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Locus v1.0
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Locus v1.0
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#This program takes data of longtitude and latitude from the csv file and plots the points on google earth.
import simplekml #the library used to map longitudes and latitudes on google earth
import pandas #used to read spreadsheet data
import PySimpleGUI as sg
import re
import operator
globe = b"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"
def kmlFunction(infile, outfile): #where infile and outfile are the two parameters
df = pandas.read_csv(infile, encoding='utf-8')
df = df.applymap(lambda s: s.upper() if type(s) == str else s) #makes the frame uppercase
df.columns = df.columns.str.upper()
print(df)
kml = simplekml.Kml()
try:
for lon, lat, time in zip(df["LONGITUDE"], df["LATITUDE"], df["TIMESTAMP"]): #zip with for
lo_search = re.findall(r'([0-9.-]+).+?([0-9.-]+)', str(lon)) #regex to find what appears to be longitude, makes tuple, only provides first result of tuple
first_result_lo = map(operator.itemgetter(0), lo_search)
for i in first_result_lo:
long = i
la_search = re.findall(r'([0-9.-]+).+?([0-9.-]+)', str(lat))
first_result_la = map(operator.itemgetter(0), la_search)
for f in first_result_la:
lati = f
point = kml.newpoint(name=time, coords= [(long, lati)]) #15(lon),15(lat) are geological coordinates of the location.
except KeyError:
print("There was a keyerror")
kml.save(outfile) # To save kml file to use in google earth use:
sg.theme('darkgray2') #GUI color scheme
layout = [[sg.Text("""\nThis program generates a KML file from the provided CSV file.\n\nIt requires at minimum the following exact column headings: 'Latitude', 'Longitude' & 'Timestamp'.
\n\nIf rows exist above these column headings, delete them from your working copy.\n\n""")],
[sg.In(), sg.FileBrowse("Select CSV",file_types=(("CSV Files", "*.csv"),), key="-CSV-")],
[sg.In(), sg.FolderBrowse("Select Output Folder", key="-OUT-")],
[sg.Button("Generate KML", key="-KML-")]]
#******************** BRINGS GUI & FUNCTIONS TOGETHER ********************************
# Create the Window
window = sg.Window('Snapchat CSV-2-KML', layout, no_titlebar=False, alpha_channel=1, grab_anywhere=False, icon=globe)
# Event Loop to process "events" and get the "values" of the inputs
while True:
event, values = window.read()
if event == sg.WIN_CLOSED or event == 'Exit': # if user closes window or clicks cancel
break
if event == '-KML-':
in_file = values["-CSV-"]
out_file = values["-OUT-"] + "/Snap_CSV2KML.kml"
print(in_file + " " + out_file)
kmlFunction(in_file, out_file)
sg.PopupAutoClose("SUCCESS!!!\n\nKML created and saved to: " + out_file, auto_close_duration=5)
window.refresh()
window.close()