pyparty
examples
Notebooks
Notebook
Populating the interactive namespace from numpy and matplotlib
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" y="11.5646289063"/>
usage: objecthunt <image> <outdir> --options
Measure and separate objects in image based on color.
positional arguments:
image Path to image
out directory Path to outdirectory
optional arguments:
-h, --help show this help message and exit
-c, --config Path to config file. Defaults to "./_configobjhunt.py"
-p, --params Overwrite configuration parameters manually (e.g.
objecthunt <image> <outdir> -p ignore=black
-f, --force Overwrite outdirectory if it exists. WARNING: this
will remove entire directory tree!
--dpi Plotting resolution (dots per inch)
-v, --verbosity Set screen logging. If no argument, defaults to info
-t, --trace Show traceback on errors
MultiCanvas (0xaefd9bc) 171:
patch1 - Canvas (0xaef8e0c) : 1024 X 1000 : 96 particles
patch2 - Canvas (0xaefd6bc) : 1024 X 1000 : 16 particles
patch3 - Canvas (0xaefd98c) : 1024 X 1000 : 40 particles
patch4 - Canvas (0xaefd77c) : 1024 X 1000 : 19 particles
### Net Canvas ###
------------------
Canvas (0xafd7cbc):
background --> (1024 X 1000) : file/colorstring/url
particles --> 171 particles : 1 types
xygrid[435] --> (29p X 15p) : (34.5 X 68.2) [pix/tile]
Image Resolution: (1024, 1000)
Particle coverage: 19.57%
area (min, max, mean): (437.00 - 3319.00, 1172.11)
circularity (min, max, mean): (0.30 - 1.00, 0.80)
equivalent_diameter (min, max, mean): (23.59 - 65.01, 37.28)
### patch1 ###
--------------
Canvas (0xd1409ec):
background --> (1024 X 1000) : file/colorstring/url
particles --> 96 particles : 1 types
xygrid[435] --> (29p X 15p) : (34.5 X 68.2) [pix/tile]
Image Resolution: (1024, 1000)
Particle coverage: 6.59%
area (min, max, mean): (437.00 - 1125.00, 703.38)
circularity (min, max, mean): (0.94 - 1.00, 0.97)
equivalent_diameter (min, max, mean): (23.59 - 37.85, 29.77)
WARNING:pyparty.utils:4-channel RGBA recieved; ignoring A channel
Out[5]:
[array([ 0., 0., 0.]),
array([ 1., 0., 0.]),
array([ 0., 1., 0.]),
array([ 1., 1., 0.]),
array([ 1., 0., 1.])]
from pyparty.scripts.objectmodeling import DefaultParameters
class Parameters(DefaultParameters):
""" Creating a new Parameters class; we will rename mapper attributes to rappers, and
ignore white pixels as background.
"""
ignore = 'white'
mapper = [
('50cent','yellow'),
('kendrick', (1,0,0)),
('dre', 'pink' ),
('reds', 'red')
]
...