diff --git a/new_transects.ipynb b/new_transects.ipynb
index 44be946..1a7a872 100644
--- a/new_transects.ipynb
+++ b/new_transects.ipynb
@@ -8,7 +8,7 @@
{
"data": {
"text/html": [
- "
✔️ 491 ms (2024-10-24T11:15:30/2024-10-24T11:15:31)
"
+ "✔️ 779 ms (2024-10-30T11:26:32/2024-10-30T11:26:33)
"
],
"text/plain": [
""
@@ -23,6 +23,7 @@
"import geopandas as gpd\n",
"import pandas as pd\n",
"import numpy as np\n",
+ "from scipy.spatial import KDTree\n",
"from tqdm.auto import tqdm\n",
"from glob import glob\n",
"from shapely.geometry import LineString, Point\n",
@@ -38,7 +39,7 @@
{
"data": {
"text/html": [
- "✔️ 420 ms (2024-10-24T11:15:31/2024-10-24T11:15:31)
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+ "✔️ 388 ms (2024-10-30T11:26:33/2024-10-30T11:26:34)
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],
"text/plain": [
""
@@ -387,7 +388,7 @@
{
"data": {
"text/html": [
- "✔️ 654 ms (2024-10-24T11:15:31/2024-10-24T11:15:32)
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+ "✔️ 666 ms (2024-10-30T11:26:34/2024-10-30T11:26:34)
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],
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""
@@ -526,7 +527,7 @@
{
"data": {
"text/html": [
- "✔️ 961 ms (2024-10-24T11:15:32/2024-10-24T11:15:33)
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+ "✔️ 838 ms (2024-10-30T11:26:34/2024-10-30T11:26:35)
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],
"text/plain": [
""
@@ -565,7 +566,7 @@
" <meta name="viewport" content="width=device-width,\n",
" initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n",
" <style>\n",
- " #map_50d40ff851c8483661ab84bd79787eae {\n",
+ " #map_e06a7437f9a753c801933c7cde154f5f {\n",
" position: relative;\n",
" width: 100.0%;\n",
" height: 100.0%;\n",
@@ -627,14 +628,14 @@
"<body>\n",
" \n",
" \n",
- " <div class="folium-map" id="map_50d40ff851c8483661ab84bd79787eae" ></div>\n",
+ " <div class="folium-map" id="map_e06a7437f9a753c801933c7cde154f5f" ></div>\n",
" \n",
"</body>\n",
"<script>\n",
" \n",
" \n",
- " var map_50d40ff851c8483661ab84bd79787eae = L.map(\n",
- " "map_50d40ff851c8483661ab84bd79787eae",\n",
+ " var map_e06a7437f9a753c801933c7cde154f5f = L.map(\n",
+ " "map_e06a7437f9a753c801933c7cde154f5f",\n",
" {\n",
" center: [-38.69327571697751, 177.98121973604754],\n",
" crs: L.CRS.EPSG3857,\n",
@@ -643,79 +644,79 @@
" preferCanvas: false,\n",
" }\n",
" );\n",
- " L.control.scale().addTo(map_50d40ff851c8483661ab84bd79787eae);\n",
+ " L.control.scale().addTo(map_e06a7437f9a753c801933c7cde154f5f);\n",
"\n",
" \n",
"\n",
" \n",
" \n",
- " var tile_layer_6f2cce4b5b3e0f52cc949317d5da95aa = L.tileLayer(\n",
+ " var tile_layer_a7a209b86cc39a2045f4f8992d51308b = L.tileLayer(\n",
" "https://tile.openstreetmap.org/{z}/{x}/{y}.png",\n",
" {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors", "detectRetina": false, "maxNativeZoom": 19, "maxZoom": 19, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n",
" );\n",
" \n",
" \n",
- " tile_layer_6f2cce4b5b3e0f52cc949317d5da95aa.addTo(map_50d40ff851c8483661ab84bd79787eae);\n",
+ " tile_layer_a7a209b86cc39a2045f4f8992d51308b.addTo(map_e06a7437f9a753c801933c7cde154f5f);\n",
" \n",
" \n",
- " map_50d40ff851c8483661ab84bd79787eae.fitBounds(\n",
+ " map_e06a7437f9a753c801933c7cde154f5f.fitBounds(\n",
