; Date: Wed, 16 Oct 2002 09:57:48 -0400 ; From: Jim Muth ; Subject: [Fractint] FOTD 16-10-02 (Mandelbrot Object [7]) ; Id: <1.5.4.16.20021016095921.2a0ff888@pop.mindspring.com> ; --------- ; FOTD -- October 16, 2002 (Rating 7) ; ; Fractal visionaries and enthusiasts: ; ; The parent fractal of today's image is a drawn-out string of ; Mandeloid fractals much like the Hawaiian chain of volcanic ; islands. Today's image itself is located in a valley of the ; easternmost and not at all the largest of these Mandeloids. The ; other Mandeloids are all interesting, and may be visited in ; future FOTD excursions. ; ; The midget at the center of today's FOTD is located in a spiral, ; the edge of which is cut off by a discontinuity. In keeping ; with the cutoff theme, the large spiral surrounding the midget ; is also cut off. ; ; The most impressive thing in today's image is the unusually well ; defined area surrounding the midget. I have emphasized the ; definition of this area by the coloring I gave to it. The ; well-defined area reminds me of nothing that I can immediately ; recognize, yet it seems to be a something. I therefore named ; the picture "Mandelbrot Object". This name will suffice, though ; fractals are certainly not objects in the accepted sense of the ; word. ; ; Though I am fairly satisfied with today's image, the coloring ; still leaves a bit to be desired, especially the outer areas, ; where the bland beige fails to bring out the full potential of ; the scene. Also, the midget at the center suffers from too low ; a maxiter. Considering these shortcomings and the excessive ; render time of over 1 hour on my machine, I could rate the image ; no higher than a 7, which is actually quite good. ; ; Luckily, the completed image, if it is not already on the FOTD ; web sites, will soon be available there. The FOTD web sites can ; be found at: ; ; ; ; and at: ; ; ; ; The weather Tuesday here at Fractal Central was typical of the ; season, as grey clouds veiled the sun, a cool northerly breeze ; blew, and the temperature hovered around 55F 13C. The dynamic ; cats, having seen a TV show about what happens to feral cats in ; the Australian outback, looked twice before venturing into the ; holly thicket at the foot of the yard. This morning, the wind ; is blowing and the rain is pouring. I imagine they will look ; three times before going outdoors. ; ; As for me, the only adventure I want is to complete the day's ; work with a minimum of trouble, and find a fractal that rates a ; 9 or 10 for tomorrow's FOTD, which will appear on schedule in ; roughly 24 hours. Until that apocalyptic moment, take care, and ; did you know that fractals are good for your health? They're ; full of isofractones! ; ; ; Jim Muth ; jamth@mindspring.com ; jimmuth@aol.com ; ; ; START PARAMETER FILE================================ Mandelbrot_Object { ; time=1:15:42.88--SF5 on a P200 reset=2002 type=formula formulafile=allinone.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=+7.31848906354440300/+0.092751001585580\ 13/2.326232e+007/1/2.5/3.31674654567570837e-007 params=7/-1.2/0.7/-11.7/-1.5/800 float=y maxiter=7200 inside=0 logmap=-1623 periodicity=10 colors=000eocfoffofhoeioekodlodnocoocqobsoesohqpfn\ ndkmcgjadg_adZYaXVZWSWUOTSLQRINPFKOJLRMMTQNVTOXXPZ\ _Q`bRbfSdiTfmUhpVjtWlwXnzXpzZoz`ozbozdozfozhozjozl\ oznozpozroztozvoqtZhsI_r1`q4`p7aoAanCbmFblIbkLcjNc\ iQdhTdgWdfYgfaifekfimfmofqqfusfxpgtmhpjilhjiekebla\ `mYYnVVoRTpNQqJNrGLsCIt8Fu4Dv1LiBTXL`KVg8ciHXkQRmZ\ KogEqp8miGibOeXVaQbYKiZIhZGhZEhZChZAgZ8gZ6gZ5g`7eb\ 9dcAceCbfEahF_iHZkJYlKXnMWoOUqPTrRStTRuUQoTOiSMdSK\ ZRIURGOQEIPCDPA7O82O7ARGITPQVYYXfeZom`wl_qkZljYfiX\ ahWWgVRgUMcXO`ZQXaSUcUQeWNhYJj_GlaCoc9qe6sfArgErgH\ rgLqgPqgSqhWqh_phbphfphiphgoefoben_cnXbmPamK_mNZmQ\ YmTWmWVmZUmaSmdRmgQmjOmmMmpKmtImwGmzEmzCmzAmz8mz6m\ z4mz3mz3mz3mzXmzVmzTmzRmzPmzNmzMmzKmzImzGmzEmzCmzA\ mz8mz7mz6mz5mz4mz4mz3mz2mz2mz3mz4mz4mz5mz5mzBmzGmz\ MmzRmzWmzZmzamzdmzfmzimzlmzomzqmztmzwmzymzqmzimzam\ zUmzMmzJmzKmzMmzOmzPmzRmz } 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 PARAMETER FILE================================== ; ;