diff --git a/.gitattributes b/.gitattributes
index be7f882..68994f4 100644
--- a/.gitattributes
+++ b/.gitattributes
@@ -1 +1,2 @@
 processed_data/merged_basin_groups/region_polygons.zip filter=lfs diff=lfs merge=lfs -text
+input_data/adjusted_region_polygons.zip filter=lfs diff=lfs merge=lfs -text
diff --git a/.gitignore b/.gitignore
index 5d0b45d..91221ef 100644
--- a/.gitignore
+++ b/.gitignore
@@ -5,16 +5,24 @@ references/
 input_data/*.vrt
 input_data/DEM/
 input_data/AK_*/
-processed_dem/
 input_data/NHN_INDEX*/
+input_data/DAYMET/
 input_data/region_polygons/
+input_data/region_bounds/
 input_data/BasinATLAS/
-optimization/
-validation/tmp/
-
+input_data/adjusted_region_polygons/
 input_data/NHN_data/*
+input_data/HYSETS_data/*
 input_data/NALCMS/*
 input_data/GLHYMPS/*
+input_data/*.geojson
+
+optimization/
+validation/tmp/
+validation/data/
+validation/ss/
+processed_dem/
+
 processed_data/basin_attributes/
 processed_data/DAYMET/
 processed_data/BCUB_files/
@@ -24,9 +32,11 @@ processed_data/derived_basins/
 processed_data/processed_dem/
 processed_data/*.vrt
 processed_data/*.py
+processed_data/*.geojson
 results/
 superseded/
 *.qgz
+upload_dataverse_files.py
 