" [[-38.716147142133025, 177.93919822901458], [-38.670404291821995, 178.02324124308046]],\n",
" {}\n",
" );\n",
" \n",
" \n",
- " function geo_json_2188a0bf8da969b187430e6177672cb1_styler(feature) {\n",
+ " function geo_json_744ac17a67da8bf6b0671eb98eb98a37_styler(feature) {\n",
" switch(feature.id) {\n",
" default:\n",
" return {"fillOpacity": 0.5, "weight": 2};\n",
" }\n",
" }\n",
- " function geo_json_2188a0bf8da969b187430e6177672cb1_highlighter(feature) {\n",
+ " function geo_json_744ac17a67da8bf6b0671eb98eb98a37_highlighter(feature) {\n",
" switch(feature.id) {\n",
" default:\n",
" return {"fillOpacity": 0.75};\n",
" }\n",
" }\n",
- " function geo_json_2188a0bf8da969b187430e6177672cb1_pointToLayer(feature, latlng) {\n",
+ " function geo_json_744ac17a67da8bf6b0671eb98eb98a37_pointToLayer(feature, latlng) {\n",
" var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3};\n",
" \n",
- " let style = geo_json_2188a0bf8da969b187430e6177672cb1_styler(feature)\n",
+ " let style = geo_json_744ac17a67da8bf6b0671eb98eb98a37_styler(feature)\n",
" Object.assign(opts, style)\n",
" \n",
" return new L.CircleMarker(latlng, opts)\n",
" }\n",
"\n",
- " function geo_json_2188a0bf8da969b187430e6177672cb1_onEachFeature(feature, layer) {\n",
+ " function geo_json_744ac17a67da8bf6b0671eb98eb98a37_onEachFeature(feature, layer) {\n",
" layer.on({\n",
" mouseout: function(e) {\n",
" if(typeof e.target.setStyle === "function"){\n",
- " geo_json_2188a0bf8da969b187430e6177672cb1.resetStyle(e.target);\n",
+ " geo_json_744ac17a67da8bf6b0671eb98eb98a37.resetStyle(e.target);\n",
" }\n",
" },\n",
" mouseover: function(e) {\n",
" if(typeof e.target.setStyle === "function"){\n",
- " const highlightStyle = geo_json_2188a0bf8da969b187430e6177672cb1_highlighter(e.target.feature)\n",
+ " const highlightStyle = geo_json_744ac17a67da8bf6b0671eb98eb98a37_highlighter(e.target.feature)\n",
" e.target.setStyle(highlightStyle);\n",
" }\n",
" },\n",
" });\n",
" };\n",
- " var geo_json_2188a0bf8da969b187430e6177672cb1 = L.geoJson(null, {\n",
- " onEachFeature: geo_json_2188a0bf8da969b187430e6177672cb1_onEachFeature,\n",
+ " var geo_json_744ac17a67da8bf6b0671eb98eb98a37 = L.geoJson(null, {\n",
+ " onEachFeature: geo_json_744ac17a67da8bf6b0671eb98eb98a37_onEachFeature,\n",
" \n",
- " style: geo_json_2188a0bf8da969b187430e6177672cb1_styler,\n",
- " pointToLayer: geo_json_2188a0bf8da969b187430e6177672cb1_pointToLayer,\n",
+ " style: geo_json_744ac17a67da8bf6b0671eb98eb98a37_styler,\n",
+ " pointToLayer: geo_json_744ac17a67da8bf6b0671eb98eb98a37_pointToLayer,\n",
" });\n",
"\n",
- " function geo_json_2188a0bf8da969b187430e6177672cb1_add (data) {\n",
- " geo_json_2188a0bf8da969b187430e6177672cb1\n",
+ " function geo_json_744ac17a67da8bf6b0671eb98eb98a37_add (data) {\n",
+ " geo_json_744ac17a67da8bf6b0671eb98eb98a37\n",
" .addData(data);\n",
" }\n",
