GMIC was born out of ImageMagick, but with a more logical syntax. Instead of settings that are used by operations, the operations take more arguments that correspond to the settings, and these are usually numbers. One dificulty is that this creates a load of numbers, and we need to know what they represent.
On the page you link, click on the image to see the GMIC command:
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Command: $ gmic lion.png fx_posterize 150,30,1,6,0,0,1,0
So the GMIC operation is "fx_posterize", and there are 8 numeric arguments. The
technical reference should explain the operation. Sadly, it doesn't give that operation. The
tutorial doesn't seem to help either.
So we don't know if "fx_posterize" is a built-in command (and hence coded in C) or a custom command (like a script, built from more primitive operations).
We can ask for help:
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f:\web\im>%GMIC% help fx_posterize
gmic: GREYC's Magic for Image Computing.
Version 2.1.6 (pre-release #171130), Copyright (c) 2008-2017, David Tsch
umperle.
(http://gmic.eu)
[gmic] Command 'fx_posterize' has no description. Try 'gmic -h' for global help.
Hmm, that doesn't help. (But this version of GMIC is quite old.)
We can try out the command:
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f:\web\im>%GMIC% toes.png fx_posterize 150,30,1,6,0,0,1,0
[gmic]-0./ Start G'MIC interpreter.
[gmic]-0./ Input file 'toes.png' at position 0 (1 image 267x233x1x3).
[gmic]-1./fx_posterize/*repeat/*local/ Split color and opacity parts of image [0
].
[gmic]-1./fx_posterize/*repeat/*local/*local/ Input copy of image [0] at positio
n 1 (1 image 267x233x1x3).
[gmic]-2./fx_posterize/*repeat/*local/*local/ Set local variable 'amp=150'.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Smooth image [1] anisotropical
ly, with amplitude 50, sharpness 0.3, anisotropy 1, alpha 1, sigma 2, dl 0.8, da
30, precision 2, nearest-neighbor interpolation and fast approximation enabled.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Update local variable 'amp-=50
'->'100'.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Smooth image [1] anisotropical
ly, with amplitude 50, sharpness 0.3, anisotropy 1, alpha 1, sigma 2, dl 0.8, da
30, precision 2, nearest-neighbor interpolation and fast approximation enabled.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Update local variable 'amp-=50
'->'50'.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Smooth image [1] anisotropical
ly, with amplitude 50, sharpness 0.3, anisotropy 1, alpha 1, sigma 2, dl 0.8, da
30, precision 2, nearest-neighbor interpolation and fast approximation enabled.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Update local variable 'amp-=50
'->'50'.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Smooth image [1] anisotropical
ly, with amplitude 50, sharpness 0.3, anisotropy 1, alpha 1, sigma 2, dl 0.8, da
30, precision 2, nearest-neighbor interpolation and fast approximation enabled.
[gmic]-2./fx_posterize/*repeat/*local/*local/*do/ Update local variable 'amp-=50
'->'0'.
[gmic]-2./fx_posterize/*repeat/*local/*local/ Apply joint bilateral filter on im
age [0], with guide image [1], standard deviations (5,10) and sampling (0,0).
[gmic]-2./fx_posterize/*repeat/*local/*local/ Remove image [1] (1 image left).
[gmic]-1./fx_posterize/*repeat/*local/*local/ Convert color representation of im
age [0] from sRGB to linear RGB.
[gmic]-1./fx_posterize/*repeat/*local/*local/ Estimate colormap with 6 entries f
or image [0], by k-means method.
[gmic]-2./fx_posterize/*repeat/*local/*local/ Convert color representation of im
ages [0,1] from linear RGB to sRGB.
[gmic]-2./fx_posterize/*repeat/*local/*local/ Index values in image [0] by LUT [
1], with dithering level 0.
[gmic]-2./fx_posterize/*repeat/*local/*local/ Map LUT [1] on image [0], with dir
ichlet boundary conditions.
[gmic]-2./fx_posterize/*repeat/*local/*local/ Remove image [1] (1 image left).
[gmic]-1./fx_posterize/*repeat/*local/*local/*if/ Normalize image [0] in range [
0,255].
[gmic]-1./fx_posterize/*repeat/*local/ Append image [0] along the 'c'-axis, with
alignment 0.
[gmic]-1./ Display image [0] = 'toes.png'.
[0] = 'toes.png':
size = (267,233,1,3) [729 Kio of floats].
data = (0,0,0,0,0,0,0,0,0,0,0,0,(...),0,0,0,0,0,0,0,0,0,0,0,0).
min = 0, max = 0, mean = 0, std = 0, coords_min = (0,0,0,0), coords_max = (0,0
,0,0).
[gmic]-1./ End G'MIC interpreter.
This shows an image that seems to be totally black. The text output says "min = 0, max = 0, mean = 0", so yes, it is black. Hmm.
At this stage, I suggest you ask on the
pixls.us forum. The GMIC author, David Tschumperlé, is a regular poster. Someone there might explain the 8 parameters, or point you towards relevant documentation.