 __pycache__/
-.ipynb_checkpoints/
\ No newline at end of file
+.ipynb_checkpoints/
diff --git a/get_hysets_attributes.py b/get_hysets_attributes.py
new file mode 100644
index 0000000..26dd669
--- /dev/null
+++ b/get_hysets_attributes.py
@@ -0,0 +1,54 @@
+import pandas as pd
+import numpy as np
+import geopandas as gpd
+import psycopg2
+
+columns = [
+    'official_id', 'watershed_id', 'name', 'centroid_lat_deg_n', 'centroid_lon_deg_e', 
+    'drainage_area_km2', 'drainage_area_gsim_km2', 'flag_gsim_boundaries', 'flag_artificial_boundaries', 
+    'elevation_m', 'slope_deg', 'gravelius', 'perimeter', 'flag_shape_extraction', 'aspect_deg', 'flag_terrain_extraction', 
+    'land_use_forest_frac_2010', 'land_use_grass_frac_2010', 'land_use_wetland_frac_2010', 
+    'land_use_water_frac_2010', 'land_use_urban_frac_2010', 'land_use_shrubs_frac_2010', 
+    'land_use_crops_frac_2010', 'land_use_snow_ice_frac_2010', 'flag_land_use_extraction', 
+    'logk_ice_x100', 'porosity_x100', 'flag_subsoil_extraction', 'year_from', 'year_to', 
+    'record_length', 'agency', 'status', 'updated_official_basin', 'in_bcub', 
+    'prcp', 'srad', 'swe', 'tmax', 'tmin', 'vp', 
+    'high_prcp_freq', 'high_prcp_duration', 'low_prcp_freq', 'low_prcp_duration'
+]
+
+def get_hysets_attributes(columns, conn):
+    """
+    Get hysets attributes by hysets_id
+    :param hysets_id: int
+    :param conn: psycopg2 connection
+    :return: pd.DataFrame
+    """
+    # Get hysets attributes
+    if columns is None:
+        query = f"""
+        SELECT * FROM basins_schema.hysets_basins
+        WHERE in_bcub = True
+        LIMIT 10;
+        """
+        hysets_attributes = gpd.read_postgis(query, conn, geom_col='centroid')
+    else:
+        column_string = ', '.join(columns)
+        query = f"""
+        SELECT {column_string} FROM basins_schema.hysets_basins
+        WHERE in_bcub = True
+        ORDER BY official_id;
+        """
+        hysets_attributes = pd.read_sql_query(query, conn)
+    return hysets_attributes
+
+conn_info = {   
+    'dbname': 'basins',
+    'user': 'postgres',
+    'password': 'pgpass',
+    'host': 'localhost',
+    'port': '5432'
+}
+conn = psycopg2.connect(**conn_info)
+
+df = get_hysets_attributes(columns, conn)
+df.to_csv('BCUB_HYSETS_properties_with_climate.csv', index=False)
\ No newline at end of file
diff --git a/img/VCI_forest_cover_change.png b/img/VCI_forest_cover_change.png
new file mode 100644
index 0000000..66f0ae3
Binary files /dev/null and b/img/VCI_forest_cover_change.png differ
diff --git a/img/edge_deviation_fig.png b/img/edge_deviation_fig.png
new file mode 100644
index 0000000..318c264
Binary files /dev/null and b/img/edge_deviation_fig.png differ
diff --git a/img/lake_confluence_filter.png b/img/lake_confluence_filter.png
new file mode 100644
index 0000000..7c65394
Binary files /dev/null and b/img/lake_confluence_filter.png differ
diff --git a/img/land_cover_change_plot.png b/img/land_cover_change_plot.png
new file mode 100644
index 0000000..e52e6c8
Binary files /dev/null and b/img/land_cover_change_plot.png differ
diff --git a/img/low_precip_duration_fig.png b/img/low_precip_duration_fig.png
new file mode 100644
index 0000000..a297dd5
Binary files /dev/null and b/img/low_precip_duration_fig.png differ
diff --git a/img/region_assembly.png b/img/region_assembly.png
new file mode 100644
index 0000000..2b78794
Binary files /dev/null and b/img/region_assembly.png differ
diff --git a/img/region_bound_alignment.png b/img/region_bound_alignment.png
new file mode 100644
index 0000000..02205d2
Binary files /dev/null and b/img/region_bound_alignment.png differ
diff --git a/img/region_edge_detail.pgw b/img/region_edge_detail.pgw
new file mode 100644
index 0000000..ec5372f
--- /dev/null
+++ b/img/region_edge_detail.pgw
@@ -0,0 +1,6 @@
+102.93548597422287116
+0
+0
+-102.93548597422287116
+1158699.56954298727214336
+1110379.6146800983697176
diff --git a/img/region_edge_detail.png b/img/region_edge_detail.png
new file mode 100644
index 0000000..dfd53be
Binary files /dev/null and b/img/region_edge_detail.png differ
diff --git a/img/region_edge_view.png b/img/region_edge_view.png
new file mode 100644
index 0000000..a48d497
Binary files /dev/null and b/img/region_edge_view.png differ
diff --git a/img/region_edge_view_detail.png b/img/region_edge_view_detail.png
new file mode 100644
index 0000000..3096807
Binary files /dev/null and b/img/region_edge_view_detail.png differ
diff --git a/img/trimmed_dem.png b/img/trimmed_dem.png
new file mode 100644
index 0000000..6f50a3f
Binary files /dev/null and b/img/trimmed_dem.png differ
diff --git a/index.html b/index.html
deleted file mode 100644
index 8d3d691..0000000
--- a/index.html
+++ /dev/null
@@ -1,20 +0,0 @@
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 3.2 Final//EN">
-<html>
- <head>
-  <title>Index of /pub/nrcan_rncan/vector/geobase_nhn_rhn/gpkg_en/CA</title>
- </head>
- <body>
-<h1>Index of /pub/nrcan_rncan/vector/geobase_nhn_rhn/gpkg_en/CA</h1>
-  <table>
-   <tr><th valign="top"><img src="/icons/blank.gif" alt="[ICO]"></th><th><a href="?C=N;O=D">Name</a></th><th><a href="?C=M;O=A">Last modified</a></th><th><a href="?C=S;O=A">Size</a></th><th><a href="?C=D;O=A">Description</a></th></tr>
-   <tr><th colspan="5"><hr></th></tr>
-<tr><td valign="top"><img src="/icons/back.gif" alt="[PARENTDIR]"></td><td><a href="/pub/nrcan_rncan/vector/geobase_nhn_rhn/gpkg_en/">Parent Directory</a>       </td><td>&nbsp;</td><td align="right">  - </td><td>&nbsp;</td></tr>
-<tr><td valign="top"><img src="/icons/text.gif" alt="[TXT]"></td><td><a href="lisezmoi_readme.txt">lisezmoi_readme.txt</a>    </td><td align="right">2022-10-28 14:40  </td><td align="right">1.1K</td><td>&nbsp;</td></tr>
-<tr><td valign="top"><img src="/icons/compressed.gif" alt="[   ]"></td><td><a href="rhn_nhn_decoupage.gpkg.zip">rhn_nhn_decoupage.gp..&gt;</a></td><td align="right">2022-10-28 14:40  </td><td align="right">242M</td><td>&nbsp;</td></tr>
-<tr><td valign="top"><img src="/icons/compressed.gif" alt="[   ]"></td><td><a href="rhn_nhn_heve.gpkg.zip">rhn_nhn_heve.gpkg.zip</a>  </td><td align="right">2022-10-28 14:40  </td><td align="right">3.5G</td><td>&nbsp;</td></tr>
-<tr><td valign="top"><img src="/icons/compressed.gif" alt="[   ]"></td><td><a href="rhn_nhn_hhyd.gpkg.zip">rhn_nhn_hhyd.gpkg.zip</a>  </td><td align="right">2022-10-28 14:40  </td><td align="right"> 14G</td><td>&nbsp;</td></tr>
-<tr><td valign="top"><img src="/icons/compressed.gif" alt="[   ]"></td><td><a href="rhn_nhn_hnet.gpkg.zip">rhn_nhn_hnet.gpkg.zip</a>  </td><td align="right">2022-10-28 14:48  </td><td align="right"> 27G</td><td>&nbsp;</td></tr>
-<tr><td valign="top"><img src="/icons/compressed.gif" alt="[   ]"></td><td><a href="rhn_nhn_htop.gpkg.zip">rhn_nhn_htop.gpkg.zip</a>  </td><td align="right">2022-10-28 15:02  </td><td align="right"> 87M</td><td>&nbsp;</td></tr>
-   <tr><th colspan="5"><hr></th></tr>
-</table>
-</body></html>
diff --git a/input_data/BCUB_regions.geojson b/input_data/BCUB_regions.geojson
deleted file mode 100644
index 6283ced..0000000
--- a/input_data/BCUB_regions.geojson
+++ /dev/null
@@ -1,24 +0,0 @@
-{
-"type": "FeatureCollection",
-"crs": { "type": "name", "properties": { "name": "urn:ogc:def:crs:EPSG::3005" } },
-"features": [
-{ "type": "Feature", "properties": { "region_code": "PCR" }, "geometry": { "type": "Polygon", "coordinates": [ [ [ 1133855.031303097959608, 1328185.951274498132989 ], [ 1134054.707706494489685, 1328578.342562826583162 ], [ 1134453.892938516568393, 1328630.238715826766565 ], [ 1134599.946103752125055, 1328674.242175107821822 ], [ 1134917.969309984939173, 1329300.896876395214349 ], [ 1134929.379509043879807, 1330310.849775455659255 ], [ 1135127.281204272294417, 1330705.961486618034542 ], [ 1135140.236355139641091, 1330976.960344861261547 ], [ 1135522.210690893232822, 1331057.902641298715025 ], [ 1135755.542530163191259, 1331392.474387537688017 ], [ 1136772.337468222249299, 1331562.544610874960199 ], [ 1137103.802941712317988, 1332038.14954342180863 ], [ 1137339.274164519039914, 1331847.737510307691991 ], [ 1137470.054217798635364, 1331154.23727056174539 ], [ 1137803.457537761889398, 1330992.602331281872466 ], [ 1138164.722868904005736, 1330539.149861648445949 ], [ 1138572.954940336756408, 1330690.125390450237319 ], [ 1138806.076720720855519, 1331024.863616057671607 ], [ 1139063.933298223651946, 1331171.033829706953838 ], [ 1139296.98936707014218, 1331505.797730646561831 ], [ 1139880.709099107654765, 1331682.310347802005708 ], [ 1139931.193031793693081, 1332766.540333981392905 ], [ 1140094.514558013528585, 1333219.731438637245446 ], [ 1140153.760995555436239, 1333703.895732952747494 ], [ 1140317.017456936184317, 1334157.092668934492394 ], [ 1140391.012577440356836, 1334762.279153215698898 ], [ 1140584.199195568449795, 1334871.993348498828709 ], [ 1141238.083680975949392, 1334854.013847815571353 ], [ 1141462.163687945576385, 1334475.209126730216667 ], [ 1142770.077780135441571, 1334439.616856566630304 ], [ 1143262.613759605214, 1333604.771285360911861 ], [ 1143916.714951735921204, 1333587.199297750601545 ], [ 1143867.357047267490998, 1336288.741893260739744 ], [ 1144780.452533857664093, 1336491.943807259900495 ], [ 1144843.527172269532457, 1337779.412467320682481 ], [ 1145254.509865081869066, 1338354.602772272657603 ], [ 1145408.283398720901459, 1338216.297643471742049 ], [ 1146029.748318530153483, 1337307.282335366355255 ], [ 1146697.943735278677195, 1337473.584808338899165 ], [ 1147038.292028345866129, 1337950.295592649839818 ], [ 1148455.062100976472721, 1337855.556994893588126 ], [ 1148716.092226833803579, 1337538.576427523279563 ], [ 1149190.390174288768321, 1338346.12867547548376 ], [ 1149696.765805265400559, 1338507.283051926176995 ], [ 1149931.818965913029388, 1338837.043971401173621 ], [ 1150185.59438315872103, 1338989.438347717979923 ], [ 1150420.582095451653004, 1339319.225071334512904 ], [ 1150547.449061199324206, 1339395.434637364465743 ], [ 1150516.55440395954065, 1339664.961394585901871 ], [ 1150293.285452575655654, 1340046.054182486608624 ], [ 1150231.53453908348456, 1340585.108770830091089 ], [ 1150008.333503316622227, 1340966.214026210363954 ], [ 1149914.136062714736909, 1342434.259523634333163 ], [ 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diff --git a/input_data/BCUB_study_region_R0.zip b/input_data/BCUB_study_region_R0.zip
new file mode 100644
index 0000000..852dc51
Binary files /dev/null and b/input_data/BCUB_study_region_R0.zip differ
diff --git a/input_data/DAYMET/Daymet_v4_Tiles.geojson b/input_data/DAYMET/Daymet_v4_Tiles.geojson
deleted file mode 100644
index 9a607d4..0000000
--- a/input_data/DAYMET/Daymet_v4_Tiles.geojson
+++ /dev/null
@@ -1,1062 +0,0 @@
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-{ "type": "Feature", "properties": { "Name": "15175", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-72", "Latitude (Max)": "80", "Latitude (Min)": "78", "TileID": "15175", "Longitude (Max)": "-70", "Field_1": "15175" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -72.0, 78.0 ], [ -70.0, 78.0 ], [ -70.0, 80.0 ], [ -72.0, 80.0 ], [ -72.0, 78.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15339", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-104", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15339", "Longitude (Max)": "-102", "Field_1": "15339" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -104.0, 80.0 ], [ -102.0, 80.0 ], [ -102.0, 82.0 ], [ -104.0, 82.0 ], [ -104.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15340", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-102", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15340", "Longitude (Max)": "-100", "Field_1": "15340" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -102.0, 80.0 ], [ -100.0, 80.0 ], [ -100.0, 82.0 ], [ -102.0, 82.0 ], [ -102.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15341", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-100", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15341", "Longitude (Max)": "-98", "Field_1": "15341" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -100.0, 80.0 ], [ -98.0, 80.0 ], [ -98.0, 82.0 ], [ -100.0, 82.0 ], [ -100.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15342", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-98", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15342", "Longitude (Max)": "-96", "Field_1": "15342" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -98.0, 80.0 ], [ -96.0, 80.0 ], [ -96.0, 82.0 ], [ -98.0, 82.0 ], [ -98.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15343", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-96", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15343", "Longitude (Max)": "-94", "Field_1": "15343" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -96.0, 80.0 ], [ -94.0, 80.0 ], [ -94.0, 82.0 ], [ -96.0, 82.0 ], [ -96.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15344", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-94", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15344", "Longitude (Max)": "-92", "Field_1": "15344" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -94.0, 80.0 ], [ -92.0, 80.0 ], [ -92.0, 82.0 ], [ -94.0, 82.0 ], [ -94.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15345", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-92", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15345", "Longitude (Max)": "-90", "Field_1": "15345" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -92.0, 80.0 ], [ -90.0, 80.0 ], [ -90.0, 82.0 ], [ -92.0, 82.0 ], [ -92.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15346", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-90", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15346", "Longitude (Max)": "-88", "Field_1": "15346" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -90.0, 80.0 ], [ -88.0, 80.0 ], [ -88.0, 82.0 ], [ -90.0, 82.0 ], [ -90.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15347", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-88", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15347", "Longitude (Max)": "-86", "Field_1": "15347" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -88.0, 80.0 ], [ -86.0, 80.0 ], [ -86.0, 82.0 ], [ -88.0, 82.0 ], [ -88.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15348", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-86", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15348", "Longitude (Max)": "-84", "Field_1": "15348" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -86.0, 80.0 ], [ -84.0, 80.0 ], [ -84.0, 82.0 ], [ -86.0, 82.0 ], [ -86.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15349", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-84", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15349", "Longitude (Max)": "-82", "Field_1": "15349" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -84.0, 80.0 ], [ -82.0, 80.0 ], [ -82.0, 82.0 ], [ -84.0, 82.0 ], [ -84.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15350", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-82", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15350", "Longitude (Max)": "-80", "Field_1": "15350" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -82.0, 80.0 ], [ -80.0, 80.0 ], [ -80.0, 82.0 ], [ -82.0, 82.0 ], [ -82.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15351", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-80", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15351", "Longitude (Max)": "-78", "Field_1": "15351" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -80.0, 80.0 ], [ -78.0, 80.0 ], [ -78.0, 82.0 ], [ -80.0, 82.0 ], [ -80.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15352", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-78", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15352", "Longitude (Max)": "-76", "Field_1": "15352" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -78.0, 80.0 ], [ -76.0, 80.0 ], [ -76.0, 82.0 ], [ -78.0, 82.0 ], [ -78.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15353", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-76", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15353", "Longitude (Max)": "-74", "Field_1": "15353" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -76.0, 80.0 ], [ -74.0, 80.0 ], [ -74.0, 82.0 ], [ -76.0, 82.0 ], [ -76.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15354", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-74", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15354", "Longitude (Max)": "-72", "Field_1": "15354" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -74.0, 80.0 ], [ -72.0, 80.0 ], [ -72.0, 82.0 ], [ -74.0, 82.0 ], [ -74.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15355", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-72", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15355", "Longitude (Max)": "-70", "Field_1": "15355" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -72.0, 80.0 ], [ -70.0, 80.0 ], [ -70.0, 82.0 ], [ -72.0, 82.0 ], [ -72.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15356", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-70", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15356", "Longitude (Max)": "-68", "Field_1": "15356" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -70.0, 80.0 ], [ -68.0, 80.0 ], [ -68.0, 82.0 ], [ -70.0, 82.0 ], [ -70.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15357", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-68", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15357", "Longitude (Max)": "-66", "Field_1": "15357" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -68.0, 80.0 ], [ -66.0, 80.0 ], [ -66.0, 82.0 ], [ -68.0, 82.0 ], [ -68.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15358", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-66", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15358", "Longitude (Max)": "-64", "Field_1": "15358" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -66.0, 80.0 ], [ -64.0, 80.0 ], [ -64.0, 82.0 ], [ -66.0, 82.0 ], [ -66.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15359", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-64", "Latitude (Max)": "82", "Latitude (Min)": "80", "TileID": "15359", "Longitude (Max)": "-62", "Field_1": "15359" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -64.0, 80.0 ], [ -62.0, 80.0 ], [ -62.0, 82.0 ], [ -64.0, 82.0 ], [ -64.0, 80.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15526", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-90", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15526", "Longitude (Max)": "-88", "Field_1": "15526" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -90.0, 82.0 ], [ -88.0, 82.0 ], [ -88.0, 84.0 ], [ -90.0, 84.0 ], [ -90.0, 82.0 ] ] ] ] } },
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-{ "type": "Feature", "properties": { "Name": "15529", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-84", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15529", "Longitude (Max)": "-82", "Field_1": "15529" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -84.0, 82.0 ], [ -82.0, 82.0 ], [ -82.0, 84.0 ], [ -84.0, 84.0 ], [ -84.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15530", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-82", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15530", "Longitude (Max)": "-80", "Field_1": "15530" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -82.0, 82.0 ], [ -80.0, 82.0 ], [ -80.0, 84.0 ], [ -82.0, 84.0 ], [ -82.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15531", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-80", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15531", "Longitude (Max)": "-78", "Field_1": "15531" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -80.0, 82.0 ], [ -78.0, 82.0 ], [ -78.0, 84.0 ], [ -80.0, 84.0 ], [ -80.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15532", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-78", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15532", "Longitude (Max)": "-76", "Field_1": "15532" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -78.0, 82.0 ], [ -76.0, 82.0 ], [ -76.0, 84.0 ], [ -78.0, 84.0 ], [ -78.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15533", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-76", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15533", "Longitude (Max)": "-74", "Field_1": "15533" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -76.0, 82.0 ], [ -74.0, 82.0 ], [ -74.0, 84.0 ], [ -76.0, 84.0 ], [ -76.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15534", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-74", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15534", "Longitude (Max)": "-72", "Field_1": "15534" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -74.0, 82.0 ], [ -72.0, 82.0 ], [ -72.0, 84.0 ], [ -74.0, 84.0 ], [ -74.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15535", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-72", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15535", "Longitude (Max)": "-70", "Field_1": "15535" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -72.0, 82.0 ], [ -70.0, 82.0 ], [ -70.0, 84.0 ], [ -72.0, 84.0 ], [ -72.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "12107", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-88", "Latitude (Max)": "46", "Latitude (Min)": "44", "TileID": "12107", "Longitude (Max)": "-86", "Field_1": "12107" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -88.0, 44.0 ], [ -86.0, 44.0 ], [ -86.0, 46.0 ], [ -88.0, 46.0 ], [ -88.0, 44.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "14272", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-78", "Latitude (Max)": "70", "Latitude (Min)": "68", "TileID": "14272", "Longitude (Max)": "-76", "Field_1": "14272" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -78.0, 68.0 ], [ -76.0, 68.0 ], [ -76.0, 70.0 ], [ -78.0, 70.0 ], [ -78.0, 68.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "14273", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-76", "Latitude (Max)": "70", "Latitude (Min)": "68", "TileID": "14273", "Longitude (Max)": "-74", "Field_1": "14273" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -76.0, 68.0 ], [ -74.0, 68.0 ], [ -74.0, 70.0 ], [ -76.0, 70.0 ], [ -76.0, 68.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "14278", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-66", "Latitude (Max)": "70", "Latitude (Min)": "68", "TileID": "14278", "Longitude (Max)": "-64", "Field_1": "14278" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -66.0, 68.0 ], [ -64.0, 68.0 ], [ -64.0, 70.0 ], [ -66.0, 70.0 ], [ -66.0, 68.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "14409", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-164", "Latitude (Max)": "72", "Latitude (Min)": "70", "TileID": "14409", "Longitude (Max)": "-162", "Field_1": "14409" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -164.0, 70.0 ], [ -162.0, 70.0 ], [ -162.0, 72.0 ], [ -164.0, 72.0 ], [ -164.0, 70.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "14414", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-154", "Latitude (Max)": "72", "Latitude (Min)": "70", "TileID": "14414", "Longitude (Max)": "-152", "Field_1": "14414" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -154.0, 70.0 ], [ -152.0, 70.0 ], [ -152.0, 72.0 ], [ -154.0, 72.0 ], [ -154.0, 70.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15536", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-70", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15536", "Longitude (Max)": "-68", "Field_1": "15536" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -70.0, 82.0 ], [ -68.0, 82.0 ], [ -68.0, 84.0 ], [ -70.0, 84.0 ], [ -70.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15537", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-68", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15537", "Longitude (Max)": "-66", "Field_1": "15537" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -68.0, 82.0 ], [ -66.0, 82.0 ], [ -66.0, 84.0 ], [ -68.0, 84.0 ], [ -68.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15538", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-66", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15538", "Longitude (Max)": "-64", "Field_1": "15538" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -66.0, 82.0 ], [ -64.0, 82.0 ], [ -64.0, 84.0 ], [ -66.0, 84.0 ], [ -66.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15539", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-64", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15539", "Longitude (Max)": "-62", "Field_1": "15539" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -64.0, 82.0 ], [ -62.0, 82.0 ], [ -62.0, 84.0 ], [ -64.0, 84.0 ], [ -64.0, 82.0 ] ] ] ] } },
-{ "type": "Feature", "properties": { "Name": "15540", "description": null, "altitudeMode": "absolute", "Longitude (Min)": "-62", "Latitude (Max)": "84", "Latitude (Min)": "82", "TileID": "15540", "Longitude (Max)": "-60", "Field_1": "15540" }, "geometry": { "type": "MultiPolygon", "coordinates": [ [ [ [ -62.0, 82.0 ], [ -60.0, 82.0 ], [ -60.0, 84.0 ], [ -62.0, 84.0 ], [ -62.0, 82.0 ] ] ] ] } }
-]
-}
diff --git a/input_data/DAYMET/scripts/daymet_file_download_script.sh b/input_data/DAYMET/scripts/daymet_file_download_script.sh
deleted file mode 100644
index 287f47e..0000000
--- a/input_data/DAYMET/scripts/daymet_file_download_script.sh
+++ /dev/null
@@ -1,3278 +0,0 @@
-#!/bin/bash
-
-GREP_OPTIONS=''
-
-cookiejar=$(mktemp cookies.XXXXXXXXXX)
-netrc=$(mktemp netrc.XXXXXXXXXX)
-chmod 0600 "$cookiejar" "$netrc"
-function finish {
-  rm -rf "$cookiejar" "$netrc"
-}
-
-trap finish EXIT
-WGETRC="$wgetrc"
-
-prompt_credentials() {
-    echo "Enter your Earthdata Login or other provider supplied credentials"
-    read -p "Username (dkovacek22): " username
-    username=${username:-dkovacek22}
-    read -s -p "Password: " password
-    echo "machine urs.earthdata.nasa.gov login $username password $password" >> $netrc
-    echo
-}
-
-exit_with_error() {
-    echo
-    echo "Unable to Retrieve Data"
-    echo
-    echo $1
-    echo
-    echo "https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.tif"
-    echo
-    exit 1
-}
-
-prompt_credentials
-  detect_app_approval() {
-    approved=`curl -s -b "$cookiejar" -c "$cookiejar" -L --max-redirs 5 --netrc-file "$netrc" https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.tif -w '\n%{http_code}' | tail  -1`
-    if [ "$approved" -ne "200" ] && [ "$approved" -ne "301" ] && [ "$approved" -ne "302" ]; then
-        # User didn't approve the app. Direct users to approve the app in URS
-        exit_with_error "Please ensure that you have authorized the remote application by visiting the link below "
-    fi
-}
-
-setup_auth_curl() {
-    # Firstly, check if it require URS authentication
-    status=$(curl -s -z "$(date)" -w '\n%{http_code}' https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.tif | tail -1)
-    if [[ "$status" -ne "200" && "$status" -ne "304" ]]; then
-        # URS authentication is required. Now further check if the application/remote service is approved.
-        detect_app_approval
-    fi
-}
-
-setup_auth_wget() {
-    # The safest way to auth via curl is netrc. Note: there's no checking or feedback
-    # if login is unsuccessful
-    touch ~/.netrc
-    chmod 0600 ~/.netrc
-    credentials=$(grep 'machine urs.earthdata.nasa.gov' ~/.netrc)
-    if [ -z "$credentials" ]; then
-        cat "$netrc" >> ~/.netrc
-    fi
-}
-
-fetch_urls() {
-  if command -v curl >/dev/null 2>&1; then
-      setup_auth_curl
-      while read -r line; do
-        # Get everything after the last '/'
-        filename="${line##*/}"
-
-        # Strip everything after '?'
-        stripped_query_params="${filename%%\?*}"
-
-        curl -f -b "$cookiejar" -c "$cookiejar" -L --netrc-file "$netrc" -g -o $stripped_query_params -- $line && echo || exit_with_error "Command failed with error. Please retrieve the data manually."
-      done;
-  elif command -v wget >/dev/null 2>&1; then
-      # We can't use wget to poke provider server to get info whether or not URS was integrated without download at least one of the files.
-      echo
-      echo "WARNING: Can't find curl, use wget instead."
-      echo "WARNING: Script may not correctly identify Earthdata Login integrations."
-      echo
-      setup_auth_wget
-      while read -r line; do
-        # Get everything after the last '/'
-        filename="${line##*/}"
-
-        # Strip everything after '?'
-        stripped_query_params="${filename%%\?*}"
-
-        wget --load-cookies "$cookiejar" --save-cookies "$cookiejar" --output-document $stripped_query_params --keep-session-cookies -- $line && echo || exit_with_error "Command failed with error. Please retrieve the data manually."
-      done;
-  else
-      exit_with_error "Error: Could not find a command-line downloader.  Please install curl or wget"
-  fi
-}
-
-fetch_urls <<'EDSCEOF'