- " geo_json_2188a0bf8da969b187430e6177672cb1_add({"bbox": [177.93919822901458, -38.716147142133025, 178.02324124308046, -38.670404291821995], "features": [{"bbox": [177.94120075640913, -38.710415118666134, 177.9874023465152, -38.675599890397976], "geometry": {"coordinates": [[177.94120075640913, -38.710415118666134, 0.0], [177.9414612269543, -38.71038919365319, 0.0], [177.94168021459535, -38.71036800365213, 0.0], [177.9418367212096, -38.71032265808328, 0.0], [177.94200060221357, -38.71027402180295, 0.0], [177.94213385568602, -38.7101671220707, 0.0], [177.94224324476264, -38.710099948017685, 0.0], [177.94237424681904, -38.7100705726737, 0.0], [177.94253618009668, -38.71000474551129, 0.0], [177.94281313747072, -38.70994238230229, 0.0], [177.9432394292665, -38.70984093107362, 0.0], [177.9435181249783, -38.709748712065235, 0.0], [177.94370832068586, -38.70958579233589, 0.0], [177.9439007646573, -38.70934534780233, 0.0], [177.94406084583454, -38.70918668202871, 0.0], [177.94423894895448, 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"\n",
" \n",
" \n",
- " geo_json_2188a0bf8da969b187430e6177672cb1.bindTooltip(\n",
+ " geo_json_744ac17a67da8bf6b0671eb98eb98a37.bindTooltip(\n",
" function(layer){\n",
" let div = L.DomUtil.create('div');\n",
" \n",
@@ -739,61 +740,61 @@
" ,{"className": "foliumtooltip", "sticky": true});\n",
" \n",
" \n",
- " geo_json_2188a0bf8da969b187430e6177672cb1.addTo(map_50d40ff851c8483661ab84bd79787eae);\n",
+ " geo_json_744ac17a67da8bf6b0671eb98eb98a37.addTo(map_e06a7437f9a753c801933c7cde154f5f);\n",
" \n",
" \n",
- " function geo_json_a5406939971bfd62092a89a679658a1b_styler(feature) {\n",
+ " function geo_json_9468f77b8ad987a896a03d8b552aea28_styler(feature) {\n",
" switch(feature.id) {\n",
" default:\n",
" return {"color": "green", "fillColor": "green", "fillOpacity": 0.5, "weight": 2};\n",
" }\n",
" }\n",
- " function geo_json_a5406939971bfd62092a89a679658a1b_highlighter(feature) {\n",
+ " function geo_json_9468f77b8ad987a896a03d8b552aea28_highlighter(feature) {\n",
" switch(feature.id) {\n",
" default:\n",
" return {"fillOpacity": 0.75};\n",
" }\n",
" }\n",
- " function geo_json_a5406939971bfd62092a89a679658a1b_pointToLayer(feature, latlng) {\n",
+ " function geo_json_9468f77b8ad987a896a03d8b552aea28_pointToLayer(feature, latlng) {\n",
" var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3};\n",
" \n",
- " let style = geo_json_a5406939971bfd62092a89a679658a1b_styler(feature)\n",
+ " let style = geo_json_9468f77b8ad987a896a03d8b552aea28_styler(feature)\n",
" Object.assign(opts, style)\n",
" \n",
" return new L.CircleMarker(latlng, opts)\n",
" }\n",
"\n",
- " function geo_json_a5406939971bfd62092a89a679658a1b_onEachFeature(feature, layer) {\n",
+ " function geo_json_9468f77b8ad987a896a03d8b552aea28_onEachFeature(feature, layer) {\n",
" layer.on({\n",
" mouseout: function(e) {\n",
" if(typeof e.target.setStyle === "function"){\n",
- " geo_json_a5406939971bfd62092a89a679658a1b.resetStyle(e.target);\n",
+ " geo_json_9468f77b8ad987a896a03d8b552aea28.resetStyle(e.target);\n",
" }\n",
" },\n",
" mouseover: function(e) {\n",
" if(typeof e.target.setStyle === "function"){\n",
- " const highlightStyle = geo_json_a5406939971bfd62092a89a679658a1b_highlighter(e.target.feature)\n",
+ " const highlightStyle = geo_json_9468f77b8ad987a896a03d8b552aea28_highlighter(e.target.feature)\n",
" e.target.setStyle(highlightStyle);\n",
" }\n",
" },\n",
" });\n",
" };\n",
- " var geo_json_a5406939971bfd62092a89a679658a1b = L.geoJson(null, {\n",
- " onEachFeature: geo_json_a5406939971bfd62092a89a679658a1b_onEachFeature,\n",
+ " var geo_json_9468f77b8ad987a896a03d8b552aea28 = L.geoJson(null, {\n",
