa_GgVCjQDfPFYPGQPIJOJFOPDOTFY`LfgQooYxvcz0zzP70P\ upSjl<2>_L_aCVc3STLiL`zCpzi_zcdzYjlSp_MvLIz7PuCXoGci\ JicOpYQxSVzMYfIdJFl0CrSYjvsc<3>pIYo9Xm0Vm0Vg0aa0gY0m\ S0sM0yI0zC0z70z6Fz4Sv4dm3rc3zV0zg0ys0vz0uz3mz<3>SLyY\ Dvc6ri0oiJ1z00m7CaMMQ_XLoSJuPIzO9da0LoIDv_6zp0zz0zlF\ dS`1O`CJ`MG`VC`d7`o4`xGdySgzajz<2>`7zvIAmTOdd_YplPzx\ IzzPyyXloa_diLVp7Lv0Cr0Do0Dj0D<2>`0DX0GS7JOGLJQOF_QA\ gS<2>9YA9V49S0DLDGFPJ9`O1lQ0xT0zQGmOfTLz9XyAgrAsjAzc\ AzYAzPFsIJgAOX3S<3>iXMlcLoiJs`IvTGsSLrQPpPTmOXlM`jLd\ iLgJmm0zr0zj0zd1zY<3>Dz9Fz3AzD6zO3zX0zf0zo7zfJz_TzSd\ zJpzCzz4yz6yz7xz7xz9xz9lzD<2>IzQTzVdzYpz``zudzzizzlz\ zfzzazzYzzSzz<2>FzzGzzIzoJzaJzPTzc<2>LzmJzpGzuDzxAzz\ 9zzFzzJzzPzzTzz_zzczyizymzyizvfzszz`zz_yz`szamzc } frm:MandelbrotMiN {; Jim Muth b=p1, z=p2, c=p3+pixel: z=(-z)^(b)+c, |z| <= 16 } END 20.0 PAR-FORMULA FILE================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Morgan L. Owens" Subject: Re: (fractint) Colour Map Recognition, dos help Date: 24 Jan 2000 22:40:50 +1300 At 21:55 20/01/2000 -0500, you wrote: >> i tried the ">" redirect and it still went to console...am i just doing this >> wrong? > >I haven't looked at the program in question, but I assume that the redirection >operators only work on the standard output stream. Perhaps the program uses >some other method of output, such as writing to the screen. > It may be overkill to use download it _just_ for this, but one of the more useful features of Programmer's File Editor is "DOS Command to Window". You type in the command line, and it will run a DOS session, capturing all writes to screen, and displaying the net result in a new editor window. The final versions (Windows 3.1, 95/98, NT, 2000) are at http://www.lancs.ac.uk/people/cpaap/pfe/ Unfortunately PFE's author has gone on to other things :-(. If only I were a Windows C programmer... Morgan L. Owens "C'mon! Pattern matching! Please!" Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: RParracho@aol.com Subject: Re: (fractint) Colour Map Recognition, dos help Date: 24 Jan 2000 21:35:29 EST Thanks, in frustration i downloaded a program called CloneMaster which worked very well. Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 25-01-00 (Juju Mandel Midget) (c) Date: 25 Jan 2000 01:15:59 -0500 (EST) FOTD -- January 25, 2000 Fractal enthusiasts and visionaries: There's Juju afoot. When I saw today's fractal I thought at once of an African ceremonial mask. The name "Juju Mandel Midget" came to mind for no apparent reason, and the name stuck. The formula behind the image is a very simple Z+1/Z+C, a formula that seems ready to draw little more than a blank screen or a circle, but draws unexpectedly rich fractals. The parameter file is a very fast one, but if you would rather download the finished image, that image can be found posted to Usenet at: and to the World-Wide Web at: The fractal weather today was about average, with partly cloudy skies and a temperature of 36F (2C) that was still too chilly for the fractal cats, but warm enough to melt a little of the snow. And speaking of snow, a blizzard is forecast for tomorrow, with 12inches (30cm) or more by evening. But our local weather experts are notoriously bad at forecasting snow, so we'll see how it goes. All is going well with Percy Smedley, our four-dimensional painter with a 4-D room to paint. Unfortunately, I found no time today to observe his actions. I'll try again tomorrow. Until then, take care and, don't get snowed under by a backlog of fractals. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Juju_Mandel_Midget { ; time=0:00:41.02 SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.91192106626604100/0.0/1220.514 params=1/-1/1/1/0/0 float=y maxiter=1750 bailout=25 inside=0 outside=real logmap=yes symmetry=xaxis periodicity=0 colors=000PIn<2>H6Peky<3>KCQx31<2>Q3D2jv<3>ALZCFTPKP\ UPORLN<3>KALI8LG5KF3Kb5crpJE1Er2FF2FFcGF2G<2>F3HrZxp\ VthRscNg<3>K7MLzf<3>GFMAaV<3>EELF8JpOgWcTNLNaEG<3>M6\ HI4HXCkg`LYPJOEIDL2<3>ECAF9CF7EF5GBB78Ap<2>E4Q`0v<2>\ K3R5cE7ZF8UF<3>DUHEUHrWmZXXTYEDZW<3>EbOFcMFcKFcILciI\ cVGcW<2>FcKyc6acC5cC<2>DcGCcO<3>FcIhc39c8<3>EbGMcA<3\ >GgGohvAic<2>ElMDmQ<3>EqLFrKFsJFtIhuP<2>MxJ2y1<3>DzE\ 1zm<3>DzN9zJBzIDzHIzdGzTQzxMziIzV6zC<3>BzFCzGDzGEzHV\ zKVzJ<3>LzHJzHHzHwzd<3>OzLPzc<3>KzSIzPHzMGzJEzyFzbtz\ E<2>PzH3zV<3>AzNCzLEzJ1zndzhWzZNzQ8zd<3>EzLPzB<3>KzE\ IzFHzGGzH3zB<3>AzFCzGEzHHzk<3>FzNhz2<3>PzCKzFmze<5>K\ zKSzw } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Juju_Mandel_Midget { ; time=0:00:41.02 SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.91192106626604100/0.0/1220.514 params=1/-1/1/1/0/0 float=y maxiter=1750 bailout=25 inside=0 outside=real logmap=yes symmetry=xaxis periodicity=0 