ee2221b194c20c53b7ce2fdcd726804f52424c76,pyCellProfiler/cellprofiler/gui/__init__.py,,get_cp_image,#,26
Before Change
// old icon
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// shiny new icon
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"
data = base64.b64decode(data64)
stream = cStringIO.StringIO(data)
return wx.ImageFromStream(stream)
def get_cp_bitmap(size=None):
The CellProfiler icon as a wx.Bitmap
img = get_cp_image()
After Change
def get_cp_image():
The CellProfiler icon as a wx.Image
return CellProfilerIcon
def get_cp_bitmap(size=None):
The CellProfiler icon as a wx.Bitmap
img = get_cp_image()
In pattern: SUPERPATTERN
Frequency: 3
Non-data size: 5
Instances Project Name: CellProfiler/CellProfiler
Commit Name: ee2221b194c20c53b7ce2fdcd726804f52424c76
Time: 2010-02-19
Author: thouis@1fc53939-2000-0410-845c-e8453a809027
File Name: pyCellProfiler/cellprofiler/gui/__init__.py
Class Name:
Method Name: get_cp_image
Project Name: googledatalab/pydatalab
Commit Name: 60cd627b07e790aaf07016467c3911f22ceb7182
Time: 2017-06-06
Author: brandondutra@google.com
File Name: solutionbox/code_free_ml/mltoolbox/code_free_ml/data/trainer/task.py
Class Name:
Method Name: read_vocab
Project Name: JasonKessler/scattertext
Commit Name: 40dda4d884d44557eeed607b0fe2135158cd5d61
Time: 2018-05-15
Author: Jason.Kessler@cdk.com
File Name: scattertext/TermDocMatrix.py
Class Name: TermDocMatrix
Method Name: _get_background_unigram_frequencies