+ " onEachFeature: geo_json_9468f77b8ad987a896a03d8b552aea28_onEachFeature,\n",
" \n",
- " style: geo_json_a5406939971bfd62092a89a679658a1b_styler,\n",
- " pointToLayer: geo_json_a5406939971bfd62092a89a679658a1b_pointToLayer,\n",
+ " style: geo_json_9468f77b8ad987a896a03d8b552aea28_styler,\n",
+ " pointToLayer: geo_json_9468f77b8ad987a896a03d8b552aea28_pointToLayer,\n",
" });\n",
"\n",
- " function geo_json_a5406939971bfd62092a89a679658a1b_add (data) {\n",
- " geo_json_a5406939971bfd62092a89a679658a1b\n",
+ " function geo_json_9468f77b8ad987a896a03d8b552aea28_add (data) {\n",
+ " geo_json_9468f77b8ad987a896a03d8b552aea28\n",
" .addData(data);\n",
" }\n",
- " geo_json_a5406939971bfd62092a89a679658a1b_add({"bbox": [177.94207690757688, -38.710437782600856, 178.02342446877617, -38.66815198327875], "features": [{"bbox": [178.0190476868501, -38.67258045917593, 178.0233234827698, -38.67155135386446], "geometry": {"coordinates": [[178.0190476868501, -38.67258045917593, 0.0], [178.0233234827698, -38.67155135386446, 0.0]], "type": "LineString"}, "id": "0", "properties": {"Unique_ID": 100405731038.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.0190813443923, -38.67266640764954, 178.0233571446657, -38.671637300724164], "geometry": {"coordinates": [[178.0190813443923, -38.67266640764954, 0.0], [178.0233571446657, -38.671637300724164, 0.0]], "type": "LineString"}, "id": "1", "properties": {"Unique_ID": 100405729954.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.0191150020188, -38.67275235608979, 178.02339080667542, -38.67172324762595], "geometry": {"coordinates": [[178.0191150020188, -38.67275235608979, 0.0], [178.02339080667542, -38.67172324762595, 0.0]], "type": "LineString"}, "id": "2", "properties": {"Unique_ID": 100405728876.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.01914865973632, -38.67283830451414, 178.02342446877617, -38.67180919451182], "geometry": {"coordinates": [[178.01914865973632, -38.67283830451414, 0.0], [178.02342446877617, -38.67180919451182, 0.0]], "type": "LineString"}, "id": "3", "properties": {"Unique_ID": 100405727753.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [177.94207690757688, -38.710437782600856, 177.9462676452432, -38.70920706904341], "geometry": {"coordinates": [[177.9462676452432, -38.710437782600856, 0.0], [177.94207690757688, -38.70920706904341, 0.0]], "type": "LineString"}, "id": "4", "properties": {"Unique_ID": 100406578730.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [177.94211718500623, -38.71035358841553, 177.94630791811784, -38.70912287601792], "geometry": {"coordinates": [[177.94630791811784, 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"geometry": {"coordinates": [[177.94654955356444, -38.70984842312616, 0.0], [177.9423588477811, -38.70861771768733, 0.0]], "type": "LineString"}, "id": "11", "properties": {"Unique_ID": 100406571002.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [177.94239912461, -38.709764228881696, 177.94658982583869, -38.70853352460262], "geometry": {"coordinates": [[177.94658982583869, -38.709764228881696, 0.0], [177.94239912461, -38.70853352460262, 0.0]], "type": "LineString"}, "id": "12", "properties": {"Unique_ID": 100406569924.