colors=000PIn<2>H6Peky<3>KCQx31<2>Q3D2jv<3>ALZCFTPKP\ UPORLN<3>KALI8LG5KF3Kb5crpJE1Er2FF2FFcGF2G<2>F3HrZxp\ VthRscNg<3>K7MLzf<3>GFMAaV<3>EELF8JpOgWcTNLNaEG<3>M6\ HI4HXCkg`LYPJOEIDL2<3>ECAF9CF7EF5GBB78Ap<2>E4Q`0v<2>\ K3R5cE7ZF8UF<3>DUHEUHrWmZXXTYEDZW<3>EbOFcMFcKFcILciI\ cVGcW<2>FcKyc6acC5cC<2>DcGCcO<3>FcIhc39c8<3>EbGMcA<3\ >GgGohvAic<2>ElMDmQ<3>EqLFrKFsJFtIhuP<2>MxJ2y1<3>DzE\ 1zm<3>DzN9zJBzIDzHIzdGzTQzxMziIzV6zC<3>BzFCzGDzGEzHV\ zKVzJ<3>LzHJzHHzHwzd<3>OzLPzc<3>KzSIzPHzMGzJEzyFzbtz\ E<2>PzH3zV<3>AzNCzLEzJ1zndzhWzZNzQ8zd<3>EzLPzB<3>KzE\ IzFHzGGzH3zB<3>AzFCzGEzHHzk<3>FzNhz2<3>PzCKzFmze<5>K\ zKSzw } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Subject: Re[2]: (fractint) Quickie post par Date: 25 Jan 2000 10:52:59 -0500 --simple boundary Content-Type: text/plain; charset=ISO-8859-1 Content-Transfer-Encoding: 7bit Content-Description: "cc:Mail Note Part" here is the formula. in the future i will post the formulas. JDG-7-01c {; Formula by Jim Deutch, Modified Sylvie Gallet frm ; image and 60 deg rotation w/ palette divided j = -0.5 + flip(0.5*sqrt(3)), j2 = conj(j) IF (whitesq) z = pixel ELSE z = -j2*pixel ENDIF : x = z*j , y = z*j2 x1 = x - p1*fn1(y + fn2(p2*z)) y1 = y - p1*fn1(z + fn2(p2*x)) z1 = z - p1*fn1(x + fn2(p2*y)) z = z1 + x1*j + y1*j2 t1 = (|z| <= 32) t = t1 || (whitesq == (imag(z) >= 0)) IF (t==0) z = conj(z) ENDIF t1 ;SOURCE: sgjdg701.par } ____________________Reply Separator____________________ Author: Where can I find, or can you send me the jdc-7-01c formula? I am unable to find it in my frm folder. Thanks, Mitch B. "The destination is not that rewarding if you have not had the experience of the journey". Jimmy Buffett >From: RParracho@aol.com >Reply-To: fractint@lists.xmission.com >To: fractint@lists.xmission.com >Subject: (fractint) Quickie post par >Date: Fri, 21 Jan 2000 21:42:06 EST > >jest a couple of pars i really enjoyed. The GiraSol series was just some >quick evolver investigations into the formula jdg-7-01c. ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" --simple boundary Content-Type: text/plain; charset=US-ASCII; name="RFC822.TXT" Content-Transfer-Encoding: 7bit Content-Disposition: attachment; filename="RFC822.TXT" Received: from lists.xmission.com [198.60.22.7] by squirtel.bixbyintl.com (ccMail Link to SMTP R8.30.00.7) ; Sat, 22 Jan 2000 13:52:32 -0500 Return-Path: Received: from domo by lists.xmission.com with local (Exim 2.12 #2) id 12C5b9-0003b1-00 for fractint-gooutt@lists.xmission.com; Sat, 22 Jan 2000 11:49:23 -0700 Message-ID: <20000122184918.72362.qmail@hotmail.com> X-Originating-IP: [207.43.107.130] Mime-Version: 1.0 Content-Type: text/plain; format=flowed Sender: owner-fractint@lists.xmission.com Precedence: bulk Reply-To: fractint@lists.xmission.com --simple boundary-- Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 26-01-00 (Fractal Tetragon) (c) Date: 25 Jan 2000 21:19:16 -0500 (EST) FOTD -- January 26, 2000 Fractal enthusiasts and visionaries: How could I have doubted the weather experts. Last evening they forecast a blizzard and today we are having a blizzard. The heavy snow of this morning was followed by very heavy snow this afternoon, and by whiteout conditions this evening, accompanied by roaring winds, pink lightning and rolling thunder. It is currently snowing so heavily that the individual flakes have blended into a fog, which has cut visibility to under 100 feet (30 meters). The temperature is 22F (-5.6C); the wind is north at 30mph (50kph); the snow depth is currently 22 inches (56cm), and accumulating at a rate of 2 inches (5cm) per hour. And the snowdrifts are already over one's head. Obviously, it's a perfect day for fractals. Early this after- noon I gave up trying to keep the driveway clear, and retired to my P200 computer to find a fractal. The one I found appears as today's FOTD. It is a midget that lies in the fractal that results when Z^2.501 is subtracted from Z^2.499. I named the picture "Fractal Tetragon". A tetragon is another name for a square, and today's midget is surrounded by an unusual square pattern. (An octagon with pincushion distortion lies inside the square, but we'll ignore that for now.) I gave the tetragon a rather hasty coloring and declared it Fractal of the Day. The parameter file is slow enough to make a download the better way of viewing the image. That image has hopefully been posted to: and to: from where it may be picked up with a minimum of hassle. The telephone circuits are totally jammed, so I might have difficulty getting the image posted, but by post time, things should have slacked off a bit. The fractal weather we've already discussed; I'm a bit too dis- tracted to do justice to Percy Smedley's four-dimensional paint job, so I guess that nothing remains but to say, until next time, take care, and if you're along the northeast coast of the USA, don't get snowed under. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Fractal_Tetragon { ; time=0:06:46.22 SF5 on a P200 reset=2000 type=formula formulafile=multirot.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.70480792579755/-0.01018641669925502/15\ 94105/1/-147.499 params=1/2.499/-1/2.501/100/0 float=y maxiter=1750 bailout=25 inside=0 logmap=93 symmetry=xaxis periodicity=0 colors=0008Jk<4>3Jk<3>G_iJciMhh<3>Yxg<6>SWjRSjQOj<3>\ N8k<4>JGVIHSHJP<2>FNFFOCFOC<9>GHBGGBGFB<3>GCBa8hi9fm\ 9ep9dm9cl9bnFYpKToKT<3>lcSkhSjmSjrSisR<8>bvQawPawP<2\ >ZxPZxP_vO<12>aYMaWMbUM<3>bNMJeY<3>NUWORWPOW<3>celgj\ pjnt<8>hprhprhpr<2>hprhprjqn<3>pqbrrZsrW<3>yrK<3>1kT\ <3>LsRQuQUwQJta9rl<5>Nk`PiZRhX<3>_dP<3>jJImDGo8F<3>f\ 4Wc3_a2c_1gY0k<3>lC_oFXsIUvKS<8>neGmgEmjD<2>jq9is8it\ 7fuZ<3>jyQkzOlzM<3>ozDpzBqz9rz7rz5<3>Dz`3zh7ze<3>NzV\ RzTVzQZzNbzL<3>RzZOzbLzeJzh<9>9zj } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Fractal_Tetragon { ; time=0:06:46.22 SF5 on a P200 reset=2000 type=formula formulafile=multirot.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=-1.70480792579755/-0.01018641669925502/15\ 94105/1/-147.499 params=1/2.499/-1/2.501/100/0 float=y maxiter=1750 bailout=25 inside=0 logmap=93 symmetry=xaxis periodicity=0 colors=0008Jk<4>3Jk<3>G_iJciMhh<3>Yxg<6>SWjRSjQOj<3>\ N8k<4>JGVIHSHJP<2>FNFFOCFOC<9>GHBGGBGFB<3>GCBa8hi9fm\ 9ep9dm9cl9bnFYpKToKT<3>lcSkhSjmSjrSisR<8>bvQawPawP<2\ >ZxPZxP_vO<12>aYMaWMbUM<3>bNMJeY<3>NUWORWPOW<3>celgj\ pjnt<8>hprhprhpr<2>hprhprjqn<3>pqbrrZsrW<3>yrK<3>1kT\ <3>LsRQuQUwQJta9rl<5>Nk`PiZRhX<3>_dP<3>jJImDGo8F<3>f\ 4Wc3_a2c_1gY0k<3>lC_oFXsIUvKS<8>neGmgEmjD<2>jq9is8it\ 7fuZ<3>jyQkzOlzM<3>ozDpzBqz9rz7rz5<3>Dz`3zh7ze<3>NzV\ RzTVzQZzNbzL<3>RzZOzbLzeJzh<9>9zj } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 27-01-00 (A Super Quickie) (c) Date: 27 Jan 2000 00:55:21 -0500 (EST) FOTD -- January 27, 2000 Fractal enthusiasts and visionaries: Today's fractal is a super quickie, both in the time I took to find it and the time it takes to render. That's why I gave it the name "A Super Quickie". I make no unwarranted claims for the artistic level of the finished product, nor for its mathematical importance. The expression that was calculated by the M-Mix4 formula to produce today's FOTD is 3*(Z^(-4))-2Z+C. I spent about 15 seconds entering the parameters and all of three minutes finding the midget. The image rendered in 30 seconds, making a total of less than four minutes from boot-up to finished fractal, and believe me, nothing even close to art can be produced in that time in such a production-line manner. The cut-off midget is typical of the disconnected midgets that appear in fractals that are not connected. It lies in a tiny isolated spot in the East Valley area of the parent fractal. The cut-off nature of the midget is reflected in the cut-off nature of its surrounding features. The parameter file is very fast, while the download is not quite as fast, but a lot more convenient. The JPEG image can be found ready for download on Usenet at: and on the Web at: I had so little time to devote to fractal hunting today because I spent most of the day shoveling snow from the fractal driveway. The weather was partly cloudy with a temperature of 30F (-1C). The fractal cats did venture onto the porch for a few seconds to see what all the white stuff was. But the cold and snow was too much for them, and their noses were back inside before their tails were out. Our four-dimensional friend, Percy Smedley, is an artist as well as a painter, and it just happens that he is interested in fractals. Having two extra walls and one extra dimension to dispose of, he decided to paint a picture of the Z^2+C Julibrot onto one of the walls. I'll describe the thing he painted in the next FOTD, which is only 24 hours away. Until then, take care, and fractals are everywhere. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= A_Super_Quickie { ; time=0:00:29.04 SF5 on P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident center-mag=+3.93763929419721800/+2.84864640310647800\ /986022.6/1/125 params=-2/1/3/-4/0/0 float=y maxiter=175 bailout=25 inside=0 logmap=16 symmetry=none periodicity=0 colors=000mmummu<3>quwrwxITSPWYW`bbfhhpmpvse88<12>kS\ SkTTkVV<3>m__E`O<2>BcP<8>MhYNiZPj_<4>TlcUldWme<13>ku\ rlusnvt<3>rxxzDy<3>zXxz`xzex<2>ztxzuf<3>zwrzxuzzb<21\ >zxszxtzxu<3>zxxzwS<18>zxpzxqzxr<3>zxwz_V<79>zvvzwvz\ ww<3>zxxz5f<20>zit } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ A_Super_Quickie { ; time=0:00:29.04 SF5 on P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident center-mag=+3.93763929419721800/+2.84864640310647800\ /986022.6/1/125 params=-2/1/3/-4/0/0 float=y maxiter=175 bailout=25 inside=0 logmap=16 symmetry=none periodicity=0 colors=000mmummu<3>quwrwxITSPWYW`bbfhhpmpvse88<12>kS\ SkTTkVV<3>m__E`O<2>BcP<8>MhYNiZPj_<4>TlcUldWme<13>ku\ rlusnvt<3>rxxzDy<3>zXxz`xzex<2>ztxzuf<3>zwrzxuzzb<21\ >zxszxtzxu<3>zxxzwS<18>zxpzxqzxr<3>zxwz_V<79>zvvzwvz\ ww<3>zxxz5f<20>zit } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 28-01-00 (Disorder) (c) Date: 28 Jan 2000 02:42:15 -0500 (EST) FOTD -- January 28, 2000 Fractal enthusiasts and visionaries: I named today's fractal "Disorder". I gave it this name because the picture takes the disorder of seemingly total chaos and makes it into a recognizable Mandelbrot scene. I could just as well have named the picture 'Now you see it; now you don't'. The pattern around the midget has a strange tendency to totally vanish if the color palette is not set just right. A small amount of color cycling will reveal this tendency, and change the picture into a nearly featureless mass of fractal sand. The parameters that I entered into my warhorse formula were chosen on a whim. The color palette was as good as I could do in the little bit of time I had to devote to fractals. The parameter file is relatively slow, making a download of the image by far the better choice. For today only, the image is posted in GIF format. The standard JPEG format caused too much degradation. The image may be found posted to the binary Usenet group: and to the web at: Fractal Central is still basically snowbound. The fractal weather today was sunny but very cold and windy, with a temperature of 12F (-11C) that removed all thoughts of going outside from the minds of the fractal cats. But they had their day's excitement this afternoon, when a large pile of snow slid from the roof and landed outside their sunny window with an earth-shaking thump. Unfortunately some rain gutter came down with the snow, which did nothing for my fractal temperament. We left Percy Smedley, the fractal painter, painting a picture of the Julibrot in the 3-D surface of his wall. Although his painting is three-dimensional, it is still only a picture, a projection of the actual four-dimensional figure. But even so, it can be fit into our 3-D space. Does this mean that we could visualize the 4-D Julibrot by studying a 3-D picture of it? No it does not, for we cannot view the 3-D picture in the proper manner. Regardless of the angle from which we viewed the picture, we would be looking at it edge-on. Our view would be like holding a flat photograph edge-on and viewing it in that manner. Our minds would interpret what we saw as only a 3-D object. To get a proper view of Percy's picture, we would need to see every point of its solid interior at a single glance, and this can be done only from the direction that is perpendicular to our 3-space. However, even the edge-on view of the 3-D projection of the 4-D Julibrot is interesting, with its convolutions and its parabolic tendrils shooting off to infinity. While I'm trying to visualize what I just described, I'd best shut down the fractal shoppe for another day. Until tomorrow, take care, and don't let the lack of a dimension make you flat. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Disorder { ; time=0:24:27.34 SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+4.67250477271021100/+0.49840999691577580\ /77477.38/1/-177.499 params=0.15/1.5/-1.5/-0.15/3/0 float=y maxiter=32000 bailout=25 inside=0 logmap=228 symmetry=none periodicity=10 colors=000QaSQaSQaTQaTQcVQcVQcXQcXQdYQd_Qd_Qd`Pf`Pfa\ PfaPfcPgcPgdPgdPgfPifPigPiiPiiPjjPjjPjlPjlOlmOlmOloO\ loOmpOmpOmrOmsOosOouOouOovOpvOpxOpxOpyMry<4>MszMszMs\ zMuz<3>MvzMvzMvzMvzOuzOuzPuzPsz<2>QrzQrzSrzSpz<2>Toz\ TozVozVmzVmzXmzXlzYlzYlzYjz_jz<2>`iz`iz`gzagzagzafzc\ fzcfzcdzddzddzfczfczfczgazgazgazi`z<3>j_zj_zlYzlYzoa\ zlYzjVziSzfPydMucIo`Fj_CfY9aV6_T1VS0SP0PO0MM0JJ0FL0G\ M0GO0GO0GP0GQ0GS0GS0GT0GV0GX0GX0GY0I_0I`0I`0Ia0Ic0Ic\ 0Id0If0Ig0Ig0Ii1Ij1Jl3Jl3Jm3Jo4Jp4Jp6Jr6Js7Js7Ju7Jv9\ Jx9LxALyALzCL<2>zDLzDLzFLzFLzGLzILzLLzOJzQJyTIvXIs_I\ paGmdGjgGggFdgFagF_gDXgDTgDQgCOgCLgA<3>9g96g93g70g7<\ 2>0g60g60g70g90gA0gC0gC<2>0gG0gI1gI3gJ4gL6gM6gO7gO<2\ >CgSDgTFgTFgVGgXIgYJg_Lg_Mg`OgaOgcPgdQgdSgfTggVgiVgi\ Tg`SgSSgJQgCQg3Pg0Qg0<4>Og0QgPSgOQgPQgQQgQ } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Disorder { ; time=0:24:27.34 SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+4.67250477271021100/+0.49840999691577580\ /77477.38/1/-177.499 params=0.15/1.5/-1.5/-0.15/3/0 float=y maxiter=32000 bailout=25 inside=0 logmap=228 symmetry=none periodicity=10 colors=000QaSQaSQaTQaTQcVQcVQcXQcXQdYQd_Qd_Qd`Pf`Pfa\ PfaPfcPgcPgdPgdPgfPifPigPiiPiiPjjPjjPjlPjlOlmOlmOloO\ loOmpOmpOmrOmsOosOouOouOovOpvOpxOpxOpyMry<4>MszMszMs\ zMuz<3>MvzMvzMvzMvzOuzOuzPuzPsz<2>QrzQrzSrzSpz<2>Toz\ TozVozVmzVmzXmzXlzYlzYlzYjz_jz<2>`iz`iz`gzagzagzafzc\ fzcfzcdzddzddzfczfczfczgazgazgazi`z<3>j_zj_zlYzlYzoa\ zlYzjVziSzfPydMucIo`Fj_CfY9aV6_T1VS0SP0PO0MM0JJ0FL0G\ M0GO0GO0GP0GQ0GS0GS0GT0GV0GX0GX0GY0I_0I`0I`0Ia0Ic0Ic\ 0Id0If0Ig0Ig0Ii1Ij1Jl3Jl3Jm3Jo4Jp4Jp6Jr6Js7Js7Ju7Jv9\ Jx9LxALyALzCL<2>zDLzDLzFLzFLzGLzILzLLzOJzQJyTIvXIs_I\ paGmdGjgGggFdgFagF_gDXgDTgDQgCOgCLgA<3>9g96g93g70g7<\ 2>0g60g60g70g90gA0gC0gC<2>0gG0gI1gI3gJ4gL6gM6gO7gO<2\ >CgSDgTFgTFgVGgXIgYJg_Lg_Mg`OgaOgcPgdQgdSgfTggVgiVgi\ Tg`SgSSgJQgCQg3Pg0Qg0<4>Og0QgPSgOQgPQgQQgQ } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 29-01-00 (Patchwork Fractal) (c) Date: 28 Jan 2000 23:07:30 -0500 (EST) FOTD -- January 29, 2000 Fractal enthusiasts and visionaries: Today's fractal is . . . well . . . different. Sometimes I suspect that all my quadratic midgets are basically the same. Oh, the patterns around them might vary somewhat, but the overall picture is basically unchanged. Today's fractal midget laid my suspicions to rest. I named the image "Patchwork Fractal". It's a fair name, since the picture resembles a patchwork quilt perhaps more than anything else. Instead of an orderly palette of colors, we have the wildest jumble of color imaginable, yet in the midst of this madness there is order. There are four straw-colored patches arranged in a kind of symmetry, and four greenish arms spiral- ling inward, among countless other symmetries. The expression that was calculated by the MandelbrotMix4 formula to produce today's FOTD is 0.13(Z^3)-25(Z^-23)+C -- another unlikely combination. The parameter file runs in six minutes; the JPEG image file downloads in two minutes. The choice is up to the viewer. The image may be found at: and also at: The fractal weather was sunny and just slightly warmer today, with a temperature of 23F (-5C), which combined with the deep snow pack to keep the fractal cats indoors. And believe it or not, the TV weather experts are telling of another big snowfall come Sunday. Our fractal friend Percy the painter also spent the day indoors, passing the time pondering the picture of the Julibrot figure that he just painted in the wall of his room. I suspect that he'll hang a four-dimensional model of the Julibrot from the ceiling when he finishes the painting, but only time will tell how he decides to decorate his room. If I were Percy, I would have decorated the six walls of my room with pictures of the six regular 4-D hypersolid figures. But since I am not Percy, I can only describe these figures. I'll begin with figure number one tomorrow. Until then, take care, and be at peace. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Patchwork_Fractal { ; time=0:06:33.04 SF5 on P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+1.10815017952117200/+0.12954995055820110\ /769764.8/1/39.999 params=0.13/3/-25/-23/0/0 float=y maxiter=1400 bailout=25 inside=0 logmap=58 symmetry=none periodicity=10 colors=000fBR<4>ZDTYEUWEU<3>QFV<3>ebXihYmnYpsYlVT<3>\ _ZCW_8TK4QN0<3>HbKFfPDjUBmY<9>NsnPtoQtq<3>UvwYooqVhm\ UakOQdNEzvWurYtnZnk_<5>jQfiMghIi<2>f7lf4mg7j<8>pSQqV\ NrXL<3>veC<6>gT6eR5cP4<3>WI1<5>ODBMCDLBF<3>G8L<4>XF`\ _HdbIg<3>oNs<9>XSeVTdTTc<2>NV_MVZMSa<3>MHm<3>YSe`Vcc\ Ya<3>ngUBD4<13>P6NQ6PR5Q<3>V4V<8>iZMkaLmeK<3>srH<16>\ tMbtKctId<3>tBi<3>xCgyCgzCf<7>zDczDczDbzDb<15>zJPzJO\ zJN<3>zKKzAQzAQzBR } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Patchwork_Fractal { ; time=0:06:33.04 SF5 on P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+1.10815017952117200/+0.12954995055820110\ /769764.8/1/39.999 params=0.13/3/-25/-23/0/0 float=y maxiter=1400 bailout=25 inside=0 logmap=58 symmetry=none periodicity=10 colors=000fBR<4>ZDTYEUWEU<3>QFV<3>ebXihYmnYpsYlVT<3>\ _ZCW_8TK4QN0<3>HbKFfPDjUBmY<9>NsnPtoQtq<3>UvwYooqVhm\ UakOQdNEzvWurYtnZnk_<5>jQfiMghIi<2>f7lf4mg7j<8>pSQqV\ NrXL<3>veC<6>gT6eR5cP4<3>WI1<5>ODBMCDLBF<3>G8L<4>XF`\ _HdbIg<3>oNs<9>XSeVTdTTc<2>NV_MVZMSa<3>MHm<3>YSe`Vcc\ Ya<3>ngUBD4<13>P6NQ6PR5Q<3>V4V<8>iZMkaLmeK<3>srH<16>\ tMbtKctId<3>tBi<3>xCgyCgzCf<7>zDczDczDbzDb<15>zJPzJO\ zJN<3>zKKzAQzAQzBR } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 30-01-00 (Frosty Minibrot) (c) Date: 30 Jan 2000 01:27:26 -0500 (EST) FOTD -- January 30, 2000 Fractal enthusiasts and visionaries: I awoke this morning to frost on the window panes. The frost melted as soon as the heat came on, but when I saw today's feathery midget, I was reminded of those feathery patterns that oh so briefly decorated my windows. I immediately named the picture "Frosty Minibrot". The scene is part of the