FOTD -- April 24, 2008 (Rating 6)
Fractal visionaries and enthusiasts:
Everyone knows that quadratic minibrots are surrounded by a
symmetrical pattern of elements in the 2,4,8... series. Well,
today's image shows that this is not always true. The minibrot
at the center of today's image lies in an area devoid of any
trace of symmetry. I named the image "Minibrot in Violet" after
the irregular violet area surrounding the minibrot. And then I
rated it at a 6.
The image lies in the same area of the same parent fractal as
yesterday's image, in the East Valley area of a different but
still anomalous minibrot.
The calculation time of just under 3 minutes is within reason.
The finished image is posted for instant viewing on the FOTD web
site at:
<
http://home.att.net/~Paul.N.Lee/FotD/FotD.html>
A mostly sunny and warm day here at Fractal central on
Wednesday, with a temperature of 77F 25C, was not spoiled when a
shower passed over at 6pm. The fractal cats missed the weather.
They got into the catnip this afternoon and were several hours
sobering up.
Except for the goofy cats, my day was normal. The next FOTD
image will be posted at the usual time in 24 hours. Until then,
take care, and be patient.
Jim Muth
jamth@???
jimmuth@???
START PARAMETER FILE=======================================
Minibrot_in_Violet { ; time=0:02:58.51-SF5 on P4-2000
reset=2004 type=formula formulafile=allinone.frm
formulaname=MandelbrotBC3 function=conj passes=1
center-mag=-0.6494432062863946/+0.032501227941523/\
34194.97/1/87.5/0 params=2.005/0/1/0 float=y
maxiter=2750 inside=0 logmap=174 periodicity=10
colors=00041S31T11V01W63_C4bI5eO6hU8k_9neAqkBtAUp9\
To9Sn9Rm8Ql8Pk8Pj7Oi7Ni7Mh6Lg6Kf6Ke6Jd5Ic5Hb5Gb4Fa\
4F`4E_3DZ3CY3BX3BX5CW6DW8EW9FVBGVCHVEIUFJUGKUILTJM\
TUNTcOSmPSzQSzzRzzRzzRvzbowZiuWcsSXpPRnLLlIKmJJmJI\
mKImKHmLGmLFmMFmMEnNDnNCnOCnOBnPAnP9nQ9nQAoRBoRCpR\
DpREpRFqRGqRHrSIrSJrSKsSLsSMtSNtSOtSPuTQuTRvTSvTTv\
TUwTVwTWxUXxUYxUZyU_yU`zUazUazUDjcCkcCldArgCmdDibF\
e`G`YHXWJTUKPSLKPNGNOCLP8JU8LZ8Mc8Nh8Ok7Ql8Pl9PlAP\
mBPmCPmDOnEOnFOnGOoHOoHNoINpJNpKNpLNqMMqNMqOMrPMrQ\
MrQMnOLkNKgMKdLJ`KIYJIUIHRHHNGGKFFGEFDDE8BBACECDGE\
DJGELHFOJFQLGTNHVPHYQI_SJaUJdWKfYLiZLk`MnbNpdNsfOu\
hPygOwfNueMsdLqcKobKmaJk`Ii_HgZGeYGcXFaWE_VDYUCWTB\
USBSRAQQ9OP8MO7KN7IM6GL5EK4CJ3AJ38K57K77K97KA7KC7K\
E7KF7KH7KJ7KL6KM6KO6KQ6LR6LT6LV6LW6LY6L_5La5Lb5Ld5\
Lf5Lg5Li5Lk5Mm3Lo5Lq6Ks7Ku8Jw9JxBIyCIzDIzEHzFHzHGz\
IGzJFzKFzLFzMEzOEzPDzQDzR }
frm:MandelbrotBC3 { ; by several Fractint users
e=p1, a=imag(p2)+100
p=real(p2)+PI
q=2*PI*fn1(p/(2*PI))
r=real(p2)+PI-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|<a }
END PARAMETER FILE=========================================
