; Date: Sat, 14 Sep 2002 10:02:34 -0400 ; From: Jim Muth ; Subject: [Fractint] FOTD 14-09-02 (The Root is Square [7]) ; Id: <1.5.4.16.20020914100343.2b6f5788@pop.mindspring.com> ; --------- ; FOTD -- September 14, 2002 (Rating 7) ; ; Fractal visionaries and enthusiasts: ; ; I guess I must apologize for the pathetic discussion I wrote for ; the most recent FOTD, which appeared on Sep 12. The reason was ; my angry mood. While being fully reminded of what happened last ; Sep 11, I heard that my childhood football hero, John Unitas, ; had just died. As a result, my mood was such that if I had ; written what I felt at the time, someone would certainly have ; been offended. ; ; Today however, my mood is a bit better, though still not up to ; average. One thing that helps is that I have found a way to ; greatly reduce the annoyance of the junk e-mail that floods my ; jamth mailbox. The technical help department at Mindspring, ; which is actually Earthlink, told me a way to read the subject ; lines of my mail without downloading it, and delete the unwanted ; mail directly from the server. I should have thought of it ; myself. It doesn't eliminate the spam, but it does eliminate ; the wait of up to 15 minutes to download stuff that will be ; deleted immediately on my own machine. ; ; Today's image comes from 6 levels down the infinite spiral of ; the Z^(sqrt(2))+C fractal. I don't know exactly what that ; means, but the real(p2) parameter of today's formula is set to ; -6, so it must mean something. The parent of today's picture is ; a rather ordinary Mandeloid fractal with a main bay and, on the ; south side of the bay, off the screen, a large bud. A long ; filament meanders south from the bud. Today's scene, with its ; tiny midget, is located on this filament, rather near to where ; it joins the bud, in an area rich with semi-organized chaos. A ; far larger midget lies near today's scene, not far out the ; filament. This larger midget is not quite as worthy as the one ; in today's image. ; ; I named the image "The Root is Square" because although the ; number 2 has an infinity of roots, only the square one is ; involved in today's picture. Then I gave the image a rating ; of 7. I kind of enjoy the electric-arc effect of the scene. ; ; The 7-minute render time of the parameter file is acceptable to ; all but the busiest fractal fans. Those without the time to run ; the parameter file may pick up the completed image on the ; internet at: ; ; ; ; and: ; ; ; ; The fractal weather Friday here at Fractal Central was near ; perfect for the fractal cats, though a little too warm for me. ; The cloudless skies brought pleasure, but the temperature of 86F ; 30C was more appropriate for early August than mid September. ; At least the humidity remained relatively low, making for a day ; that rated a 6 on my scale of weather worth. ; ; Now it's Saturday morning, and the day promises to be a near- ; repeat of yesterday. There is some yard work to be done, which ; can be avoided if I'm clever enough. But it's a no-win situa- ; tion. If I skip the work, I'll feel guilty; if I do the work, ; I'll miss a chance for a totally relaxing day. I'll probably do ; the work. It's always better to be dis-satisfied with no work ; waiting to be done. So before I get started, take care, and ; once a fractal is born, it's always a fractal. ; ; ; Jim Muth ; jamth@mindspring.com ; ; ; START PARAMETER FILE================================ The_Root_is_Square { ; time=0:07:42.25--SF5 on a P200 reset=2002 type=formula formulafile=allinone.frm formulaname=MandelbrotBC1 function=floor passes=1 center-mag=-0.202571534275736/-1.669100436259464/9\ 3199.8/1/-30/2.57370867673412107e-010 params=1.414\ 213562373/0/-6/0 float=y maxiter=1800 inside=0 logmap=250 periodicity=10 colors=000lgzldwiatfZqcWn`TkZRhWOeTLbQI_NFXLDUKADK\ ADKAEKAEKAIKALKAPKBSHCWFDZCEbAFe8Fh7Hi7Jj6Lk6Ml5Om\ 5Qn4Ro4Tp3Vq3Xr2Ys2_t1au1bu8_sEXqKUoRRmXOkbLigCihJ\ ghQehXdRXe9XeCUeFReIOeLLeOJeRGeUDeXAe_7eb5ec7ac9Zd\ BWdDTeFQeGNfIKfKHgMEgOBcN9gP8WR8KT87W78V89V9AV9AVA\ BVBCVBCVCDUDEUDFUEFUFGUFHUG5_DHUGSPJUKMUFPUARNtrMs\ sMssMssMrsMrsMrsMqsMqsLqsLpsLpsLpsLosLosLosMyoLosU\ rYKfwIbvHZuGVtFStEOsCKrBHrADq99p86p6Pd7Ob8O`9OZANX\ BNV2ROBNUKK_SGe`DkhAqlInpPltWjxbhucgsdfqdeoeemfdkf\ cigbghbehaci`aj__j_YkZWlYZo_UlYPjXKhWFfUAdT5bS0`R3\ aO6bM9bKCcIEcFHdDKdBNe9Jh4Pe7VcA`aDfZGlXJtRKrVLpZL\ naLleLjiMhlMfpMhq3dsMZvh`udbt`csXesTgrPhqLjpHlrAkp\ EjoHinKimNhlQgkTgjWfhZegadfddegcdjbcmagwbbpcYidTbm\ UPdXXW_dNblAeuEhtIksMnrQqqUtpYwoaznezmhzlgzlfziezf\ ezcdz`dzZczWbzTbzQazNazL`zI_zF_zCZz9Zz7ezIkzTrzcxz\ mwzuqzolzjRzASzBSzBTzCTzC } frm:MandelbrotBC1 { ; by several Fractint users e=p1, a=imag(p2)+100 p=real(p2)+PI q=2*PI*fn1(p/(2*PI)) r=real(p2)-q Z=C=Pixel: Z=log(Z) IF(imag(Z)>r) Z=Z+flip(2*PI) ENDIF Z=exp(e*(Z+flip(q)))+C |Z|