Aug. 18, 2014: Blattaria Specimen | Aug. 14 | Aug. 19 | 2014 | FOTD Home |
Fractal
visionaries
and enthusiasts:
Today's image is named "Blattaria_Specimen", and the image certainly
does resemble a specimen of the order. Actually, the image is
a
Julia set of the valley at the western extremity of the main bay of the
Z^(1.05)+C Mandeloid as calculated at a tiny 0.024 turns up the complex
logarithmic hyperspiral and a little into the imag(y) direction.
The art rates a 6; we have been here several times before.
The
math rates a 7; we have been here before but not at this level of the
hyperspiral.
The calculation time of 1-1/2 minutes will pass in a
semi-flash.
The web sites will eliminate the flash.
Perfect weather prevailed here at Fractal Central today.
Perfection is described as blue skies decorated with puffy white
clouds, low humidity, and a temperature of 79F 26C. The
fractal
cats had a mostly pleasant day, but did get into a tussle when Jasmine
leaped from the couch onto Nicholas and caused his tail to puff
up. The humans spent the day working.
The next FOTD will be posted in a day or two or maybe three or
four. Until whenever, take care and I have nothing to say
about
current events in Saint Louis except that I am disappointed that the
same old problem still exists even 50 years after the Civil Rights Act
was passed, and after 50 years of the best-intended efforts to
eliminate discrimination and poverty, and finally achieve true
equality. It is actually starting to appear, at least to me,
that
achieving equality might be a wishful myth.
Jim Muth
jimmuth@earthlink.net
START PARAMETER FILE=======================================
Blattaria_Specimen { ; time=0:01:30.00 SF5 at 2000MHZ
reset=2004 type=formula formulafile=basicer.frm
formulaname=BranchCutGenJul passes=1
center-mag=0.27373/0.0304405/1.025/1/-24.25/0
params=1.5/0.024/-0.18873/0.0144 float=y
maxiter=1500 inside=0 logmap=4 periodicity=6
colors=0004YD4VC3RA3O92L72I62F52C72A927B25C38H3BM3\
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OWPO7sN6pL6mK6jJ5fH5cG4`E }
frm:BranchCutGenJul { ; Jim Muth
Z=Pixel, C=p2:
Z=log(Z),
Z=exp(real(p1)*(Z+flip(imag(p1))))+C,
|Z|<100 }
END PARAMETER FILE=========================================