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Fractal of the Day
by Jim Muth
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Fractal visionaries and enthusiasts: We successfully weathered another panicky day here at F.C. on Wednesday, with quite a few more to come I am sure. Today's fractal diversion reminds me of a fractal caught in the act of manifesting. I named it "Etheric Mandeloid", but gave it no rating. The parameter file is slower than the recent images, taking 8-2/3 minutes to finish on the fastest machine. Time may be saved however by viewing the completed image on the FOTD web site at: Wednesday was a near perfect day here at Fractal Central, just a couple degrees cooler than Tuesday. The fractal cats made the most of things. My day was frustrating and tomorrow may be the same. The next FOTD has a 67-percent chance of being posted in 24 hours. Until next time, take care, and be prepared for the sudden appearance of unseen things such as fractals. Jim Muth jamth@mindspring.com jimmuth@aol.com |
START PARAMETER FILE=======================================
Etheric_Mandeloid { ; time=0:08:41.41-SF5 on P4-2000
reset=2004 type=formula formulafile=allinone.frm
formulaname=DivideBrot5 maxiter=1500 periodicity=0
center-mag=-2.30147/0/4.149901/0.8516/90/0 passes=1
params=3/3 float=y inside=atan
colors=000ParOcrNfsOfpnZLkXNhVPeTRbRT_PVVM_PJdWT_c\
cVknQsyKsyKsyKsyKsyJsyJsyJsyJsxIsxIsxIsxIsxHsxHsxH\
sxHtwGqwInwKjwNgwPdwR`wUYwWUxZRx`OxbKxeHxgExiAxl7x\
n3yq7wnBtjFrgJocNm`RjXVgTZeQbbMf`JjYFnWCrT8wQ4vR6t\
S8rTApUDnVFlWHjXKhYMfZOd_Rb`T`aVZcYWdUSfQOhMLiIHkE\
DmA9o69jA9dF9_J9UOAPSAJXAE`A8eB2jE5gH9dLDaOHZSKWVO\
TZSQaWNd_KhbHkfEojBrn8vr4qkBldIgXQbQXYJcSBkTFiVJfX\
NcZRa`VZbZWdbTqOTqPTqQUqRVqSVqUWqVXqWXrXYrYZr_Zr`_\
ra`rb`rcasebpeclddhcfebgaaiY`jV_kR_mNZnKYpGXqCWr9V\
t5Uu1Tw6RpCOiHMbNJWSGPYEIbBBh84g95eA6dB8bC9aDA_ECZ\
FDXGFWHGUIHTJJRKKQLLOMNNNOLOQJGdH7sH9pHCmHEiHHfHJb\
HM_HOWHRTHTQHWMHYJH`FHbCIe8If8Ig8Ii8Ij9Jk9Jm9JnAJp\
AKqAKrBKtBKuBLwCLtDLqELnFKjGKgIKdJJ`KJYLJVNIROIOPI\
LQHHSFNWDU_B`c9fg7mk5tpBi`IYLPM5SN5VP5YR6aT6dV7gW7\
kY7n_8qa8HHGIHJJHMKHPLHSMHVNGYOG`PGcQFfRFiSFlSEnSG\
oSIpSLpSNqSPqRRqQSqQTrPUr }
frm:DivideBrot5 { ; Jim Muth
z=0, c=pixel, a=real(p1)-2,
b=imag(p1)+0.00000000000000000001:
z=sqr(z)/(z^(-a)+b)+c
|z| < 1000000 }
END PARAMETER FILE=========================================
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times.
