October 5, 2014: Dragon Claws | Oct. 1 | Oct. 6 | 2014 | FOTD Home |
Fractal
visionaries
and enthusiasts:
In my opinion, the minibrot at the center of today's image looks like
it
is surrounded by dragon claws. Maybe it is; maybe not, but
whatever, this is what I decided to name the image.
The image was created by the expression Z^(sqrt(2))+C as iterated 31
levels down the logarithmic hyperspiral by the Mandelbrot4BC formula,
which might be a new one, at least on the Fractint list.
The parent fractal is a vague Mandelbrot thing with a prominent
period-2 bud but few other buds. A long meandering filament
extends northward from this bud's radical, with today's image lying
near the extremity of this filament.
The art rates a 6; the math rates a 5. This is all I could
give
the image, which suffers from a lack of the fractalist's
efforts.
But with all the other things happening here at FC, this lack is
excusable.
The calculation time of 30 seconds is about as brief as we ever see in
FOTD images. Those who would like an even briefer delay may
check
the web sites.
Autumn weather prevailed here at Fractal Central today, with dark lumpy
clouds drifting past on brisk west winds and a temperature of 57F
14C. The fractal cats showed signs of going into winter
curl-up
mode, while the humans took the increasing chill in stride.
The next FOTD image will appear in a day or maybe a few days.
Until whenever, take care, and be careful.
Jim Muth
jimmuth@earthlink.net
START PARAMETER FILE=======================================
Dragon_Claws
{ ; time=0:00:30.00
SF5 at 2000MHZ
reset=2004 type=formula formulafile=basicer.frm
formulaname=Mandelbrot4BC center-mag=-0.1830344387\
025/+4.87647042532257/2.323481e+010/1/35/0
params=1.4142/-31 float=y maxiter=2400 inside=0
logmap=55 periodicity=6 mathtolerance=0.05/1
colors=000WWWVVVUUUTTTSSSRRRQQQOOOMMMKKKIIIGGGEEEC\
CCAAA888666444222000cdDajzepzcsvbqrapm`oiZneYnaXmY\
WiUYeQZYM_RI`OFaRGbTIeTJhRKkPMnONqLOtJQvGRxESyLczR\
ovQmrPloOjkOigNgdMf`MdYLcUKaQK`NJZJIYGIXFH_EHbDHeC\
GhCGjBGmAFp9Fs8Fv8FxAHuCJrELoGNlHOiJQfLScNUaPWZQXW\
SZTU`QWbNYdKZeIYdJXcJXbKWaKW`LV_LVZMUYMUXNTWNTVOSU\
OSPPRPPRPPQKOQKOPKNOKMNFLMFKLFKKFJJFIJFHIAGHAGGAFF\
AEEADDACD5CC5BB5AA59150QnlTlmXjn_iobgqfericslato`u\
fOmZCeR0ZU6YWBXYGW_LVbRUdWUf`TheSkkRmpQouPqzPlyLhx\
IcwF_vCVu9Rt6Ms3Ir0Kp4Mo7OnBQlESkHUjLWhOXgSZfV`dYb\
cadbdf`hh_kiZndWi_UeVS`QPXLNSGLOCJKN76OAAPDDPGGQJK\
RMNROQSRTTUXTX_U_bUaeYZb`W_cTXfRVimSmmPpmNsmKvmHym\
FxmGxmHxwIxwJxwJxwKwwLwwMwwMwwNwzzwzzwzztzzrzzpzzn\
zzlzzjzzkzzlzzmzznzzozzozzlzziz7fz8cz9azAZzBWzCTzD\
QzEOzFLzGIzHFzICzJAzKDzGFzDIzAKz7Nz4Pz1Tz5Wz8_zBbz\
FfzIizLmzPpzStzVwzYnzZfz_ }
frm:Mandelbrot4BC { ; by several Fractint users
Z=C=Pixel:
Z=log(Z),
IF(imag(Z)>0),
Z=Z+flip(2*PI), ENDIF
Z=exp(real(p1)*(Z+flip(imag(p1))))+C,
|Z|<36 }
END PARAMETER FILE=========================================