fractal that results when Z^363 is subtracted from Z^365 and the difference multiplied by a factor of 972. Due to the extremely delicate nature of its features, this fractal should be calculated at a resolution of at least 1024x768. At that resolution the parameter file renders in 13 minutes -- slow enough to make the download the better choice. The image may be found ready for easy downloading at: and at: The fractal weather today was sunny and 32F (0C), still too cold and snowy for the fractal cats to venture out of doors. Another snow and ice storm is due tomorrow, so I suppose the cats will be housebound for quite a while. Yesterday, we left Percy Smedley pondering his bare walls. We'll leave him there again today while I work up a discussion of the six regular polytopes in four-dimensional space. I also must work up a bit of action for the philofractal list, which is once again playing dead. While I'm working up the action, take care, and the more one wonders, the more one searches; the more one searches, the more one knows. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Frosty_Minibrot { ; time=0:12:57.75 SF7 on P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.99700518618206060/+0.00004996484224636\ /282064.3/1/42.5 params=1/365/-1/363/971/0 float=y maxiter=1000 bailout=25 inside=0 logmap=20 symmetry=xaxis periodicity=10 colors=000DA6CB6CCACDACEFCFK<6>BMRBNSBOT<3>BTX<3>NY`\ QZaS`b<2>`cccecdfc<8>ipciqcjrc<2>kuckvclwelxgmyimzl<\ 3>ozmozmozm<2>czl<2>Szb<9>OzSOzROzQ<3>NzMPzNRzO<7>_z\ T`zUazU<3>ezXfzOgzX<13>uzTvzTwzTxzTyzT<3>zzSzzRzzRzz\ RzzRzzQ<20>zzezzfzzg<3>zzi<9>zzJzzGzzD<3>zz3<8>zzPzz\ RzzU<3>zzc<20>zzZzzZzzZzzZzzZzzX<6>zzgzzizzj<3>zzp<7\ >zzQzzMzzJ<3>zz6<21>zza } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Frosty_Minibrot { ; time=0:12:57.75 SF7 on P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.99700518618206060/+0.00004996484224636\ /282064.3/1/42.5 params=1/365/-1/363/971/0 float=y maxiter=1000 bailout=25 inside=0 logmap=20 symmetry=xaxis periodicity=10 colors=000DA6CB6CCACDACEFCFK<6>BMRBNSBOT<3>BTX<3>NY`\ QZaS`b<2>`cccecdfc<8>ipciqcjrc<2>kuckvclwelxgmyimzl<\ 3>ozmozmozm<2>czl<2>Szb<9>OzSOzROzQ<3>NzMPzNRzO<7>_z\ T`zUazU<3>ezXfzOgzX<13>uzTvzTwzTxzTyzT<3>zzSzzRzzRzz\ RzzRzzQ<20>zzezzfzzg<3>zzi<9>zzJzzGzzD<3>zz3<8>zzPzz\ RzzU<3>zzc<20>zzZzzZzzZzzZzzZzzX<6>zzgzzizzj<3>zzp<7\ >zzQzzMzzJ<3>zz6<21>zza } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 31-01-00 (Seven Down) (c) Date: 30 Jan 2000 23:53:09 -0500 (EST) FOTD -- January 31, 2000 Fractal enthusiasts and visionaries: Today's midget lies hidden in the fractal that results when Z^0.7 is subtracted from Z^0.6 and the difference multiplied by 11 before adding C. It's a different little midget, with eight long, narrow filigree arms radiating outward and finally curling into vague numeral sevens before terminating. Well, actually only half the arms terminate. The other half continue beyond the bounds of the picture into worlds unknown. I named the little picture "Seven Down" when I heard the words "third and two" coming from the TV set in the next room. I'm not actually watching the big stuporbowl game, but whenever I hear a cheer go up, I check to see what happened. The parameter file is a relatively quick 2-1/2 minute one. The download is even quicker. The image may be found ready for downloading at: And also at: The fractal weather suffered a setback today, as a combination of snow, sleet and freezing rain left 4 more inches of various forms of frozen water on top of the old ice. The temperature of 25F (-4C) was far too cold for the sensitive fractal cats, who spent the day moving from one radiator to another. It was ideal for our four-dimensional friend Percy Smedley however. He has finally finished decorating the north wall of his room. On that wall he painted a picture of the simplest of all four-dimensional regular solids, an object I'll call a pentahedroid. The pentahedroid is the analog of the triangle and tetrahedron, consisting of 5 points, 10 edges, 10 faces, and 5 tetrahedron cells. A tetrahedron is formed by attaching an extra triangle to the three edges of an existing triangle and rotating the triangles around those edges until they come together in the third dimension. A pentahedroid is formed by attaching an extra tetrahedron to the four faces of an existing tetrahedron and rotating the tetrahedrons around those faces until they come together in the fourth dimension. Just as is the case when triangles are rotated until they form a tetrahedron, the rotation of the tetrahedrons to form a pentahedroid is done with no stretching, bending or distortion. The boundary of the pentahedroid consists