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [177.94243940136604, -38.70968003463685, 177.9466300980233, -38.70844933148252], "geometry": {"coordinates": [[177.9466300980233, -38.70968003463685, 0.0], [177.94243940136604, -38.70844933148252, 0.0]], "type": "LineString"}, "id": "13", "properties": {"Unique_ID": 100406568860.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [177.9424796780234, -38.70959584037548, 177.94667037012604, 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"type": "Feature"}, {"bbox": [178.01883377703248, -38.67276147297607, 178.02096642350415, -38.66967933178869], "geometry": {"coordinates": [[178.01883377703248, -38.67276147297607, 0.0], [178.02096642350415, -38.66967933178869, 0.0]], "type": "LineString"}, "id": "835", "properties": {"Unique_ID": 100405739793.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.01893458745207, -38.672804342388496, 178.02106723030062, -38.669722199507106], "geometry": {"coordinates": [[178.01893458745207, -38.672804342388496, 0.0], [178.02106723030062, -38.669722199507106, 0.0]], "type": "LineString"}, "id": "836", "properties": {"Unique_ID": 100405738791.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.01903539794984, -38.67284721169005, 178.0211680373311, -38.66976506718095], "geometry": {"coordinates": [[178.01903539794984, -38.67284721169005, 0.0], [178.0211680373311, -38.66976506718095, 0.0]], "type": "LineString"}, "id": "837", "properties": {"Unique_ID": 100405737790.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.0191362085257, -38.67289008088071, 178.02126884459562, -38.6698079348102], "geometry": {"coordinates": [[178.0191362085257, -38.67289008088071, 0.0], [178.02126884459562, -38.6698079348102, 0.0]], "type": "LineString"}, "id": "838", "properties": {"Unique_ID": 100405736790.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.01923701929314, -38.67293295000876, 178.0213696517159, -38.66985080223405], "geometry": {"coordinates": [[178.01923701929314, -38.67293295000876, 0.0], [178.0213696517159, -38.66985080223405, 0.0]], "type": "LineString"}, "id": "839", "properties": {"Unique_ID": 100405735789.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.01933783012768, -38.67297581902121, 178.02147045910712, -38.669893669629005], "geometry": {"coordinates": [[178.01933783012768, -38.67297581902121, 0.0], [178.02147045910712, -38.669893669629005, 0.0]], "type": "LineString"}, "id": "840", "properties": {"Unique_ID": 100405734788.0, "__folium_color": "green"}, "type": "Feature"}, {"bbox": [178.0194386410514, -38.673018687927495, 178.02157126669542, -38.66993653696369], "geometry": {"coordinates": [[178.0194386410514, -38.673018687927495, 0.0], [178.02157126669542, -38.66993653696369, 0.0]], "type": "LineString"}, "id": "841", "properties": {"Unique_ID": 100405733780.0, "__folium_color": "green"}, "type": "Feature"}], "type": "FeatureCollection"});\n",
"\n",
" \n",
" \n",
- " geo_json_a5406939971bfd62092a89a679658a1b.bindTooltip(\n",
+ " geo_json_9468f77b8ad987a896a03d8b552aea28.bindTooltip(\n",
" function(layer){\n",
" let div = L.DomUtil.create('div');\n",
" \n",
@@ -817,61 +818,61 @@
" ,{"className": "foliumtooltip", "sticky": true});\n",
" \n",
" \n",
- " geo_json_a5406939971bfd62092a89a679658a1b.addTo(map_50d40ff851c8483661ab84bd79787eae);\n",
+ " geo_json_9468f77b8ad987a896a03d8b552aea28.addTo(map_e06a7437f9a753c801933c7cde154f5f);\n",
