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@ioggstream
Created November 21, 2020 22:57
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{
cells: [
{
cell_type: "code",
execution_count: 223,
metadata: { },
outputs: [ ],
source: [
"from io import StringIO ",
"import geopandas as gpd ",
"import json ",
"import matplotlib ",
"import numpy as np ",
"import matplotlib.pyplot as plt ",
"from itertools import product ",
"from pathlib import Path ",
"from requests import get ",
"from shapely.ops import cascaded_union ",
"import yaml ",
"import requests_cache ",
" ",
"requests_cache.install_cache('demo_cache') ",
"# https://gisco-services.ec.europa.eu/distribution/v2/countries/distribution/BA-region-10m-3857-2020.geojson ",
"def area(label): ",
" coord_type = 3857 ",
" coord_type = 4326 ",
" base = "https://gisco-services.ec.europa.eu/distribution/v2" ",
" if label.startswith("http"): ",
" return get(label) ",
" ",
" for db, year in (("nuts",2021), ("countries", 2020)): ",
" ret = get( ",
" f"{base}/{db}/distribution/{label}-region-10m-{coord_type}-{year}.geojson" ",
" ) ",
" if ret.status_code == 200: ",
" break ",
" print(f'cannot find {ret.url}') ",
" return ret ",
" ",
" ",
"def area_frame(label): ",
" return gpd.read_file(area(label).content.decode()) ",
" ",
" ",
"def join_areas(areas): ",
" area_frames = [area_frame(label) for label in areas] ",
" return gpd.GeoSeries(cascaded_union([x.geometry[0] for x in area_frames])) ",
" ",
"def render(areas, edgecolor): ",
" for i,t in enumerate(areas): ",
" t.plot(edgecolor="white", facecolor=edgecolor, ax=ax) ",
" ",
"def get_state(state): ",
" return [join_areas(v) for k,v in maps()[state].items()] ",
" ",
" ",
"def render_state(state, edgecolor): ",
" render(get_state(state), edgecolor) ",
" ",
"%matplotlib inline ",
" "
]
},
{
cell_type: "code",
execution_count: 224,
metadata: { },
outputs: [ ],
source: [
"maps = lambda:yaml.safe_load(Path("mappe.yaml").read_text())['maps'] "
]
},
{
cell_type: "code",
execution_count: 225,
metadata: { },
outputs: [ ],
source: [
"ita_areas = get_state('Italia')"
]
},
{
cell_type: "code",
execution_count: 226,
metadata: { },
outputs: [ ],
source: [
"fra_areas = get_state('France')"
]
},
{
cell_type: "code",
execution_count: 227,
metadata: {
scrolled: false
},
outputs: [
{
name: "stdout",
output_type: "stream",
text: [
"cannot find https://gisco-services.ec.europa.eu/distribution/v2/nuts/distribution/BA-region-10m-4326-2021.geojson "
]
}
],
source: [
"at_areas = get_state('Asburgici')"
]
},
{
cell_type: "code",
execution_count: 228,
metadata: {
scrolled: true
},
outputs: [
{
name: "stdout",
output_type: "stream",
text: [
"cannot find https://gisco-services.ec.europa.eu/distribution/v2/nuts/distribution/BA-region-10m-4326-2021.geojson "
]
},
{
data: {
image/png: 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 ",
text/plain: [
"<Figure size 432x288 with 1 Axes>"
]
},
metadata: {
needs_background: "light"
},
output_type: "display_data"
}
],
source: [
"from mpl_toolkits.axes_grid1 import make_axes_locatable ",
"fig, ax = plt.subplots(1,1) ",
" ",
"render_state('Italia', "green") ",
"render_state('France', "violet") ",
"render_state('Asburgici', "yellow") ",
"render_state('Ottomano', "brown") ",
"render_state('Prussia', "black") "
]
},
{
cell_type: "code",
execution_count: 193,
metadata: { },
outputs: [ ],
source: [
"u="https://raw.githubusercontent.com/EugeneBorshch/ukraine_geojson/master/Zakarpattia.json""
]
},
{
cell_type: "code",
execution_count: 209,
metadata: { },
outputs: [
{
data: {
image/png: 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 ",
text/plain: [
"<Figure size 432x288 with 1 Axes>"
]
},
metadata: {
needs_background: "light"
},
output_type: "display_data"
},
{
data: {
text/plain: [
"(0 POLYGON ((2213468.907 6309577.238, 2222242.815... ",
" Name: geometry, dtype: geometry, ",
" 0 POLYGON ((22.66438 49.04144, 22.68578 49.04279... ",
" Name: geometry, dtype: geometry)"
]
},
execution_count: 209,
metadata: { },
output_type: "execute_result"
}
],
source: [
"t=area_frame(u) ",
"%matplotlib inline ",
"t.plot() ",
"plt.show() ",
"t1 = area_frame('SK') ",
"t1.geometry.head(), t.geometry.head() ",
"t.geometry."
]
},
{
cell_type: "code",
execution_count: null,
metadata: { },
outputs: [ ],
source: [ ]
}
],
metadata: {
kernelspec: {
display_name: "Python 3",
language: "python",
name: "python3"
},
language_info: {
codemirror_mode: {
name: "ipython",
version: 3
},
file_extension: ".py",
mimetype: "text/x-python",
name: "python",
nbconvert_exporter: "python",
pygments_lexer: "ipython3",
version: "3.7.9"
}
},
nbformat: 4,
nbformat_minor: 4
}
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