of the interiors of its five tetrahedron cells. But we must not think of the interiors of the tetrahedrons as giving thickness to the walls of the pentahedroid. Every point within the interiors of the tetrahedrons, no matter how deeply buried, is in contact with both the inside and outside of the pentahedroid. The simplest three-dimensional projection of the entire pentahedroid resembles a tetrahedron with lines drawn inward from the four corners until they meet in a point at the center. The three-dimensional slices of the pentahedroid are either tetrahedrons or triangular prisms, depending on whether the slice splits the five points of the pentahedroid four-one or three-two. Tomorrow, our friend Percy will decorate the south wall of his room with a picture of a four-dimensional cube, sometimes called a tesseract. I'll tell you then how he makes out. For now, it's time to shut down the fractal shoppe and call it an icy night. Until next time, take care, and be ever aware. Jim Muth jamth@mindspring.com START FORMULA============================================== 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 FORMULA================================================ START PARAMETER FILE======================================= Seven_Down { ; time=0:02:20.88 SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident center-mag=-0.89641524025185240/-0.07776184525423513\ /8.23139e+009/1/102.5 params=-1/0.7/1/0.6/10/0 float=y maxiter=1400 bailout=25 inside=0 logmap=101 symmetry=none periodicity=10 colors=000A0U<3>A0RA0QA0PA0OA0NB0MC2L<3>JDHLGFOID<3>\ WP7YR5_S4cW6i_8mc9qfBtjCwnEzpF<3>ngJjeKfcL<2>WXNSVOP\ RP<2>GIR<2>OGVRGWUIX<3>cNafObhPd<3>sQhuQi_Vn`WkaXhaY\ W<2>c`NcaNd`NecMefLfjIfnFgrCgtAtuK<3>oqWnpZmoalndkog\ juj<4>mwinxioxh<2>qzhqzhoxi<3>hpkgnkellcjlbhm<3>Wco<\ 3>PgqOhqMirKjr<2>ImpHnoHonHpm<4>FuhFvgEwfExeEyd<7>Bz\ XBzWAzV<3>9zR1z09zQ<19>2z62z51z4<3>0z0szy<38>8z97z86\ z6<3>1z1pz5<21>Cz1Az19z0<3>1z0Dz1<5>Az0 } END PARAMETER FILE========================================= START 20.0 PAR-FORMULA FILE================================ Seven_Down { ; time=0:02:20.88 SF5 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident center-mag=-0.89641524025185240/-0.07776184525423513\ /8.23139e+009/1/102.5 params=-1/0.7/1/0.6/10/0 float=y maxiter=1400 bailout=25 inside=0 logmap=101 symmetry=none periodicity=10 colors=000A0U<3>A0RA0QA0PA0OA0NB0MC2L<3>JDHLGFOID<3>\ WP7YR5_S4cW6i_8mc9qfBtjCwnEzpF<3>ngJjeKfcL<2>WXNSVOP\ RP<2>GIR<2>OGVRGWUIX<3>cNafObhPd<3>sQhuQi_Vn`WkaXhaY\ W<2>c`NcaNd`NecMefLfjIfnFgrCgtAtuK<3>oqWnpZmoalndkog\ juj<4>mwinxioxh<2>qzhqzhoxi<3>hpkgnkellcjlbhm<3>Wco<\ 3>PgqOhqMirKjr<2>ImpHnoHonHpm<4>FuhFvgEwfExeEyd<7>Bz\ XBzWAzV<3>9zR1z09zQ<19>2z62z51z4<3>0z0szy<38>8z97z86\ z6<3>1z1pz5<21>Cz1Az19z0<3>1z0Dz1<5>Az0 } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: "Rupert Millard" Subject: Re: (fractint) Colour Map Recognition, I've updated my program Date: 31 Jan 2000 13:42:18 GMT Hello all, You can download my compressed duplicate colour map program at: http://www.geocities.com/kangarupert/multimap.html This new version only displays duplicates if they genuinely are duplicates. I hope it is useful to you all. If you have any problems, e-mail me either through the group or to rupertam@hotmail.com I am planning to put in a later version an organisation feature, which will put them in directories according to their 'bandyness' and 'stripeyness' From, Rupert ______________________________________________________ Get Your Private, Free Email at http://www.hotmail.com Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint" ------------------------------------------------------------------------------- From: Jim Muth Subject: (fractint) FOTD, 01-02-00 (Outlined Minibrot) (c) Date: 31 Jan 2000 22:56:56 -0500 (EST) FOTD -- February 01, 2000 Fractal enthusiasts and visionaries: Today's fractal must be rendered at a resolution of at least 1024x768. At anything less than that it falls apart. This should be no problem, as the parameter file runs in less than 2-1/2 minutes at 1024x768 even on a modest Pentium 200mhz. The draw time is calculated at the higher resolution. Also, starting today I will discontinue attaching separate formula and parameter files with the FOTD. These items are merely adding unnecessary length, and I doubt if anyone who reads the FOTD is using a version of Fractint so old that it cannot read the combined par-formula file. Today's fractal is a nice, (what does that mean), attractive one. From a distance it rather resembles an opening lotus blossom. From close up the delicate tracery of spiderweb filaments becomes visible. The image was created with the M-Mix4 formula calculating a