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Initial Push #5

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Initial Push #5

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ghkb2YPKEIQT4l2BWHysB/iUKvP//dRYtmEuLuiE4pf1J6+pQzE2FfMcmq0lH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\nE0lJh93HnDSr4+bDE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"text/plain": [
"<matplotlib.figure.Figure at 0x7f6d644d2208>"

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For your G function, the critical points should be computed for each distance band. Here is an example of what the G-Function should look like: http://4.bp.blogspot.com/-OhBzDT4TSZg/VVdEfKo8YQI/AAAAAAAAQ9o/84HOh0_UFHc/s1600/Fig10.tiff

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