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1950.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1950.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1950.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1950.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1950.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1950.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1950.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1950.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1950.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1950.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1950.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1950.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1950.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1950.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1950.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1950.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1950.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1951.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1951.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1951.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1951.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1951.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1951.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1951.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1951.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1951.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1951.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1951.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1951.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1951.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1951.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1951.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1951.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1951.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1951.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1951.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1951.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1952.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1952.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1952.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1952.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1952.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1952.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1952.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1952.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1952.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1952.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1952.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1952.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1952.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1952.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1952.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1952.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1952.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1952.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1952.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1952.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1953.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1953.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1953.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1953.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1953.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1953.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1953.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1953.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1953.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1953.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1953.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1953.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1953.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1953.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1953.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1953.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1953.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1953.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1953.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1953.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1954.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1954.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1954.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1954.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1954.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1954.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1954.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1954.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1954.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1954.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1954.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1954.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1954.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1954.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1954.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1954.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1954.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1954.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1954.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1954.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1955.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1955.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1955.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1955.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1955.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1955.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1955.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1955.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1955.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1955.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1955.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmax_annavg_pr_1955.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1955.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1955.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1955.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1955.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1955.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1955.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1955.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1955.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1956.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_prcp_annttl_pr_1956.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1956.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1956.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1956.tif
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_tmin_annavg_pr_1956.tif.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1956.nc
-https://data.ornldaac.earthdata.nasa.gov/public/daymet/Daymet_Annual_V4R1/data/daymet_v4_swe_annavg_pr_1956.nc.sha256
-https://data.ornldaac.earthdata.nasa.gov/protected/daymet/Daymet_Annual_V4R1/data/daymet_v4_vp_annavg_pr_1956.nc
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+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010107 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a3e4b00b291cd6a3a1,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a3e4b00b291cd6a3a1,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010107_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:40.256-07:00,2018-01-12T05:18:43.746-07:00,19039565,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010107_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010107_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010204 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a3e4b00b291cd6a3a3,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a3e4b00b291cd6a3a3,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010204_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:42.072-07:00,2018-01-12T05:18:43.894-07:00,35151963,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010204_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010204_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010205 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a3cf642e4b0d05ee8b8d96a,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a3cf642e4b0d05ee8b8d96a,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010205_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:24.729-07:00,2017-12-22T05:10:42.041-07:00,15753646,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010205_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010205_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010206 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a4e4b00b291cd6a3a6,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a4e4b00b291cd6a3a6,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010206_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:43.929-07:00,2018-01-12T05:18:44.286-07:00,15944921,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010206_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010206_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010207 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a4e4b00b291cd6a3a8,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a4e4b00b291cd6a3a8,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010207_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:47.529-07:00,2018-01-12T05:18:44.424-07:00,32707660,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010207_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010207_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010208 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a4e4b00b291cd6a3aa,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a4e4b00b291cd6a3aa,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010208_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:45.728-07:00,2018-01-12T05:18:44.575-07:00,22745825,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010208_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010208_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010209 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a4e4b00b291cd6a3ac,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a4e4b00b291cd6a3ac,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010209_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:49.297-07:00,2018-01-12T05:18:44.782-07:00,12579986,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010209_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010209_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010210 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a4e4b00b291cd6a3ae,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a4e4b00b291cd6a3ae,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010210_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:51.138-07:00,2018-01-12T05:18:44.981-07:00,23487508,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010210_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010210_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010211 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a5e4b00b291cd6a3b0,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a5e4b00b291cd6a3b0,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010211_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:52.926-07:00,2018-01-12T05:18:45.192-07:00,34250487,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010211_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010211_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010212 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a5e4b00b291cd6a3b2,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a5e4b00b291cd6a3b2,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010212_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:56.941-07:00,2018-01-12T05:18:45.410-07:00,23732027,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010212_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010212_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010301 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a5e4b00b291cd6a3b4,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a5e4b00b291cd6a3b4,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010301_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:57.076-07:00,2018-01-12T05:18:45.671-07:00,14762002,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010301_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010301_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010302 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a438c48e4b0d05ee8bd68fe,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a438c48e4b0d05ee8bd68fe,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010302_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:58.909-07:00,2017-12-27T05:04:24.349-07:00,21157022,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010302_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010302_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010303 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3b7,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3b7,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010303_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:00.790-07:00,2018-01-12T05:18:46.080-07:00,16280667,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010303_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010303_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010304 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3b9,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3b9,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010304_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:02.547-07:00,2018-01-12T05:18:46.221-07:00,17171395,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010304_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010304_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010402 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3bb,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3bb,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010402_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:04.247-07:00,2018-01-12T05:18:46.373-07:00,13188846,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010402_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010402_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010403 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3bd,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3bd,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010403_HU8_GDB.xml,2023-12-20,2023-12-20T23:36:26.539-07:00,2018-01-12T05:18:46.554-07:00,18997855,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010403_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010403_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010404 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3bf,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3bf,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010404_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:07.809-07:00,2018-01-12T05:18:46.694-07:00,17086967,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010404_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010404_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010405 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3c1,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3c1,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010405_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:05.993-07:00,2018-01-12T05:18:46.885-07:00,18073474,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010405_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010405_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010406 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a7e4b00b291cd6a3c3,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a7e4b00b291cd6a3c3,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010406_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:46.185-07:00,2018-01-12T05:18:47.036-07:00,10258110,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010406_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010406_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010500 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a7e4b00b291cd6a3c6,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a7e4b00b291cd6a3c6,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010500_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:13.897-07:00,2018-01-12T05:18:47.157-07:00,24919409,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010500_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010500_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19020102 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a7e4b00b291cd6a3ca,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a7e4b00b291cd6a3ca,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19020102_HU8_GDB.xml,2023-12-21,2023-12-21T23:18:33.771-07:00,2018-01-12T05:18:47.507-07:00,59529577,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020102_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020102_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-22
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19020103 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a7e4b00b291cd6a3cc,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a7e4b00b291cd6a3cc,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19020103_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:15.746-07:00,2018-01-12T05:18:47.728-07:00,24356591,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020103_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020103_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19020104 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a7e4b00b291cd6a3ce,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a7e4b00b291cd6a3ce,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19020104_HU8_GDB.xml,2023-12-21,2023-12-20T23:37:50.442-07:00,2018-01-12T05:18:47.957-07:00,50349113,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020104_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020104_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19020201 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a8e4b00b291cd6a3d0,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a8e4b00b291cd6a3d0,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19020201_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:19.309-07:00,2018-01-12T05:18:48.175-07:00,63432673,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020201_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020201_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19070101 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7cce4b00b291cd6a46a,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7cce4b00b291cd6a46a,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19070101_HU8_GDB.xml,2023-12-21,2023-12-21T23:18:27.166-07:00,2018-01-12T05:19:24.152-07:00,20233456,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070101_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070101_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-22
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19070102 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7cce4b00b291cd6a46c,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7cce4b00b291cd6a46c,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19070102_HU8_GDB.xml,2023-12-21,2023-12-20T23:36:28.616-07:00,2018-01-12T05:19:24.332-07:00,9653453,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070102_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070102_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19070103 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7cce4b00b291cd6a46e,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7cce4b00b291cd6a46e,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19070103_HU8_GDB.xml,2023-12-21,2023-12-21T23:18:28.877-07:00,2018-01-12T05:19:24.457-07:00,19636090,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070103_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070103_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-22
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19070104 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7cce4b00b291cd6a470,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7cce4b00b291cd6a470,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19070104_HU8_GDB.xml,2023-12-21,2023-12-21T23:18:30.432-07:00,2018-01-12T05:19:24.636-07:00,12087805,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070104_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070104_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-22
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19070402 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],6141816bd34e0df5fb93bc9f,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/6141816bd34e0df5fb93bc9f,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19070402_HU8_GDB.xml,2023-12-21,2023-12-21T23:18:57.167-07:00,2021-09-14T23:15:23.346-06:00,21379697,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070402_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19070402_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-22
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19010402 (published 20231220) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a6e4b00b291cd6a3bb,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a6e4b00b291cd6a3bb,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19010402_HU8_GDB.xml,2023-12-20,2023-12-20T23:37:04.247-07:00,2018-01-12T05:18:46.373-07:00,13188846,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010402_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19010402_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
+USGS National Hydrography Dataset Best Resolution (NHD) for Hydrological Unit (HU) 8 - 19020104 (published 20231221) FileGDB,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches [...],5a58a7a7e4b00b291cd6a3ce,ScienceBase,,gda,https://www.sciencebase.gov/catalog/item/5a58a7a7e4b00b291cd6a3ce,https://thor-f5.er.usgs.gov/ngtoc/metadata/waf/hydrography/nhd/best_resolution/filegdb101/NHD_H_19020104_HU8_GDB.xml,2023-12-21,2023-12-20T23:37:50.442-07:00,2018-01-12T05:18:47.957-07:00,50349113,HU-8 Subbasin,FileGDB,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020104_HU8_GDB.zip,,https://prd-tnm.s3.amazonaws.com/StagedProducts/Hydrography/NHD/HU8/GDB/NHD_H_19020104_HU8_GDB.jpg,,,,,,The National Hydrography Dataset (NHD) is a feature-based database that interconnects and uniquely identifies the stream segments or reaches that make up the nation's surface water drainage system. NHD data was originally developed at 1:100000-scale and exists at that scale for the whole country. This high-resolution NHD generally developed at 1:24000/1:12000 scale adds detail to the original 1:100000-scale NHD. (Data for Alaska Puerto Rico and the Virgin Islands was developed at high-resolution not 1:100000 scale.) Local resolution NHD is being developed where partners and data exist. The NHD contains reach codes for networked features flow direction names and centerline representations for areal water bodies. Reaches are also defined on waterbodies and the approximate shorelines of the Great Lakes the Atlantic and Pacific Oceans and the Gulf of Mexico. The NHD also incorporates the National Spatial Data Infrastructure framework criteria established by the Federal Geographic Data Committee.,processingUrl,2023-12-21
diff --git a/input_data/region_bounds/BC_study_region_polygon_4326.geojson b/input_data/region_bounds/BC_study_region_polygon_4326.geojson
deleted file mode 100644
index 84d1bbd..0000000
--- a/input_data/region_bounds/BC_study_region_polygon_4326.geojson
+++ /dev/null
@@ -1,7 +0,0 @@
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-]
-}
diff --git a/input_data/region_bounds/convex_hull_4269.cpg b/input_data/region_bounds/convex_hull_4269.cpg
deleted file mode 100644
index cd89cb9..0000000
--- a/input_data/region_bounds/convex_hull_4269.cpg
+++ /dev/null
@@ -1 +0,0 @@
-ISO-8859-1
\ No newline at end of file
diff --git a/input_data/region_bounds/convex_hull_4269.dbf b/input_data/region_bounds/convex_hull_4269.dbf
deleted file mode 100644
index d74449b..0000000
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diff --git a/input_data/region_bounds/convex_hull_4269.prj b/input_data/region_bounds/convex_hull_4269.prj
deleted file mode 100644
index 5ded4bc..0000000
--- a/input_data/region_bounds/convex_hull_4269.prj
+++ /dev/null
@@ -1 +0,0 @@
-GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]]
\ No newline at end of file
diff --git a/input_data/region_bounds/convex_hull_4269.shp b/input_data/region_bounds/convex_hull_4269.shp
deleted file mode 100644
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deleted file mode 100644
index 9c03de5..0000000
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diff --git a/input_data/region_bounds/convex_hull_4326.cpg b/input_data/region_bounds/convex_hull_4326.cpg
deleted file mode 100644
index cd89cb9..0000000
--- a/input_data/region_bounds/convex_hull_4326.cpg
+++ /dev/null
@@ -1 +0,0 @@
-ISO-8859-1
\ No newline at end of file
diff --git a/input_data/region_bounds/convex_hull_4326.dbf b/input_data/region_bounds/convex_hull_4326.dbf
deleted file mode 100644
index d74449b..0000000
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diff --git a/input_data/region_bounds/convex_hull_4326.prj b/input_data/region_bounds/convex_hull_4326.prj
deleted file mode 100644
index f45cbad..0000000
--- a/input_data/region_bounds/convex_hull_4326.prj
+++ /dev/null
@@ -1 +0,0 @@
-GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]]
\ No newline at end of file
diff --git a/input_data/region_bounds/convex_hull_4326.shp b/input_data/region_bounds/convex_hull_4326.shp
deleted file mode 100644
index d2d7e5d..0000000
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diff --git a/input_data/region_bounds/convex_hull_4326.shx b/input_data/region_bounds/convex_hull_4326.shx
deleted file mode 100644
index 9c03de5..0000000
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diff --git a/input_data/region_bounds/convex_hull_nalcms_crs.cpg b/input_data/region_bounds/convex_hull_nalcms_crs.cpg
deleted file mode 100644
index cd89cb9..0000000
--- a/input_data/region_bounds/convex_hull_nalcms_crs.cpg
+++ /dev/null
@@ -1 +0,0 @@
-ISO-8859-1
\ No newline at end of file
diff --git a/input_data/region_bounds/convex_hull_nalcms_crs.dbf b/input_data/region_bounds/convex_hull_nalcms_crs.dbf
deleted file mode 100644
index c2b7945..0000000
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diff --git a/input_data/region_bounds/convex_hull_nalcms_crs.prj b/input_data/region_bounds/convex_hull_nalcms_crs.prj
deleted file mode 100644
index 04382b5..0000000
--- a/input_data/region_bounds/convex_hull_nalcms_crs.prj
+++ /dev/null
@@ -1 +0,0 @@
-PROJCS["WGS_1984_Lambert_Azimuthal_Equal_Area",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Lambert_Azimuthal_Equal_Area"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-100.0],PARAMETER["Latitude_Of_Origin",45.0],UNIT["Meter",1.0]]
\ No newline at end of file
diff --git a/input_data/region_bounds/convex_hull_nalcms_crs.shp b/input_data/region_bounds/convex_hull_nalcms_crs.shp
deleted file mode 100644
index c7f6abc..0000000
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diff --git a/input_data/region_bounds/convex_hull_nalcms_crs.shx b/input_data/region_bounds/convex_hull_nalcms_crs.shx
deleted file mode 100644
index 7e45595..0000000
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diff --git a/input_data/region_bounds/region_polygon_daymet_crs.cpg b/input_data/region_bounds/region_polygon_daymet_crs.cpg
deleted file mode 100644
index cd89cb9..0000000
--- a/input_data/region_bounds/region_polygon_daymet_crs.cpg
+++ /dev/null
@@ -1 +0,0 @@
-ISO-8859-1
\ No newline at end of file
diff --git a/input_data/region_bounds/region_polygon_daymet_crs.dbf b/input_data/region_bounds/region_polygon_daymet_crs.dbf
deleted file mode 100644
index 8b586de..0000000
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diff --git a/input_data/region_bounds/region_polygon_daymet_crs.prj b/input_data/region_bounds/region_polygon_daymet_crs.prj
deleted file mode 100644
index 8bd7ba6..0000000
--- a/input_data/region_bounds/region_polygon_daymet_crs.prj
+++ /dev/null
@@ -1 +0,0 @@
-PROJCS["unknown",GEOGCS["GCS_unknown",DATUM["D_Unknown_based_on_WGS_84_ellipsoid",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Lambert_Conformal_Conic"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-100.0],PARAMETER["Standard_Parallel_1",25.0],PARAMETER["Standard_Parallel_2",60.0],PARAMETER["Latitude_Of_Origin",42.5],UNIT["Meter",1.0]]
\ No newline at end of file
diff --git a/input_data/region_bounds/region_polygon_daymet_crs.shp b/input_data/region_bounds/region_polygon_daymet_crs.shp
deleted file mode 100644
index b949c91..0000000
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diff --git a/input_data/region_bounds/region_polygon_daymet_crs.shx b/input_data/region_bounds/region_polygon_daymet_crs.shx
deleted file mode 100644
index 6101a24..0000000
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diff --git a/setup_scripts/README.md b/setup_scripts/README.md
index 84bf2cf..01729e8 100644
--- a/setup_scripts/README.md
+++ b/setup_scripts/README.md
@@ -1,27 +1,9 @@
-Automated Basin Delineation and Attribute Extraction
-====================================================
-
-This repository provides an example of how an automated pipeline for
-generating large samples of basins from DEM may be carried out. First,
-DEM files are collected from an open-source repository, then assembled
-into a raster tile mosaic. The study region (British Columbia) is broken
-into “complete” basin sub-regions, defined by boundaries crossed only by
-outflowing streams. The polygons describing these sub-regions are used
-to create clipped rasters, which are then hydraulically conditioned
-(fill depressions and resolve flats) to create flow direction, flow
-accumulation, and stream network rasters. The stream network raster is
-used as a binary mask to identify river confluences to use for the final
-step, basin delineation.
-
-The resulting collection of basins is an approximated decision space for
-the network optimization problem. The basin delineation process raises
-interesting questions about digital representation of stream networks
-and basin attributes. In the DEM preprocessing steps, we use topography
-to identify stream networks. Stream networks are represented by cells
-that meet a minimum flow accumulation threshold. There is no single
-number to represent this minimum threshold, but here we assume a
-constant value and the user should interpret these smallest headwater
-basins with caution.
+# Automated Basin Delineation and Attribute Extraction
+
+This repository provides an example of how an automated pipeline for generating large samples of basins from DEM may be carried out. First, DEM files are collected from an open-source repository, then assembled into a raster tile mosaic. The study region (British Columbia) is broken into “complete” basin sub-regions, defined by boundaries crossed only by outflowing streams. The polygons describing these sub-regions are used to create clipped rasters, which are then hydraulically conditioned (fill depressions and resolve flats) to create flow direction, flow accumulation, and stream network rasters. The stream network raster is used as a binary mask to identify river confluences to use for the final step, basin delineation.
+
+The resulting collection of basins is an approximated decision space for the network optimization problem. The basin delineation process raises interesting questions about digital representation of stream networks and basin attributes. In the DEM preprocessing steps, we use topography
+to identify stream networks. Stream networks are represented by cells that meet a minimum flow accumulation threshold. There is no single number to represent this minimum threshold, but here we assume a constant value and the user should interpret these smallest headwater basins with caution.
 