critical point of the expression 100(Z^101)-0.5(1/Z)+C. I named the picture "Outlined Minibrot" because of the wavy outlines surrounding the central midget. As I mentioned earlier, the image must be rendered at a minimum resolution of 1024x768, and as always, the JPEG version, which has been reduced to a resolution of 640x480, has been posted to: and to: The fractal weather today was much improved, with warm sunshine and a temperature of 35F (1.5C). There is still about one meter of snow on the ground and piles of snow 2 meters high lining almost every street, however. Thus the fractal cats didn't even think of going outdoors. Our hyperfriend Percy has now decorated the south wall of his room with a picture of a hypercube, which is sometimes called a tesseract. (No, he did not render it in the cubist style, though that style was invented in an effort to visualize the fourth dimension, a hopeless task that was quite trendy in the early 20th century.) The hypercube is the analog of the cube, just as the pentahedroid is the analog of the tetrahedron. To construct a hypercube an extra cube must be attached to all six faces of a given cube, and an additional cube attached to the outward face of one of the extra cubes, making eight cubes in all. This assemblage may then be folded in the fourth dimension until the six extra cubes come together, forming a hyperbox with an open lid. Then the final cube can be dropped down to close the box and complete the hypercube. The simplest three-dimensional projection of a hypercube appears as a cube with a smaller cube inside it, with the corresponding vertices connected. When this model is studied, it can be seen that the hypercube consists of 16 vertex-points, 32 line-edges, 24 plane-faces, and 8 cubical-cells. At every vertex 4 edges, 6 faces and 4 cubical cells meet. At every edge 3 faces and 3 cells meet. At every face 2 cells meet. The many three-dimensional slices of the hypercube are beyond complete description. But briefly, if a hypercube were to suddenly intersect our 3-space, it would most likely be vertex-first. In this case, we would see a point appear, which would grow into a 4-sided pyramid, which would increase in size until the next vertex passed through our space. If the hypercube cut our space edge-on, we would see a line appear, which would spread into a thickening triangular prism. If it cut our space face-on, we would see a flat square appear, and if it entered our space cell-on, we would see a perfect cube suddenly appear from nowhere, persist for a few moments, then vanish as suddenly as it appeared. This technical description of course will never enable one to mentally picture a hypercube, but the monstrous thing does exist mathematically, and the various three-dimensional slices can be materialized and comprehended with the normal senses. And now I comprehend that it's time to shut down the fractal shoppe for another evening and call it a night. Until tomorrow, when we'll see what Percy does with the east wall of his room, take care, and if four-dimensional water has a specific gravity of one, how much would a hypercubic centimeter weigh in our 3-D space? Jim Muth jamth@mindspring.com START 20.0 PAR-FORMULA FILE================================ Outlined_Minibrot { ; time=0:02:26.32, SF7 on a P200 reset=2000 type=formula formulafile=critical.frm formulaname=MandelbrotMix4 function=ident passes=1 center-mag=+0.52850051383863540/+0.94390281788545130\ /1.622702e+008/1/57.5 params=100/101/-0.5/-1/0/0 float=y maxiter=1000 bailout=25 inside=0 outside=summ logmap=18 symmetry=xaxis periodicity=10 colors=000A7C4ppzKKrUX<2>`wvVwVPw3<2>SYOzm0PUUMXUOQX\ QczSczMczHQV5VuCXRuPnWW`dwjTpbIiVYvdKPtegrN8zFOfU3IH\ EBDNFAVJobr<2>IbV3YS<2>6cOCecIgI<2>9mMroz<2>JuXMwS<2\ >AzOCz6AzC8zIfzt<2>GzVvzKKzp<2>AzUoznTz`RztBzGyzOYzN\ ezm<2>FzTazjRzbHzVBzs9zbXz4<2>DzJrzUVzQfzpPzaHzICzLq\ z`<2>IzQ`z2<2>EzIzzvZzdzz1gz9PzGlz`HzhCzY2zV5zRNzS<2\ >BzO_z9<2>EzK9zIsz1VzCMz3Dz6BzC9zIXzNKzNXzXKzSCzu<2>\ 8zVnzR8zm<2>7zTIznEzdAzWlz0yzb<2>KzRbz3Bzs9zb1zc3zY5\ zSEz3AzDnz_TzTHzNDzNAzNHzjDzbAzVIzQFzPCzO9zN8zB5zn6z\ d7zWdzMOzNZzyyzRYzPwz5XzESzr<2>CzVOz3<2>BzI7zxNzm<2>\ BzTRzZXzNKzNzzwgzjPzZRz`Nzn<2>BzUWzO<2>DzN<2>8zN9zb8\ zc7zeEzhAzkvzndzqOzthzwQzzrzzVzzfzzwzzUzzbzzNzzRzzHz\ zZzzZzzLzzUzz<2>CzzZzz2zzezzUzzIzzyzzYzzxzzfzzPzzGzz\ TzzTzz<2>CzzfzzVzzJzz } 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================================== Thanks for using Fractint, The Fractals and Fractint Discussion List Post Message: fractint@lists.xmission.com Get Commands: majordomo@lists.xmission.com "help" Administrator: twegner@swbell.net Unsubscribe: majordomo@lists.xmission.com "unsubscribe fractint"