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Description
With this simple image in the border from the standard Mandelbrot set, another
seines of Julia morphing is started. This none morphed is a simple "Julia-like barrier",
see article 12 in my Chaotic series of fractal articles, taken from the Elephant
Valley of the biggest minibrot on the spike. From here the Julia morphing will
be started in the following images.

Formula: Standard Mandelbrot set.
Software: Ultra Fractal 6.02

Below the parameter file. Play and have fun

ElephantBarriers1 {
fractal:
title="ElephantBarriers1" width=800 height=600 layers=1
credits="Ingvar Kullberg;8/13/2020"
layer:
caption="Layer 1" opacity=100 method=multipass
mapping:
center=-1.74967051693274224/-0.00007142035904786775955 magn=49238445
formula:
maxiter=100000 percheck=off perturbprecision=fast
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=-123 index=1 color=1460740 index=29
color=9544644 index=39 color=14942207 index=50 color=3024775
index=100 color=265573 index=176 color=1023 index=203 color=255
index=-176 color=57087 index=353 color=912007 index=-34
color=16777213 index=373 color=2498864 index=-20 color=16579583
index=386 color=16312319
opacity:
smooth=no index=0 opacity=255
}

Description
With this simple image in the border from the standard Mandelbrot set, another
seines of Julia morphing is started. This none morphed is a simple "Julia-like barrier",
see article 12 in my Chaotic series of fractal articles, taken from the Elephant
Valley of the biggest minibrot on the spike. From here the Julia morphing will
be started in the following images.

Formula: Standard Mandelbrot set.
Software: Ultra Fractal 6.02

Below the parameter file. Play and have fun

ElephantBarriers1 {
fractal:
title="ElephantBarriers1" width=800 height=600 layers=1
credits="Ingvar Kullberg;8/13/2020"
layer:
caption="Layer 1" opacity=100 method=multipass
mapping:
center=-1.74967051693274224/-0.00007142035904786775955 magn=49238445
formula:
maxiter=100000 percheck=off perturbprecision=fast
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=-123 index=1 color=1460740 index=29
color=9544644 index=39 color=14942207 index=50 color=3024775
index=100 color=265573 index=176 color=1023 index=203 color=255
index=-176 color=57087 index=353 color=912007 index=-34
color=16777213 index=373 color=2498864 index=-20 color=16579583
index=386 color=16312319
opacity:
smooth=no index=0 opacity=255
}