 > **Note**<br> This repository is not production software, the code is
 > provided as-is as an example of how a large sample of basins can be
@@ -29,50 +11,45 @@ basins with caution.
 > user is responsible for ensuring the code is suitable for their
 > purposes.
 
-Set up Computing Environment
-----------------------------
+## Set up Computing Environment
 
 **Note, this code was tested on Ubuntu Linux with Python 3.10.**  
 Update packages:  
-&gt;`$ sudo apt update`
+>`$ sudo apt update`
 
 Install dependencies:  
-&gt;`$ sudo apt-get install gdal-bin`
+>`$ sudo apt-get install gdal-bin`
 
 Clone the repository (from the root directory):  
-&gt;`$ git clone https://github.com/dankovacek/bcub`
+>`$ git clone https://github.com/dankovacek/bcub`
 
 Change directories to the `bcub` folder:  
-&gt;`$ cd basin_generator`
+>`$ cd bcub`
 
 ### Create virtual environment and activate to install libraries
 
 Install pip:  
-&gt;`$ sudo apt install python3-pip`
+>`$ sudo apt install python3-pip`
 
 Create virtual environment at the project root level directory:  
-&gt;`$ python3 -m venv env/`
+>`$ python3 -m venv env/`
 
 Activate the virual environment:  
-&gt;`$ source env/bin/activate`
+>`$ source env/bin/activate`
 
 Install Python packages:  
-&gt;`$ pip install -r requirements.txt`
+>`$ pip install -r requirements.txt`
+
+## Data Acquisition
+
+### Overview
 
-Data Acquisition and Processing
--------------------------------
+Because the study region is so large, we first subdivide it into watershed regions such that no surface inflows cross any boundary.  The union of these regions is then used as a clipping mask for all other geospatial layers we process to reduce memory use.  Once the regions are created (we provide the final polygons, but details about the process is included further down in the README), the geospatial data layers must be reprojected and clipped.  Reprojecting and clipping of land cover, soil, and climate geospatial layers is done after unpacking the archive of region polygons provided.  Instructions for downloading the necessary data layers are provided below. First, we need to download the geospatial layers.
 
 ### USGS 3DEP DEM (U.S. Geological Survey 2020)
 
-Basin polygons and terrain attributes are derived from the [USGS 3D
-Elevation Program](https://www.usgs.gov/3d-elevation-program). The
-product used for this dataset is the 1 arcsecond (small gaps along the
-Alaska-Yukon border are infilled with 2 arcsecond data). The tiles can
-be downloaded from the [USGS map
-downloader](https://apps.nationalmap.gov/downloader/). A text file
-pre-populated with the links to covering tiles is provided in this repo.
-The tiles can be downloaded and merged into a virtual raster with gdal
-by running the `get_3DEP_DEM.py` script saved under `setup_scripts`:
+Basin polygons and terrain attributes are derived from the [USGS 3D Elevation Program](https://www.usgs.gov/3d-elevation-program). The product used for this dataset is the 1 arcsecond (small gaps along the Alaska-Yukon border are infilled with 2 arcsecond data). The tiles can
+be downloaded from the [USGS map downloader](https://apps.nationalmap.gov/downloader/). A text file pre-populated with the links to covering tiles is provided in this repo.  The tiles can be downloaded and merged into a virtual raster with gdal by running the `get_3DEP_DEM.py` script saved under `setup_scripts`:
 
 > `$ python get_3DEP_DEM.py`
 
@@ -82,46 +59,85 @@ by running the `get_3DEP_DEM.py` script saved under `setup_scripts`:
 > DEM tiles look like the following:  
 > `https://prd-tnm.s3.amazonaws.com/StagedProducts/Elevation/1/TIFF/historical/n62w130/USGS_1_n62w130_20130911.tif`
 
-After clipping rasters and assembling the resulting files to a virtual raster `.vrt`, it should look like the image at right:
 
-![DEM Mosaic of BC and administrative boundary
-regions](../img/overview_fig.png)
+### Land cover and soil data repositories
 
-> **Note**<br> The set of covering DEM tiles can be customized using the
-> tile index accessible at [USGS.gov The National Map Data
-> Repository](http://prd-tnm.s3.amazonaws.com/index.html?prefix=StagedProducts/Elevation/1/FullExtentSpatialMetadata/).
+Land cover rasters can be downloaded from the [North American Land Change Monitoring System (NALCMS)](http://www.cec.org/north-american-land-change-monitoring-system/).  The soil permeability and porosity information is contained in the
+[GLobal HYdrogeology MaPS (GLHYMPS)](https://borealisdata.ca/dataset.xhtml?persistentId=doi:10.5683/SP2/TTJNIU) dataset (Huscroft et al. 2018). Climate and other indices are dervied
+from [BasinATLAS](https://www.hydrosheds.org/hydroatlas) (Linke et al.
+2019).
+
+### NALCMS Land Cover
+
+2010, 2015, and 2020 land cover rasters are available and all three are used in the BCUB dataset. Download the NALCMS files you want to work with from the link above, and keep note of the file path where the files are saved or save them to a new folder at `input_data/NALCMS/`. The files are large and may take a while to download.
+
+### GLHYMPS Soil Data
+
+The [GLHYMPS 2.0 dataset](https://borealisdata.ca/dataset.xhtml?persistentId=doi:10.5683/SP2/TTJNIU) is about 2.6 GB compressed, or 30GB uncompressed, so be sure you have enough disk space considering the many other spatial layers processed as input for this dataset. The GLHYMPS dataset is clipped and reprojected at the beginning of the `clip_and_reproject_spatial_layers.py` script. The download file is a zip archive `GLHYMPS.zip`. Unzip the nested archive
+files and uncompress the files the `GLHYMPS.gdb` file to the `input_data/GLHYMPS/` folder.
+
+The GLHYMPS dataset contains global coverage and it is over 30GB uncompressed, so you want to first clip it to the bounding box of the study region and then reproject to EPSG 3005. The reprojection step is important to do once at the outset instead of reprojecting at each basin intersection operation. The clipped and reprojected GLHYMPS file should
+be saved to the `input_data/GLHYMPS/` folder.
+
+### HydroSHEDS Data
+
+HydroSHEDS is a large dataset featuring global coverage of hydrographic features. The three main components are HydroBASINS, HydroLAKES, HydroRIVERS, and HydroATLAS. We used the first as an approximation of basin regions to subdivide the study region into complete basin regions, and we will use the second to filter pour points from the set we derive in the next step. HydroATLAS is used later to extract climate indices and other attributes related to runoff generating mechanisms. For more information about the contents of BasinATLAS, see the [documentation](https://data.hydrosheds.org/file/technical-documentation/BasinATLAS_Catalog_v10.pdf).
+
+## Data Processing 
+
+After downloading the necessary geospatial data layers, we begin processing the data by first organizing it into digestible chunks (sub-regions). The first step is to use the region polygons provided to clip and reproject the data layers to the study region bounding box.  
+
+> `$ unzip input_data/BCUB_study_region_R0.zip -d input_data/region_polygons/`
+
+The `clip_and_reproject_spatial_layers.py` script will create clipping masks representing the study region and save them to the `input_data/region_polygons/` folder. The clipping masks are used to clip the DEM tiles to the study region bounding box, as well as to clip and reproject the NALCMS and GLHYMPS data layers to the study region bounds.  The DAYMET is processed separately.
+
+### Creating Sub-region Polygons 
+
+The study region is split into sub-regions that describe “complete basins”, in other words the region bounds have no inflows, only outflows. This is an important property when delineating basins at arbitrary points in space. The sub-regions are derived from [HydroSHEDS](https://www.hydrosheds.org/products/hydrobasins) level 5 and 6 polygons and grouped together where the level 5 regions cross
+major rivers. 
+
+> **Note**<br> Since the HydroBASINS polygons are derived from a 
+> different source DEM, the shared boundaries will be different
+> from what we derive based on the 30m grid resolution DEM.
+> This requires some manual intervention to ensure the sub-regions
+> reflect the input DEM and not the HydroBASINS polygons.
 
