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Description
Yet another Julia morphing journey in the border of the standard Mandelbrot set.
This time at Elephant (East) Valley of the biggest minibrot on the spike. More
exact in the secondary decorations (the spikes) joining the structures of the
trunks of the elephants. In this series I'll not describe the zoom-sequence.
The diligent viewer that possess UF may run the parameter files and recognize
the location(s) themselves

Formula: Standard Mandelbrot set.
Software: Ultra Fractal 6.02

Below the parameter file. Play and have fun

ElephantBarriers3 {
fractal:
title="ElephantBarriers3" width=800 height=600 layers=1
credits="Ingvar Kullberg;8/13/2020"
layer:
caption="Layer 1" opacity=100 method=multipass
mapping:
center=-1.7496705166130469986371376423986583242310941776688167440928\
66160073397655793573599185385/-0.00007142069057669178319314654320415\
72277720743481414350646087248027478181220759599547494776 magn=2.1E68
formula:
maxiter=100000 filename="Standard.ufm" entry="Mandelbrot"
p_start=0/0 p_power=2/0 p_bailout=100
inside:
transfer=none
outside:
density=2 transfer=sqrt filename="sp.ucl" entry="Basic2" p_up=0.0
p_down=0.0 p_lp=2.0 p_lk=1.0 p_noblurr=no p_p=1.0 p_k=0.01
p_hightrap=0.0 p_lowtrap=0.0 p_mask=no p_solid=yes p_colindex=0.0
gradient:
smooth=yes rotation=79 index=168 color=16777213 index=577
color=2498862 index=183 color=15852768 index=601 color=16312319
index=206 color=1460743 index=228 color=9544637 index=232
color=14942207 index=245 color=3024759 index=268 color=265577
index=295 color=1023 index=334 color=255 index=-60 color=57087
index=365 color=912002
opacity:
smooth=no index=0 opacity=255
}

Description
Yet another Julia morphing journey in the border of the standard Mandelbrot set.
This time at Elephant (East) Valley of the biggest minibrot on the spike. More
exact in the secondary decorations (the spikes) joining the structures of the
trunks of the elephants. In this series I'll not describe the zoom-sequence.
The diligent viewer that possess UF may run the parameter files and recognize
the location(s) themselves

Formula: Standard Mandelbrot set.
Software: Ultra Fractal 6.02

Below the parameter file. Play and have fun

ElephantBarriers3 {
fractal:
title="ElephantBarriers3" width=800 height=600 layers=1
credits="Ingvar Kullberg;8/13/2020"
layer:
caption="Layer 1" opacity=100 method=multipass
mapping:
center=-1.7496705166130469986371376423986583242310941776688167440928\
66160073397655793573599185385/-0.00007142069057669178319314654320415\
72277720743481414350646087248027478181220759599547494776 magn=2.1E68
formula:
maxiter=100000 filename="Standard.ufm" entry="Mandelbrot"
p_start=0/0 p_power=2/0 p_bailout=100
inside:
transfer=none
outside:
density=2 transfer=sqrt filename="sp.ucl" entry="Basic2" p_up=0.0
p_down=0.0 p_lp=2.0 p_lk=1.0 p_noblurr=no p_p=1.0 p_k=0.01
p_hightrap=0.0 p_lowtrap=0.0 p_mask=no p_solid=yes p_colindex=0.0
gradient:
smooth=yes rotation=79 index=168 color=16777213 index=577
color=2498862 index=183 color=15852768 index=601 color=16312319
index=206 color=1460743 index=228 color=9544637 index=232
color=14942207 index=245 color=3024759 index=268 color=265577
index=295 color=1023 index=334 color=255 index=-60 color=57087
index=365 color=912002
opacity:
smooth=no index=0 opacity=255
}