I have two nested dictionaries data_annot (example):
path/r1.png:
Center_Coordinates:
- 2680.0
- 89.0
Points: '[(4, 2655), (174, 2655), (4, 2705), (174, 2705)]'
Text: IESPID
and data (example):
path/cr1.png:
Center_Coordinates:
- 186.0
- 1101.0
Points: '[(545, 67), (1657, 67), (545, 305), (1657, 305)]'
Text: Subject Number 18F-A
I need to apply pythagorean theorem to Center_Coordinates of two dictionaries and find the minimal possible number for each case. That is to say take the Center_Coordinates of data_annot and find the minimum of sqrt[(X1-X2)^2 + (Y1-Y2)^2]
from each Center_Coordinates of data.
I have tried the enclosed code, but it obviously doesn't work and I am new to python and need help with this.
for key, value in data_annot.items():
for nested_key in value:
if "Center_Coordinates" in nested_key:
coord_annot.append(value[nested_key])
for key, value in data.items():
for nested_key in value:
for i in range (len(coord_annot)):
if "Center_Coordinates" in nested_key:
pyutagoras.append((value[nested_key][0] - coord_annot[i][0])**2 + (value[nested_key][1] - coord_annot[i][1])**2)
mins.append(min(pyutagoras))
And the expected result is like the min(pyutagoras) for each r*.png from cr*.png
. Say the distance is minimal for r1.png from cr10.png