-Sub-region Polygons
--------------------
-
-The study region is split into sub-regions that describe “complete
-basins”, in other words the region bounds have no inflows, only
-outflows. This is an important property when delineating basins at
-arbitrary points in space. The sub-regions are derived from
-[HydroSHEDS](https://www.hydrosheds.org/products/hydrobasins) level 5
-and 6 polygons and grouped together where the level 5 regions cross
-major rivers. The region polygons are provided in
-`input_data/region_polygons.zip` and this archive should be unzipped to
-the same folder. The remainder of this section describes how the region
-polygons were created and can be skipped if you are using the provided
-region polygons.
-
-> `$ unzip input_data/region_polygons.zip -d input_data/region_polygons/`
-
-The HydroBASINS level 5 and 6 polygon ID groupings are listed in
-`input_data/HYDRO_basins/HYDRO_basin_ids.csv` to show how IDs are
-grouped into sub-region codes in this study, in addition to which file
-each HYDROBasin polygon originates. The following files must be
-downloaded from the [HydroSHEDS
-website](https://www.hydrosheds.org/page/hydrobasins) and saved to the
-`input_data/HYDRO_basins/` folder:
+The "final" region polygons are provided in `input_data/BCUB_study_region_R0.zip` and this archive should be unzipped to the same folder. The remainder of this section describes how the region polygons were modified from the  HydroBASINS polygons, but these steps can be skipped by using the region polygons provided.  
+
+If you use the provided region polygons, you can skip the following steps for reproducing region polygons.  The following steps are provided for reference and to show how the region polygons were derived from the HydroBASINS polygons.  The next step is to clip the geospatial layers using the region polygons.
+
+The HydroBASINS level 5 and 6 polygon ID groupings from the North America and Arctic dataset are listed in `input_data/HYDRO_basins/HYDRO_basin_ids.csv` to show how IDs are grouped into sub-region codes in this study, in addition 
+to which file each HYDROBasin polygon originates. The following files must be downloaded from the [HydroSHEDS
+website](https://www.hydrosheds.org/page/hydrobasins) and saved to the `input_data/HYDRO_basins/` folder:
 
 -   ‘hybas\_lake\_ar\_lev05\_v1c.zip’,
 -   ‘hybas\_lake\_ar\_lev06\_v1c.zip’,
 -   ‘hybas\_lake\_na\_lev06\_v1c.zip’, and
 -   ‘hybas\_lake\_na\_lev05\_v1c.zip’
 
-Merging the region polygons is done by the following script:
+Another issue with using the HydroBASINS polygons with higher resolution DEM is that coastlines are not captured in the same detail, especially for large inlets common along the BC and Alaska coastlines.  To address this issue, we create tiled polygon masks using the NALCMS land cover data (see NALCMS section below) since the raster has a unique value for ocean and the raster resolution is the same as the input DEM.  The ocean vector mask is created in `merge_region_polygons.py` script, but you first need to download the necessary files from the NALCMS.
+
+> **Warning**<br> The glaciers, coast, and lakes in south-east alaska are changing 
+> extremely rapidly, and in some cases between the NALCMS 2010 and 2020 datasets
+> the perennial ice & snow (or glacier) has receded significantly leaving behind 
+> new water bodies.  As a result there is significant uncertainty with the river
+> networks generated in these more northern regions.
+
+#### Check Shared Region Polygon Bounds
+
+If you find an issue with one of the region polygons, namely a discrepancy in how the shared boundary is defined, the workflow to update is as follows:
+
+1. Update the clipping mask (`input_data/region_polygons/adjusted_clipping_masks`) to reflect the new boundary.
+2.  Delete the existing raster files that will be updated by the new clipping mask.
+3.  Run the `clip_region_DEM.py` script to update the region DEMs.
+4.  Run the `process_flow_accumulation.py` script to update the flow accumulation rasters.
+5.  Run the `adjust_region_polygons.py` script to isolate the region polygon from the edge sub-basins resulting from the buffer in the clipping mask.
+6.  Note that if the region is at the edge of the study region, there is some manual intervention required (I used QGIS) to exclude very small sub-basins along the outer edges.
+7.  Inspect the adjusted shared boundaries -- there will remain a few small overlaps and gaps, and there will also remain a very few large areas where the main region polygon still runs to the edge of the clipped DEM.  Here, we manually intersect and trim using the adjoining region bound definition by first checking that the neighboring region did not extend to the edge of the (buffered) clipping mask polygon.
+
+#### Merge Region Polygons
+
+Once you are satisfied with the state of shared boundaries, merge the region polygons with the following script:
 
 > `$ python merge_region_polygons.py`
 
@@ -130,178 +146,84 @@ Merging the region polygons is done by the following script:
 > :warning: **Sub-region naming does not perfectly follow the NHN WUL
 > naming convention.**
 
-DEM Processing
---------------
-
-Here we clip DEM files using the sub-region polygons because the study
-region is too large to process as a whole.
-[Whiteboxtools](https://www.whiteboxgeo.com/manual/wbt_book/intro.html)
-is used here for the DEM processing steps of hydraulic conditioning,
-flow direction, accumulation, and stream network generation.
-
-### Clip DEM by sub-region and process stream networks
-
-Create the individual region DEM files using the provided region
-polygons and the DEM tile mosaic created in the previous step:  
-&gt;`$ python setup_scripts/clip_region_DEM.py`
-
-> **Note**<br> **Check the list of region polygons to process**: The dem
-> processing scripts are initialized to test just the smallest region
-> (08P - Skagit basin in Washington / BC). To process all regions,
-> comment out the line `region_codes = ['08P']`
-
-Process the region DEMs to create rasters representing flow direction,
-flow accumulation, and stream network:  
-&gt;`$ python setup_scripts/process_flow_accumulation.py`
-
-Land cover, soil, and other spatial data layers
------------------------------------------------
-
-Reprojecting and clipping of land cover, soil, and climate geospatial
-layers is done in `clip_and_reproject_spatial_layers.py`. You must first
-download both files as they are not included in this repositpry. Land
-cover rasters can be downloaded from the [North American Land Change
-Monitoring System
-(NALCMS)](http://www.cec.org/north-american-land-change-monitoring-system/).
-The soil permeability and porosity information is contained in the
-[GLobal HYdrogeology MaPS
-(GLHYMPS)](https://borealisdata.ca/dataset.xhtml?persistentId=doi:10.5683/SP2/TTJNIU)
-dataset (Huscroft et al. 2018). Climate and other indices are dervied
-from [BasinATLAS](https://www.hydrosheds.org/hydroatlas)(Linke et al.
-2019).
 
-### NALCMS Land Cover
+### DEM Processing
 
-2010, 2015, and 2020 land cover rasters are available and all three are
-used in the BCUB dataset. Download the NALCMS files you want to work
-with from the link above, and keep note of the file path where the files
-are saved or save them to a new folder at `input_data/NALCMS/`. The
-files are large and may take a while to download.
+Here we clip DEM files using the sub-region polygons because the study region is too large to process as a whole.
+[Whiteboxtools](https://www.whiteboxgeo.com/manual/wbt_book/intro.html) is used here for the DEM processing steps of hydraulic conditioning, flow direction, accumulation, and stream network generation.
 
-### GLHYMPS Soil Data
+#### Clip DEM by sub-region and process stream networks
 
-The [GLHYMPS 2.0
-dataset](https://borealisdata.ca/dataset.xhtml?persistentId=doi:10.5683/SP2/TTJNIU)
-is about 2.6 GB compressed, or 30GB uncompressed, so be sure you have
-enough disk space. The GLHYMPS dataset is clipped and reprojected at the
-beginning of the `clip_and_reproject_spatial_layers.py` script. The
-download file is a zip archive `GLHYMPS.zip`. Unzip the nested archive
-files and uncompress the files the `GLHYMPS.gdb` file to the
-`input_data/GLHYMPS/` folder.
-
-The GLHYMPS dataset contains global coverage and it is over 30GB
-uncompressed, so you want to first clip it to the bounding box of the
-study region and then reproject to EPSG 3005. The reprojection step is
-important to do once at the outset instead of reprojecting at each basin
-intersection operation. The clipped and reprojected GLHYMPS file should
-be saved to the `input_data/GLHYMPS/` folder.
+Create the individual region DEM files using the provided region polygon **clipping masks** (different from the region polygons, these include a buffer to let the basin delineation find the edges) and the  DEM tile mosaic created in the previous step:  
+>`$ python setup_scripts/clip_region_DEM.py`
 
-### HydroSHEDS Data
 
-HydroSHEDS is a large dataset featuring global coverage of hydrographic
-features. The three main components are HydroBASINS, HydroLAKES,
-HydroRIVERS, and HydroATLAS. We used the first to subdivide the study
-region into complete basin regions, and we will use the second to filter
-pour points from the set we derive in the next step. HydroATLAS is used
-later to extract climate indices and other attributes related to runoff
-generating mechanisms. For more information about the contents of
-BasinATLAS, see the
-[documentation](https://data.hydrosheds.org/file/technical-documentation/BasinATLAS_Catalog_v10.pdf).
-
-The last step before basin delineation is to filter spurious pour
-points. We use the lake polygons from the
-[HydroLAKES](https://data.hydrosheds.org/file/hydrolakes/HydroLAKES_polys_v10.gdb.zip)
-dataset (Messager et al. 2016) to filter out confluences that fall
-within lakes. For more information about HydroLAKES, see the [HydroSHEDS
-website](https://www.hydrosheds.org/page/hydrolakes). The file is large
-and may take a while to download. The HydroLAKES lake polygon layers
-file is not included because of its large size.
-
-Generate pour points
---------------------
-
-Using the stream raster, generate pour points at river confluences.
-Confluences are defined as stream cells with more than one inflow. An
-inflow is an adjacent stream cell whose flow direction points to the
-focal cell.  
-&gt;`$ python setup_scripts/find_pour_points.py`
+After clipping rasters and assembling the resulting files into a virtual raster `.vrt`, it should resemble the image at right:
+
+![DEM Mosaic of BC and administrative boundary
+regions](../img/trimmed_dem.png)
+
+> **Note**<br> The set of covering DEM tiles can be customized using the
+> tile index accessible at [USGS.gov The National Map Data
+> Repository](http://prd-tnm.s3.amazonaws.com/index.html?prefix=StagedProducts/Elevation/1/FullExtentSpatialMetadata/).
+
+Next we process the region DEMs to create rasters representing flow direction, flow accumulation, stream network, and link IDs:
+>`$ python setup_scripts/process_flow_accumulation.py`
+
+## Generate pour points
+
+Using the stream raster, generate pour points at river confluences. Confluences are defined as stream cells with more than one inflow. An inflow is an adjacent stream cell whose flow direction points to the focal cell.  
+>`$ python setup_scripts/find_pour_points.py`
 
 ### Filter spurious pour points
 
-Once the file is downloaded, the `lakes_filter` script will clip the NHN
-water bodies features to each sub-region polygon to reduce RAM usage.
-The water body polygons are then used to filter out (spurious)
-confluences in lakes.  
-&gt;`$ python lakes_filter.py`
+The last step before basin delineation is to filter spurious pour points. We use the lake polygons from the [HydroLAKES](https://data.hydrosheds.org/file/hydrolakes/HydroLAKES_polys_v10.gdb.zip) dataset (Messager et al. 2016) to filter out confluences that fall within lakes. For more information about HydroLAKES, see the [HydroSHEDS website](https://www.hydrosheds.org/page/hydrolakes). The file is large and may take a while to download. The HydroLAKES lake polygon layers file is not included because of its large size.
+
+Once the file is downloaded, the `lakes_filter.py` script will clip the NHN water bodies features to each sub-region polygon to reduce memory use. The water body polygons are then used to filter out (spurious) confluences in lakes.
+>`$ python lakes_filter.py`
 
-Expect this script to take several hours to process all lake-river
-intersections. The resulting files containing filtered pour points is
-saved to the `processed_data/pour_points` folder.
+Expect this script to take several hours to process all lake-river intersections. The resulting files containing filtered pour points is saved to the `processed_data/pour_points` folder.
 