" \n",
" \n",
- " function geo_json_54c29834cfa8e4454291a1badddc771c_styler(feature) {\n",
+ " function geo_json_4ad7488c429707ffa3ba60fe1727b8e0_styler(feature) {\n",
" switch(feature.id) {\n",
" default:\n",
" return {"fillOpacity": 0.5, "weight": 2};\n",
" }\n",
" }\n",
- " function geo_json_54c29834cfa8e4454291a1badddc771c_highlighter(feature) {\n",
+ " function geo_json_4ad7488c429707ffa3ba60fe1727b8e0_highlighter(feature) {\n",
" switch(feature.id) {\n",
" default:\n",
" return {"fillOpacity": 0.75};\n",
" }\n",
" }\n",
- " function geo_json_54c29834cfa8e4454291a1badddc771c_pointToLayer(feature, latlng) {\n",
+ " function geo_json_4ad7488c429707ffa3ba60fe1727b8e0_pointToLayer(feature, latlng) {\n",
" var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3};\n",
" \n",
- " let style = geo_json_54c29834cfa8e4454291a1badddc771c_styler(feature)\n",
+ " let style = geo_json_4ad7488c429707ffa3ba60fe1727b8e0_styler(feature)\n",
" Object.assign(opts, style)\n",
" \n",
" return new L.CircleMarker(latlng, opts)\n",
" }\n",
"\n",
- " function geo_json_54c29834cfa8e4454291a1badddc771c_onEachFeature(feature, layer) {\n",
+ " function geo_json_4ad7488c429707ffa3ba60fe1727b8e0_onEachFeature(feature, layer) {\n",
" layer.on({\n",
" mouseout: function(e) {\n",
" if(typeof e.target.setStyle === "function"){\n",
- " geo_json_54c29834cfa8e4454291a1badddc771c.resetStyle(e.target);\n",
+ " geo_json_4ad7488c429707ffa3ba60fe1727b8e0.resetStyle(e.target);\n",
" }\n",
" },\n",
" mouseover: function(e) {\n",
" if(typeof e.target.setStyle === "function"){\n",
- " const highlightStyle = geo_json_54c29834cfa8e4454291a1badddc771c_highlighter(e.target.feature)\n",
+ " const highlightStyle = geo_json_4ad7488c429707ffa3ba60fe1727b8e0_highlighter(e.target.feature)\n",
" e.target.setStyle(highlightStyle);\n",
" }\n",
" },\n",
" });\n",
" };\n",
- " var geo_json_54c29834cfa8e4454291a1badddc771c = L.geoJson(null, {\n",
- " onEachFeature: geo_json_54c29834cfa8e4454291a1badddc771c_onEachFeature,\n",
+ " var geo_json_4ad7488c429707ffa3ba60fe1727b8e0 = L.geoJson(null, {\n",
+ " onEachFeature: geo_json_4ad7488c429707ffa3ba60fe1727b8e0_onEachFeature,\n",
" \n",
- " style: geo_json_54c29834cfa8e4454291a1badddc771c_styler,\n",
- " pointToLayer: geo_json_54c29834cfa8e4454291a1badddc771c_pointToLayer,\n",
+ " style: geo_json_4ad7488c429707ffa3ba60fe1727b8e0_styler,\n",
+ " pointToLayer: geo_json_4ad7488c429707ffa3ba60fe1727b8e0_pointToLayer,\n",
" });\n",
"\n",
- " function geo_json_54c29834cfa8e4454291a1badddc771c_add (data) {\n",
- " geo_json_54c29834cfa8e4454291a1badddc771c\n",
+ " function geo_json_4ad7488c429707ffa3ba60fe1727b8e0_add (data) {\n",
+ " geo_json_4ad7488c429707ffa3ba60fe1727b8e0\n",
" .addData(data);\n",
" }\n",
- " geo_json_54c29834cfa8e4454291a1badddc771c_add({"bbox": [177.939590295316, -38.71369871834804, 178.02467247302926, -38.6671449834606], "features": [{"bbox": [177.939590295316, -38.71369871834804, 