; Date: Thu, 09 Jun 2005 10:13:12 -0400 ; From: Jim Muth ; Subject: [Fractint] FOTD 09-06-05 (Daisies in the Field [6]) ; Id: <1.5.4.16.20050609101451.387f8512@pop.mindspring.com> ; --------- ; ; FOTD -- June 09, 2005 (Rating 6) ; ; Fractal visionaries and enthusiasts: ; ; Alert: the next paragraph is non-fractal in nature. The fractal ; fun starts in the paragraph after the next. ; ; When I opened my e-mail this morning, I noticed a letter from ; Earthlink, my ISP, informing me that my password had been ; changed and I would not be allowed to access my e-mail until I ; checked in at their web site and re-entered my info. Curiously, ; if this were actually the case, I never would have been able to ; access my mailbox to read the letter telling me that I could not ; access my e-mail. And what right does Earthlink have to change ; my password? I thought it was up to me to decide if and when to ; change it. I get so many of these fraudulent letters that I am ; beginning to suspect we have a new industry emerging. At least ; none of them complain about the hot weather. ; ; I named today's fractal image "Daisies in the Field" because ; that's what it reminds me of. The image is a pleasant diversion ; from the world of winning phony lotteries, phishing scams, and ; hot weather. It is a picture of an invisible midget. Yes, such ; things actually do exist, and we have one at the center of ; today's frame. ; ; To see the invisible midget in all its non-glory, simply change ; the inside fill to 'numb' and re-calculate the fractal. Don't ; wait too long, for nothing will appear but a blank screen. The ; midget and the whole parent fractal as well have become ; invisible. Everything has evaporated. ; ; Sometimes these 'evaporated' versions are better than anything ; done in the normal manner. At other times they are worthless. ; In today's case, the evaporated version is one of the better ; ones, though several other versions are good enough that they ; could have been chosen instead. ; ; The formula combines Z^(-1.4) and Z^(-4.1) before adding (1/C) ; to produce a typical 'inside-out' parent fractal. The rating of ; 6 and render time of under 5 minutes make it all marginally ; worth the effort. The completed image is available on the FOTD ; web site at: ; ; ; ; A temperature of 93F 34C on Wednesday here at Fractal Central ; kept the cats in the coolest spot they could find, which ; happened to be their window shelf, from where they could watch ; birds and keep cool at the same time. I kept my cool by ; finishing some work and not worrying about global warming. ; Today is starting the same, so the duo will likely have another ; day by the window. The next FOTD will appear as always in 24 ; hours. Until then, take care, and wait for the new age. ; ; ; Jim Muth ; jamth@mindspring.com ; jimmuth@aol.com ; ; ; START PARAMETER FILE======================================= DaisiesInTheField { ; time=0:04:47.81--SF5 on a P200 reset=2004 type=formula formulafile=allinone.frm formulaname=MandelbrotMix4 function=recip passes=1 center-mag=+2.22664453241798800/-1.722164951309734\ 00/7704166/1/-57.5/-8.9860445882036788e-006 params=-1/-1.4/-0.4/-4.1/0/1e+100 float=y maxiter=1000 inside=bof61 periodicity=10 colors=000Hi5Fi5Gb4HW4IQ3JJ3KC2L62QM7V`B_oF`jI`fK`\ bM`ZORVWTTjVSxZUpbWifYbj_Wn`PerNbgL`XJYMINV5KV5HV5\ DU5AU57U54U5Ynk`m8WiHRfPNcXI`dEYlESiEMfFNbGOZHPWIQ\ SJROKSLN`VQhcHNS92H8CM8MQ8WVleZmoczxgco_sgTGZLIREK\ J7OHASGCWFE_DGcCIgBKhDViFziHzrMzoJzmHzjFkhDhfBec9b\ a7__5XeJckXiqjpwxvlgfbRSVOQNLPGIO8FN1CM6GRBJVFN_KQ\ cPUhTXlS_eRb_QdUPgOOiINlCNn6ToBZoGdpLipPoqUuqZzqby\ lcyhdycey_eVSU1KJ3LP5MU6MZ8NdAOiBOnYKhtGboN`jT_fZY\ aeXYkVTqUPwTPvQPvNPvLPvIPvGPvDPvBKlIFbOATV5J`19fcc\ 1UyjOqcJjXEcQ9XKDQMGJOJCPC6E614955C96FD7IG8LK9OOAR\ SBUVBWZAXa9Ze7_h6al5bo4ak3ah3ad3aa3aZ3aV3aS3aO3aL3\ aI3aE3aB3a83ZB9XDEVGKTIPRKUON_MPdKRiIUoGWtEYyXlpoz\ glzeizcgzbdz`bz__zYXzWVzVSzTQzSLoUHeVDVW9LY5AZ10_8\ 3WE5SK7PO8QR9RU9SYAT`BUcBUfCVjDWmDXpEYsEYmKXgPWbUW\ aSXaRXaQXaOXaNYaMYaLY`JY`IY`HZ`FZ`EZ`DZ`CZcBYeAWhA\ UPZTPaNPcHPfBPh6Ni5Li5Ji5 } 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========================================= ; ;