 ### Basin delineation
 
-The data preparation work is nearly complete, now we generate a large
-sample of basins to characterize the decision space (of candidate
-monitoring locations).
+The data preparation work is nearly complete, now we generate a large sample of basins to characterize the decision space (of candidate monitoring locations).
 
-Generate a basin for each of the pour points:  
-&gt;`$ setup_scripts/python derive_basins.py`
+Generate a basin for each of the pour points:
+>`$ setup_scripts/python derive_basins.py`
 
-This script will output a file in parquet format which is a compressed,
-columnar data format. To save in geojson format to read in QGIS, comment
-out the `to_parquet()` line and uncomment the next line
-`merged_basins.to_file(output_fpath.replace('.parquet', '.geojson'), driver='GeoJSON')`.
-Note that the file will be very large because of the polygon geometry.
-The parquet format is more efficient for reading and writing, but
-geojson can be viewed in QGIS.
+This script will output a file in parquet format which is a compressed, columnar data format. To save in geojson format to read in QGIS, comment out the `to_parquet()` line and uncomment the next line `merged_basins.to_file(output_fpath.replace('.parquet', '.geojson'), driver='GeoJSON')`.
+Note that the file will be very large because of the polygon geometry.  The parquet format is more efficient for reading and writing, but geojson can be viewed in QGIS.
 
-Since the basin delineation process involves clipping rasters to each
-derived basin, the terrain attributes are calculated at the same time to
-avoid duplicate processing.
+Since the basin delineation process involves clipping rasters to each derived basin, the terrain attributes are calculated at the same time to avoid duplicate processing.
 
-Basin Attribute Extraction
-==========================
+## Basin Attribute Extraction
 
-Two methods are provided to extract attributes from the basins. The
-first extracts attributes from the basin polygons as they are saved in
-the parquet file by individually clipping/intersecting the polygons with
-the geospatial layers containing soil and land cover information. The
-second builds a Postgres + PostGIS database to take advantage of
-processing performance both in basin attribute extraction and later for
-large sample spatial computations.
+Two methods are provided to extract attributes from the basins. The first extracts attributes from the basin polygons as they are saved in the parquet file by individually clipping/intersecting the polygons with
+the geospatial layers containing soil and land cover information. The second builds a Postgres + PostGIS database to take advantage of processing performance both in basin attribute extraction and later for large sample spatial computations.
 
 ### Direct Attribute Processing/Extraction
 
-The `extract_attributes_direct.py` script will extract attributes from
-the basin polygon sets and save them to a `geojson` file. The attributes
-are extracted from the DEM, land cover, and soil data layers. Since the
-pour points are unique, the pour point geometry column is used to index
-rows between the basin geometry (polygon) files and the attribute files.
-This makes interacting with the data more performant since we drop the
-polygon geometry column that’s responsible for most of the disk space
-requirement.
+The `extract_attributes_direct.py` script will extract attributes from the basin polygon sets and save them to a `geojson` file. The attributes are extracted from the DEM, land cover, and soil data layers. Since the pour points are unique, the pour point geometry column is used to index
+rows between the basin geometry (polygon) files and the attribute files.  This makes interacting with the data more performant since we drop the polygon geometry column that’s responsible for most of the disk space requirement.
+
+## Postgres & PostGIS Database
 
-Postgres & PostGIS Database
----------------------------
+PostGIS is a spatial database extender for PostgreSQL object-relational database. It adds support for geographic objects allowing location queries to be run in SQL 
+with excellent performance.
 
-The basic steps to build a large sample ungauged basin database are as
-follows:
+The basic steps to build a large sample ungauged basin database are as follows:
 
 1.  Create database,
 2.  Format geospatial layers for loading into database,
 3.  Load geospatial layers and create spatial indices,
 4.  Extract attributes from basin polygons and update database.
 
-The `build_database.py` script assumes Postgres is installed, and a user
-(with password) and a database have been created. See additional notes
-below for a few useful commands.
+The `build_database.py` script assumes Postgres is installed, and a user (with password) and a database have been created. See additional notes below for a few useful commands.
 
 For a details on setting up Postgres and PostGIS, see [this
 tutorial](https://www.digitalocean.com/community/tutorials/how-to-install-and-use-postgresql-on-ubuntu-22-04).
 
-Towards the bottom of `build_database.py`, there are four variables that
-are required to establish a database connection. `db_host`, `db_name`,
-`db_user`, and `db_password`. Update these variables to match your
+Towards the bottom of `build_database.py`, there are four variables that are required to establish a database connection. `db_host`, `db_name`, `db_user`, and `db_password`. Update these variables to match your
 database configuration.
 
 > **Note**<br> `db_host` is typically localhost, but if you are
@@ -311,24 +233,20 @@ database configuration.
 ### Create a Database
 
 Create a database, here we call it `basins`:  
-&gt;`$ sudo -u postgres createdb basins`
+>`$ sudo -u postgres createdb basins`
 
 #### Enable PostGIS
 
-Log into the database as the superuser (postgres) and enable the PostGIS
-extension:  
-&gt;`$ sudo -u postgres psql`
+Log into the database as the superuser (postgres) and enable the PostGIS extension:  
+>`$ sudo -u postgres psql`
 
 Switch to the ‘basins’ database:  
-&gt;`postgres=# \c basins`
+>`postgres=# \c basins`
 
 Enable the PostGIS extension:  
-&gt;`postgres=# CREATE EXTENSION postgis;`
+>`postgres=# CREATE EXTENSION postgis;`
 
-Allow password authentication for the postgres user. This is required
-for the `build_database.py` script to connect to the database. Edit the
-`pg_hba.conf` file (/etc/postgresql/15/main/pg\_hba.conf) and change the
-line (near the bottom of the file, note you may have version 14 instead
+Allow password authentication for the postgres user. This is required for the `build_database.py` script to connect to the database. Edit the `pg_hba.conf` file (/etc/postgresql/15/main/pg\_hba.conf) and change the line (near the bottom of the file, note you may have version 14 instead
 of 15):
 
 """ \# Database administrative login by Unix domain socket local all
@@ -338,108 +256,90 @@ postgres peer """ to
 postgres md5 """
 
 Restart the database service after any configuration change:  
-&gt;`$ sudo systemctl restart postgresql`
+>`$ sudo systemctl restart postgresql`
 
 ### Create database tables for basin geometry
 
-Run the `build_database.py` script to create the tables and populate the
-database. The schema should be automatically created from the parquet
-file created from executing the `derive_basins.py` script. The
-`build_database` script will create the attributes table in the `basins`
-database you created and populate it with geometry and basic metadata.
+Run the `build_database.py` script to create the tables and populate the database. The schema should be automatically created from the parquet file created from executing the `derive_basins.py` script. The `build_database` script will create the attributes table in the `basins` database you created and populate it with geometry and basic metadata.
 
 ### Extend the Database
 
-The `extend_database.py` script will add the remaining attributes. The
-`extend_database.py` script will take a while to run, so it is
-recommended to run it in a `tmux` or `screen` session. With PostGIS we
-can create raster tables which can be then used in conjunction with the
-polygons to derive the same set of attributes as generated in using the
+The `extend_database.py` script will add the remaining attributes. The `extend_database.py` script will take a while to run, so it is recommended to run it in a `tmux` or `screen` session. With PostGIS we can create raster tables which can be then used in conjunction with the polygons to derive the same set of attributes as generated in using the
 direct attribute extraction method.
 
-Additional Notes
-----------------
+### Additional Notes
 
-### List columns in a database table
+#### List columns in a database table
 
 Once the `build_database` script has been executed successfully:  
-&gt;`\d basins_schema.basin_attributes`
-
-Create raster table
--------------------
-
-In the example below, update the path to reflect the full filepath where
-the reprojected and clipped NALCMS raster is saved. The `-s` flag
-specifies the SRID, `-f` specifies the name of the raster column, `-I`
-creates a spatial index, `-C` adds a constraint to the raster column,
-and `-M` adds a metadata table. The `-t` flag specifies the tile size,
-see the [following
-stackexchange](https://gis.stackexchange.com/questions/300887/optimum-raster-tile-size)
-post about optimal tile settings. The last argument is the schema and
+>`\d basins_schema.basin_attributes`
+
+#### Create raster table
+
+In the example below, update the path to reflect the full filepath where the reprojected and clipped NALCMS raster is saved. The `-s` flag specifies the SRID, `-f` specifies the name of the raster column, `-I` creates a spatial index, `-C` adds a constraint to the raster column, and `-M` adds a metadata table. The `-t` flag specifies the tile size,
+see the [following stackexchange](https://gis.stackexchange.com/questions/300887/optimum-raster-tile-size) post about optimal tile settings. The last argument is the schema and
 table name. The raster table will be created in the `basins` database.
 
 Switch users and connect to the database:  
-&gt;`# sudo -i -u postgres` &gt;`# psql -d basins`
+>`# sudo -i -u postgres` >`# psql -d basins`
 
 Enable the postgis extension:  
-&gt;`# CREATE EXTENSION postgis;`
+>`# CREATE EXTENSION postgis;`
 
 Enable the raster extension:  
-&gt;`# CREATE EXTENSION postgis_raster;`
+>`# CREATE EXTENSION postgis_raster;`
 
 Run the raster2psql function to create a raster table (this is done in
 `extend_database.py`).  
-&gt;`$ raster2pgsql -s 3005 -e -I -C -Y 1000 -M -f nalcms_2010 -t auto /home/danbot/Documents/code/23/bcub/input_data/NALCMS/NA_NALCMS_landcover_2010_3005_clipped.tif basins_schema.nalcms_2010 | PGPASSWORD=<your-password> psql -h localhost -p 5432 -U postgres -d basins`
+>`$ raster2pgsql -s 3005 -e -I -C -Y 1000 -M -f nalcms_2010 -t auto /home/danbot/Documents/code/23/bcub/input_data/NALCMS/NA_NALCMS_landcover_2010_3005_clipped.tif basins_schema.nalcms_2010 | PGPASSWORD=<your-password> psql -h localhost -p 5432 -U postgres -d basins`
 
-### PostgreSQL basics
+#### PostgreSQL basics
 
 [Instructions from
 DigitalOcean](https://www.digitalocean.com/community/tutorials/how-to-install-postgresql-on-ubuntu-22-04-quickstart).
 
 Switch to postgres role:  
-&gt;`$ sudo -i -u postgres`
+>`$ sudo -i -u postgres`
 
 Access postgres prompt:  
-&gt;`$ psql`
+>`$ psql`
 
 Change databases:  
-&gt;`# \c <db_name>`
+>`# \c <db_name>`
 
 Quit postgres prompt:  
-&gt;`# \q`
+>`# \q`
 
 Return to regular system:  
-&gt;`# exit`
+>`# exit`
 
 Create a postgres user with your default user name:  
-&gt;`sudo -u postgres createuser <username>`
+>`sudo -u postgres createuser <username>`
 
 Create a new database:  
-&gt;`postgres@server:~$ createdb basins`
+>`postgres@server:~$ createdb basins`
 
 Create the postgis extension (done from the psql terminal after
 connecting to “basins” db):  
-&gt;`basins# CREATE EXTENSION postgis;`
+>`basins# CREATE EXTENSION postgis;`
 
-### Kill a long running query:
+#### Kill a long running query:
 
-If, like me, you write an impossibly inefficient query and it takes
-forever to run, you can kill it. First, find the PID of the active
-process:  
-&gt;`basins# SELECT * FROM pg_stat_activity WHERE state = 'active';`
+If, like me, you write an impossibly inefficient query and it takes forever to run, you can kill it. First, find the PID of the active process:  
+>`basins# SELECT * FROM pg_stat_activity WHERE state = 'active';`
 
-Kill the query with the PID you just found:  
-&gt;`basins# SELECT pg_cancel_backend(<pid>);`
+Kill the query with the PID you just found:
+>`basins# SELECT pg_cancel_backend(<pid>);`
 
 <!-- Automate citation formatting for the README document.
 
 >`pandoc -t markdown_strict -citeproc README-draft.md -o README.md --bibliography bib/bibliography.bib` -->
 
-Via the RichDEM documentation, the aspect of a basin is the direction of
-the maximum slope of the focal cell (in degrees), from Hill (1981).
+#### Other Notes
+
+Via the RichDEM documentation, the aspect of a basin is the direction of the maximum slope of the focal cell (in degrees), from Hill (1981).
 