178.02467247302926, -38.6671449834606], "geometry": {"coordinates": [[177.939590295316, -38.70898531845564], [177.94279376405905, -38.70306000521022], [177.94919087537596, -38.69584123901923], [177.96098286664852, -38.685948358396054], [177.97205842671144, -38.67878667852276], [177.98455668357752, -38.67323574695169], [177.9965919726673, -38.66931153801665], [178.0066153477809, -38.6671449834606], [178.0175672016972, -38.667703729709466], [178.02467247302926, -38.6707429515189], [178.01948219508512, -38.676305553663006], [178.01462027588101, -38.674842130566624], [178.00768964205548, -38.674303574736534], [177.99951582107292, -38.67594070220013], [177.99090870038157, -38.67843206368209], [177.9833006513282, -38.68113743966321], [177.9733528368227, -38.685614639004065], [177.9664361345079, -38.69002633319744], [177.96065992080773, -38.694324810326705], [177.95641840598014, -38.69945841588301], [177.95197508846985, -38.70524373444892], [177.94882759405127, -38.7107809377008], [177.94525238354277, -38.71369871834804], [177.939590295316, -38.70898531845564]], "type": "LineString"}, "id": "0", "properties": {}, "type": "Feature"}], "type": "FeatureCollection"});\n",
+ " geo_json_4ad7488c429707ffa3ba60fe1727b8e0_add({"bbox": [177.939590295316, -38.71369871834804, 178.02467247302926, -38.6671449834606], "features": [{"bbox": [177.939590295316, -38.71369871834804, 178.02467247302926, -38.6671449834606], "geometry": {"coordinates": [[177.939590295316, -38.70898531845564], [177.94279376405905, -38.70306000521022], [177.94919087537596, -38.69584123901923], [177.96098286664852, -38.685948358396054], [177.97205842671144, -38.67878667852276], [177.98455668357752, -38.67323574695169], [177.9965919726673, -38.66931153801665], [178.0066153477809, -38.6671449834606], [178.0175672016972, -38.667703729709466], [178.02467247302926, -38.6707429515189], [178.01948219508512, -38.676305553663006], [178.01462027588101, -38.674842130566624], [178.00768964205548, -38.674303574736534], [177.99951582107292, -38.67594070220013], [177.99090870038157, -38.67843206368209], [177.9833006513282, -38.68113743966321], [177.9733528368227, -38.685614639004065], [177.9664361345079, -38.69002633319744], [177.96065992080773, -38.694324810326705], [177.95641840598014, -38.69945841588301], [177.95197508846985, -38.70524373444892], [177.94882759405127, -38.7107809377008], [177.94525238354277, -38.71369871834804], [177.939590295316, -38.70898531845564]], "type": "LineString"}, "id": "0", "properties": {}, "type": "Feature"}], "type": "FeatureCollection"});\n",
"\n",
" \n",
" \n",
- " geo_json_54c29834cfa8e4454291a1badddc771c.bindTooltip(\n",
+ " geo_json_4ad7488c429707ffa3ba60fe1727b8e0.bindTooltip(\n",
" function(layer){\n",
" let div = L.DomUtil.create('div');\n",
" \n",
@@ -880,13 +881,13 @@
" ,{"className": "foliumtooltip", "sticky": true});\n",
" \n",
" \n",
- " geo_json_54c29834cfa8e4454291a1badddc771c.addTo(map_50d40ff851c8483661ab84bd79787eae);\n",
+ " geo_json_4ad7488c429707ffa3ba60fe1727b8e0.addTo(map_e06a7437f9a753c801933c7cde154f5f);\n",
" \n",
"</script>\n",
"</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>"
],
"text/plain": [
- ""
+ ""
]
},
"execution_count": 4,
@@ -911,7 +912,7 @@
{
"data": {
"text/html": [
- "✔️ 412 ms (2024-10-24T11:15:33/2024-10-24T11:15:33)
"
+ "✔️ 454 ms (2024-10-30T11:26:35/2024-10-30T11:26:36)
"
],
"text/plain": [
""
@@ -932,7 +933,7 @@
},
{
"data": {
- "image/png": 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",
+ "image/png": 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",
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