-Next Steps
-----------
+### Next Steps
 
 Huscroft, Jordan, Tom Gleeson, Jens Hartmann, and Janine Börker. 2018.
 “Compiling and Mapping Global Permeability of the Unconsolidated and
diff --git a/setup_scripts/adjust_region_polygons.py b/setup_scripts/adjust_region_polygons.py
new file mode 100644
index 0000000..f1e6c39
--- /dev/null
+++ b/setup_scripts/adjust_region_polygons.py
@@ -0,0 +1,387 @@
+
+# The HydroSheds polygons do not align with 
+# major basin boundaries derived from the USGS 3DEP dataset.
+
+# To adjust the region polygons to the unique input dem, 
+# we will run the following algorithm:
+# For each region:
+# 1. Load the region polygon and compute the area
+# 2. Query the BCUB dataset for the largest delineated sub-basin
+# 3. Query the second largest delineated sub-basin
+
+import psycopg2
+# import psycopg2.extras as extras
+
+import os
+# from time import time
+import pandas as pd
+from shapely.validation import make_valid
+from shapely.geometry import Point, Polygon, MultiPolygon
+
+import numpy as np
+# import multiprocessing as mp
+import rioxarray as rxr
+# import xarray as xr
+# from osgeo import gdal, ogr, osr
+
+os.environ['USE_PYGEOS'] = '0'
+import geopandas as gpd
+
+from whitebox.whitebox_tools import WhiteboxTools
+wbt = WhiteboxTools()
+wbt.verbose = True
+
+import warnings
+warnings.filterwarnings('ignore')
+
+conn_params = {
+    'dbname': 'basins',
+    'user': 'postgres',
+    'password': 'pgpass',
+    'host': 'localhost',
+    'port': '5432',
+}
+schema_name = 'basins_schema'
+DEM_source = 'USGS_3DEP'
+
+BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
+DATA_DIR = os.path.join(BASE_DIR, 'input_data/')
+DEM_DIR = os.path.join(DATA_DIR, 'DEM/')
+PROCESSED_DEM_DIR = os.path.join(BASE_DIR, 'processed_data/processed_dem/')
+output_folder = os.path.join(DATA_DIR, 'adjusted_region_polygons')
+# dem tile mosaic "virtual raster"
+mosaic_path = os.path.join(BASE_DIR, f'processed_data/{DEM_source}_DEM_mosaic_4269.vrt')
+
+
+region_bounds = gpd.read_file(os.path.join(DATA_DIR, 'BCUB_regions_HydroBASINS.geojson'))
+region_bounds = region_bounds.to_crs(3005)
+region_bounds['area'] = region_bounds.geometry.area / 1e6
+region_bounds = region_bounds[['region_code', 'area', 'geometry']]
+
+# check that all region_bounds geometries are valie
+region_bounds['valid_geom'] = region_bounds.geometry.is_valid
+if not region_bounds.valid_geom.all():
+    print('Some geometries are invalid. Attempting to repair.')
+    region_bounds['geometry'] = region_bounds.geometry.apply(lambda g: make_valid(g))
+    region_bounds['valid_geom'] = region_bounds.geometry.is_valid
+if not region_bounds.valid_geom.all():
+    raise Exception('Some geometries are still invalid.')
+
+def retrieve_raster(filename):
+    fpath = os.path.join(DEM_DIR, filename)
+    raster = rxr.open_rasterio(fpath, mask_and_scale=True)
+    crs = raster.rio.crs
+    affine = raster.rio.transform(recalc=False)
+    return raster, crs, affine, fpath
+
+
+def get_crs_and_resolution(fname):
+    raster = rxr.open_rasterio(fname)
+    crs = raster.rio.crs.to_epsg()
+    res = raster.rio.resolution()  
+    return crs, res
+
+
+dem_crs, (w_res, h_res) = get_crs_and_resolution(mosaic_path)
+
+
+def load_region_polygon(rc, which_mask='base'):
+    folder = os.path.join(BASE_DIR, 'input_data', 'region_polygons')
+    if which_mask == 'base':
+        fname = f'{rc}_4269_final.geojson'
+    else:
+        fname = f'{rc}_4269_dem_clip_final.geojson'
+    
+    path = os.path.join(folder, fname)
+    gdf = gpd.read_file(path)
+    gdf = gdf.to_crs('EPSG:3005')
+    return gdf
+
+
+def query_largest_basin(rc):
+    conn = psycopg2.connect(**conn_params)
+    query = f"""
+    SELECT id
+    FROM basins_schema.basin_attributes
+    WHERE region_code = '{rc}'
+    ORDER BY drainage_area_km2 DESC
+    LIMIT 1;
+    """
+    basin_id_df = pd.read_sql_query(query, conn)
+    basin_id = basin_id_df.id.values[0]
+
+    row_query = f"""
+    SELECT *
+    FROM basins_schema.basin_attributes
+    WHERE id = {basin_id};
+    """
+    gdf = gpd.read_postgis(row_query, conn, geom_col='basin')
+    return gdf
+
+
+def query_geoms_by_id(ids, which_geom='basin'):
+
+    ids_placeholder = ', '.join(['%s'] * len(ids))  # Create placeholders for each ID
+  
+    conn = psycopg2.connect(**conn_params)
+    query = f"""
+    SELECT *
+    FROM basins_schema.basin_attributes
+    WHERE id IN ({ids_placeholder});
+    """
+    gdf = gpd.read_postgis(query, conn, params=ids, geom_col=which_geom)
+    return gdf
+
+
+def get_polygon_difference(basis, overlay):
+    # find the mismatch between two polygons
+    if type(basis) == dict:
+        difference = basis['geometry'].difference(overlay.geometry)
+    else:
+        difference = basis.geometry.difference(overlay.geometry)
+    df = gpd.GeoDataFrame(geometry=difference.geometry.values, crs='EPSG:3005')
+    df = df.explode(index_parts=True, ignore_index=True)
+    df['area'] = df.geometry.area / 1e6
+    return df.sort_values(by='area', ascending=False)
+
+
+def get_closest_point_to_edge(pts, polygon):
+    # get the closest point to the edge of the polygon
+    # for each point in the list of points
+    # return the point that is closest to the edge
+    pts['distance_to_boundary'] = pts.geometry.apply(lambda point: point.distance(polygon.geometry.boundary.iloc[0]))
+    return pts.loc[[pts['distance_to_boundary'].idxmin()]]
+
+
+def get_max_raster_acc(raster, region_mask, n_try, existing_pts=pd.DataFrame()):
+    # find the max accumulation value/coords in a raster
+    prev_max = []
+    if existing_pts.empty:
+        print(' getting max acc value.')
+        max_acc = raster.max().squeeze()
+    else:
+        print('   getting max of unseen region')
+        points_to_exclude = [(pt.x, pt.y) for pt in existing_pts.geometry]
+        
+        # mask coordinates of points we've alread found
+        # mask = xr.DataArray(np.zeros_like(raster, dtype=bool), coords=raster.coords)
+        # Mark the mask as True for coordinates to be excluded
+        for x, y in points_to_exclude:
+            # if {'x': x, 'y': y} in raster_mod.coords:  # Check if the coordinates exist in the raster
+            if (x in raster.coords['x'].values) and (y in raster.coords['y'].values):
+                raster.loc[dict(x=x, y=y)] = np.nan
+
+        # find the max of new points
+        # Compute the maximum of the raster ignoring NaN values
+        max_acc = raster.max().squeeze()
+        print(f'        max_acc: {max_acc:.0f}')
+    
+    print(f'   Round {n_try}: Max accumulation value: {max_acc:.0f}')
+    # get the pour point of the largest accumulation value
+    idx_max = raster.where(raster==max_acc, drop=True)
+
+    # Stack the data to collapse all dimensions, filtering out NaN values
+    stacked = idx_max.stack(z=('x', 'y')).dropna(dim='z')
+
+    # Extract the coordinates
+    coords = np.array(stacked.z)
+    pts = [Point(x, y) for x, y in coords]
+    pt_df = gpd.GeoDataFrame(geometry=pts, crs=acc_crs)
+    pt_df['accumulation'] = max_acc.item()
+    pts_fname = f'{region_code}_pour_points_max_acc_{n_try}.geojson'
+    pts_path = os.path.join(BASE_DIR, 'input_data', pts_fname)
+    new_pt_df = gpd.GeoDataFrame(pd.concat([existing_pts, pt_df]), crs=acc_crs)
+    new_pt_df.to_file(pts_path, driver='GeoJSON')
+
+    filtered_pts = pt_df[~pt_df['accumulation'].isin(prev_max)].copy()
+    closest_pt = get_closest_point_to_edge(filtered_pts, region_mask)
+    pt_fname = f'{region_code}_closest_acc_pt_{n_try}.geojson'
+    pt_path = os.path.join(BASE_DIR, 'input_data', pt_fname)
+    closest_pt.to_file(pt_path, driver='GeoJSON')
+    return new_pt_df, closest_pt
+
+
+def query_largest_basin_in_polygon(geom, existing_ppt_ids):
+    """ Query the database for the pour point within the polygon
+    corresponding to the largest basin."""
+    polygon_wkt = geom.wkt
+    params = [polygon_wkt]
+    conn = psycopg2.connect(**conn_params)
+    cur = conn.cursor()
+    query = """
+    SELECT id
+    FROM basins_schema.basin_attributes
+    WHERE ST_Within(pour_pt, ST_GeomFromText(%s, 3005))
+    """
+    if len(existing_ppt_ids) > 0:
+        placeholders = ','.join(['%s'] * len(existing_ppt_ids))  # Create a string of placeholders
+        query += f"AND id NOT IN ({placeholders}) "
+        params += [str(e) for e in existing_ppt_ids]
+    # Add ordering and limit
+    query += """
+    ORDER BY drainage_area_km2 DESC LIMIT 1;
+    """   
+     
+    cur.execute(query, params)
+
+    # Fetch the results
+    result = cur.fetchone()
+    # close the cursor
+    cur.close()
+    if result is not None:
+        basin = query_geoms_by_id(list(result), 'basin')
+        ppt = query_geoms_by_id(list(result), 'pour_pt')
+        return ppt, basin
+    else:
+        print('  No points found.')
+        return pd.DataFrame(), pd.DataFrame()
+
+
+region_codes = ['08A', '08B', '08C', '08D', 
+                '08E', '08F', '08G', '10E',
+                'HGW', 'VCI', 'WWA', 'HAY',
+                'FRA', 'PCR', 'CLR', 'YKR', 
+                'LRD', 'ERK']
+region_codes = ['CLR']
+# don't reprocess completed adjusted region polygon files (ending with R0)
+remaining_regions = [e for e in region_codes if not os.path.exists(os.path.join(output_folder, f'{e}_covering_basins_R0.geojson'))]
+
+completed = []
+for rc in remaining_regions:
+    raster_crs = 3005
+    polygon_output_fpath = os.path.join(BASE_DIR, 'input_data', 'adjusted_region_polygons', f'{rc}_covering_basins.geojson')
+    
+    if os.path.exists(polygon_output_fpath):
+        print(f'   {rc} covering polygon set already processed. Skipping.')
+        completed.append(rc)
+        completed.append(polygon_output_fpath)
+        continue
+    else:
+        print(f'   Processing {rc} initial covering polygon set from HydroBASINS polygons.')
+
+    fdir_fname = f'{rc}_{DEM_source}_3005_fdir.tif'
+    fdir_path = os.path.join(PROCESSED_DEM_DIR, fdir_fname)
+    buffered_basins_fname = f'{rc}_buffered_basins.tif'
+    basins_output = os.path.join(PROCESSED_DEM_DIR, buffered_basins_fname)
+    if not os.path.exists(basins_output):
+        print(f'   Processing basins for {rc}.')
+        wbt.basins(
+            fdir_path,
+            basins_output,
+            esri_pntr=False,
+            callback=None,
+        )
+
+    basin_polygon_fname = f'{rc}_buffered_basins.shp'
+    polygon_path = os.path.join(output_folder, 'temp', basin_polygon_fname)
+    if not os.path.exists(polygon_path):
+        wbt.raster_to_vector_polygons(
+            basins_output,
+            polygon_path,
+        )
+
+    gdf = gpd.read_file(polygon_path, crs='EPSG:3005')
+    gdf['area'] = gdf.geometry.area / 1e6
+    gdf = gdf[gdf['area'] > 1.0]
+    covering_basins_fname = f'{rc}_covering_basins.geojson'
+    covering_basins_path = os.path.join(output_folder, covering_basins_fname)
+
+    gdf.to_file(covering_basins_path, driver='GeoJSON')
+    if os.path.exists(covering_basins_path):
+        temp_files = os.listdir(os.path.join(output_folder, 'temp'))
+        # for f in temp_files:
+        #     os.remove(os.path.join(output_folder, 'temp', f))
+    
+    print(f'Adjusting {rc} covering set -- removing edge basins contained in neighbouring region polygons.')
+    output_fname = f'{rc}_covering_basins_R0.geojson'
+    adjusted_basins_path = os.path.join(output_folder, output_fname)
+    if os.path.exists(adjusted_basins_path):
+        print(f'   {rc} already processed. Skipping.')
+        continue
+    
+    covering_basins_fname = f'{rc}_covering_basins.geojson'
+    covering_basins_path = os.path.join(output_folder, covering_basins_fname)
+    df = gpd.read_file(covering_basins_path)
+
+    _ = df.sindex
+    assert df.crs == region_bounds.crs
+
+    # simplify the geometry by a small amount
+    df['geometry'] = df.geometry.simplify(10)
+    # add a zero buffer to fix invalid geometries
+    df['geometry'] = df.geometry.buffer(0)
+
+    # check if all geometries in df area valid
+    if not df.geometry.is_valid.all():
+        print('Some geometries are invalid. Attempting to repair.')
+        # df['geometry'] = df.geometry.apply(lambda g: make_valid(g))
+        
+        df['valid_geom'] = df.geometry.is_valid
+        if not df.valid_geom.all():
+            raise Exception('Some geometries are still invalid.')
+        # df = df.explode(index_parts=False)
+        # Assuming df has been exploded and now contains only simple geometries
+        df = df[df['geometry'].apply(lambda x: isinstance(x, (Polygon, MultiPolygon)))]
+        print('All geometries are valid.')
+    # find all neighbouring regions intersecting with the current target region
+    nbrs = gpd.sjoin(region_bounds, df, how='left', predicate='overlaps')
+    nbrs = nbrs[(nbrs['region_code'] != rc) & (~np.isnan(nbrs['area_right']))]
+    
+    nbr_regions = list(set(nbrs['region_code']))
+    ids_to_remove = []
+    for nbr_rc in nbr_regions:
+        print(f'   Processing {rc}-{nbr_rc} overlapping regions.')
+        nbr_clip_fname = f'{nbr_rc}_4269_dem_clip_final.geojson'
+        nbr_fpath = os.path.join(DATA_DIR, 'adjusted_region_polygons', 'adjusted_clipping_masks', nbr_clip_fname)
+        nbr_polygon = gpd.read_file(nbr_fpath)
+        nbr_polygon = nbr_polygon.to_crs(df.crs)
+        nbr_polygon = nbr_polygon.dissolve()
+
+        # get all the polygons in the covering set that intersect with the neighbouring region
+        intersection = df[df.intersects(nbr_polygon.geometry.values[0])].copy()
+        
+        # get the area of each polygon that intersects
+        intersection['original_area'] = intersection.geometry.area / 1e6
+        
+        # get the intersection of each polygon in the covering set with the neighbouring region
+        intersection = gpd.overlay(intersection, nbr_polygon, how='intersection')
+        intersection['intersecting_area'] = intersection.geometry.area / 1e6
+
+        # we are only interested in polygons that have nonzero intersecting area
+        intersection = intersection[intersection['intersecting_area'] > 0]
+
+        # get the ratio of the intersection to the total area of the polygon
+        intersection['ratio'] = intersection['intersecting_area'] / intersection['original_area']
+        
+        # we want to exclude the polygons that are covered by the neighboring region polygon        
+        intersection = intersection.sort_values(by='ratio', ascending=False)      
+        covered_ids = intersection[intersection['ratio'] > 0.9]['FID'].values
+        ids_to_remove += list(covered_ids)
+
+    print('')
+    n_polygons = len(df)
+    df = df[~df['FID'].isin(ids_to_remove)]
+    n_end = len(df)
+    print(f'   {n_polygons - n_end} polygons removed from the covering set.')
+    
+    df.to_file(adjusted_basins_path, driver='GeoJSON')
+
+assembled_region_polygon_fname = f'BCUB_regions_R0.geojson'
+if not os.path.exists(os.path.join(DATA_DIR, assembled_region_polygon_fname)):
+    print('Assembling the adjusted region polygons into a single file.')
+    region_polygon_files = [e for e in os.listdir(output_folder) if e.endswith('R0.geojson')]
+    if len(region_polygon_files) < 18:
+        raise Exception(f'Missing adjusted region polygon files ({len(region_polygon_files)}/18 found). Skipping assembly.')
+    regions = []
+    for f in region_polygon_files:
+        gdf = gpd.read_file(os.path.join(output_folder, f))
+        regions.append(gdf)
+    assembled_gdf = gpd.GeoDataFrame(pd.concat(regions), crs=3005)
+    assembled_gdf.to_file(os.path.join(DATA_DIR, assembled_region_polygon_fname), driver='GeoJSON')
+
+    
+
+
+
+
+    
\ No newline at end of file
diff --git a/setup_scripts/basin_processing_functions.py b/setup_scripts/basin_processing_functions.py
index 50cb719..1ce42d8 100644
--- a/setup_scripts/basin_processing_functions.py
+++ b/setup_scripts/basin_processing_functions.py
@@ -1,23 +1,28 @@
 import os
-
-from shapely.validation import make_valid
-
+from time import time
 import pandas as pd
+import requests
 import numpy as np
 os.environ['USE_PYGEOS'] = '0'
+
 import geopandas as gpd
 import rioxarray as rxr
 from scipy.stats.mstats import gmean
+from shapely.geometry import Polygon    
+from shapely.validation import make_valid
 
 from whitebox.whitebox_tools import WhiteboxTools
 
 wbt = WhiteboxTools()
-wbt.verbose = False
+# wbt.verbose = False
+wbt.set_verbose_mode(False)
+
+BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
 
 def retrieve_raster(fpath):
     rds = rxr.open_rasterio(fpath, masked=True, mask_and_scale=True)
     affine = rds.rio.transform()
-    return rds, rds.rio.crs, affine
+    return rds, rds.rio.crs.to_epsg(), affine
 
 
 def filter_and_explode_geoms(gdf, min_area):
@@ -27,7 +32,63 @@ def filter_and_explode_geoms(gdf, min_area):
     gdf = gdf[gdf['area'] >= min_area * 0.95]    
     return gdf
 
-                
+
+def download_file(input):
+    """
+    Download a file from a URL and save it to a local file path.
+
+    Args:
+        url (str): URL of the file to download.
+        save_path (str): Full path to where the file will be saved.
+
+    Returns:
+        bool: True if the file was downloaded and saved successfully, False otherwise.
+    """
+    url, save_path = input
+    
+
+    try:
+        # Send a GET request to the URL
+        response = requests.get(url, stream=True)
+        # Raise an exception if the request failed
+        response.raise_for_status()
+
+        # Ensure the directory exists
+        # os.makedirs(os.path.dirname(save_path), exist_ok=True)
+
+        # Open the file and write the contents in chunks
+        with open(save_path, 'wb') as f:
+            for chunk in response.iter_content(chunk_size=8192):
+                # Filter out keep-alive new chunks
+                if chunk:
+                    f.write(chunk)
+        print(f"File downloaded successfully and saved to {save_path}")
+        return save_path
+    except requests.exceptions.RequestException as e:
+        print(f"Failed to download the file: {e}")
+        return None
+    except Exception as e:
+        print(f"An error occurred: {e}")
+        return None
+
+
+def get_crs_and_resolution(fname):
+    raster = rxr.open_rasterio(fname)
+    crs = raster.rio.crs.to_epsg()
+    res = raster.rio.resolution()   
+    return crs, res
+
+
+def fill_holes(geometries):
+    """
+    Vectorized function to close polygon holes by redefining polygons to only their exterior rings.
+    """
+    return geometries.apply(lambda p: Polygon(list(p.exterior.coords)) if p.is_valid and not p.is_empty and p.interiors else p)
+
+
+
+
+          
 def dump_poly(inputs):
     """Take the polygon batches and create raster clips with each polygon.
     Save the individual polygons as geojson files for later use.
@@ -56,17 +117,37 @@ def dump_poly(inputs):
     if not os.path.exists(fpath_out):
         # Do the actual clipping
         command = f'gdalwarp -s_srs {crs} -cutline {basin_fpath} -crop_to_cutline -multi -of gtiff {raster_fpath} {fpath_out} -wo NUM_THREADS=ALL_CPUS'
-        print('doing gdalwarp')
-        print(command)
-        print('   ...')
         os.system(command)
 
     g = None
     
     return fpath_out
 
+def check_covered_area_proportion(gdf):
+    t0 = time()
+    to_remove = []
+    for i, row in gdf.iterrows():
+        intersected = gdf[gdf['geometry'].intersects(row['geometry'])].copy()
+        intersected = intersected[intersected['id'] != row['id']]
+        if len(intersected) == 0:
+            continue
+        intersected['proportion_covered'] = intersected['geometry'].apply(
+            lambda x: x.intersection(row['geometry']).area / x.area
+        )
+        intersected = intersected[intersected['proportion_covered'] > 0.95]
+        if len(intersected) == 0:
+            continue    
+        else:
+            to_remove += intersected[intersected['area'] < row['area']]['id'].tolist()
+
+    filtered_gdf = gdf[~gdf['id'].isin(to_remove)]
+    
+    t1 = time()
+    print(f'    ...checked covered area proportion in {t1-t0:.2f} seconds')
+    return filtered_gdf
 
-def match_ppt_to_polygons_by_order(ppt_batch_path, polygon_df, resolution):
+
+def match_ppt_to_polygons_by_order(ppt_batch_path, polygon_df):
     """The WBT "unnest_basins" function does not preserve order of polygons & pour points,
     however the output contains a VALUE that can be used to match the polygon order
     with the input pour point dataframe.  This function does that matching and returns
@@ -80,22 +161,53 @@ def match_ppt_to_polygons_by_order(ppt_batch_path, polygon_df, resolution):
     Returns:
         geodataframe: geodataframe ordered by polygon VALUE to match the input pour point dataframe
     """
+    
     ppt_batch = gpd.read_file(ppt_batch_path)
-    try:
-        assert len(ppt_batch) == len(polygon_df)
-    except Exception as e:
-        print(f' mismatched df lengths: ppt vs. polygon_df')
+    ppt_batch['id'] = ppt_batch.index.values
+    
+    if (len(ppt_batch) != len(polygon_df)):
+        print(polygon_df.columns)
         print(len(ppt_batch), len(polygon_df))
-        print('')
+        raise Exception('Mismatched dataframe lengths or missing columns in ppt_batch')
+        # do an sjoin of the dataframe with itself to drop nested polygons
+        # that is, keep just the larger polygon that contains the smaller one
+        # polygon_df.to_file(os.path.join(BASE_DIR, 'processed_data/polygon_df_test_start.geojson'), driver='GeoJSON')
+        # # joined_df = gpd.sjoin(polygon_df, polygon_df.copy(), how='inner', predicate='covers', lsuffix='left', rsuffix='right')
+        # polygon_df = check_covered_area_proportion(polygon_df)
+
+
+        # # polygon_df.to_file(os.path.join(BASE_DIR, 'processed_data/joined_test33.geojson'), driver='GeoJSON')
+        
+        # print(f' mismatched df lengths: ppt ({len(ppt_batch)}) vs. polygon_df ({len(polygon_df)})')
+        
+        # ppt_batch['ppt_area'] = ppt_batch['acc'] * abs(resolution[0] * resolution[1]) / 1e6
+        # ppt_batch['ppt_lon_m_3005'] = ppt_batch['geometry'].x
+        # ppt_batch['ppt_lat_m_3005'] = ppt_batch['geometry'].y
+
+        # # add an index column to the polygon set
+        # polygon_df['basin_idx_copy'] = polygon_df.index.values
 
-    polygon_df['acc_polygon'] = (polygon_df.geometry.area / (resolution[0] * resolution[1])).astype(int)
-    polygon_df['ppt_acc'] = [e if (e > 0) else None for e in ppt_batch['acc'].values.astype(int)]
+        # # join the two dataframes by sjoin on the geometry
+        # joined_df = gpd.sjoin(ppt_batch, polygon_df, how='right', op='within', lsuffix='ppt', rsuffix='basin')
+        # # sort by the area of the polygon and keep just the first entry (addresses duplicates)
+
+        # joined_df = joined_df.sort_values(by='area', ascending=False)
+        # joined_df = joined_df.drop_duplicates(subset='basin_idx_copy', keep='first')
+        
+        # # drop polygons for which there is no pour point
+        # joined_df.dropna(subset=['index_ppt'], inplace=True)
+        # polygon_df.to_file(os.path.join(BASE_DIR, 'processed_data/joined_test.geojson'), driver='GeoJSON')
+        # polygon_df = joined_df.copy()
     
-    # create latitude and longitude columns from the ppt_batch dataframe
     polygon_df['ppt_lon_m_3005'] = ppt_batch['geometry'].x
-    polygon_df['ppt_lat_m_3005'] = ppt_batch['geometry'].y    
+    polygon_df['ppt_lat_m_3005'] = ppt_batch['geometry'].y
+    acc_values = ppt_batch['acc'].values.astype(int)
+    polygon_df['ppt_acc'] = np.where(acc_values > 0, acc_values, None)
+    polygon_df['Perimeter_km'] = polygon_df['geometry'].length / 1E3
+    polygon_df['id'] = polygon_df.index.values
     # polygon_df.reset_index(inplace=True, drop=True)
     polygon_df['VALUE'] = polygon_df['VALUE'].astype(int)
+    polygon_df.drop(columns=['FID', 'area'], inplace=True)
     polygon_df.set_index('VALUE', inplace=True)
     polygon_df.sort_index(inplace=True)
     polygon_df.index.name = 'ID'
@@ -141,7 +253,7 @@ def check_lulc_sum(i, data):
     return lulc_check
 
 
-def recategorize_lulc(data):    
+def recategorize_lulc(data):
     forest = ('Land_Use_Forest_frac', [1, 2, 3, 4, 5, 6])
     shrub = ('Land_Use_Shrubs_frac', [7, 8, 11])
     grass = ('Land_Use_Grass_frac', [9, 10, 12, 13, 16])
@@ -299,6 +411,7 @@ def process_terrain_attributes(raster_path):
     basin_data['ID'] = basin_id
 
     _, median_el, _, _ = process_basin_elevation(raster)
+    del raster
     basin_data['Elevation_m'] = round(median_el, 1)
     
     basin_data['Aspect_deg'] = int(wbt_aspect(raster_path))
@@ -397,10 +510,10 @@ def merge_geojson_files(files, output_fpath, temp_folder):
 
     for file in files:
         fpath = os.path.join(temp_folder, file)
-        layer = gpd.read_file(fpath)
-        batch_dfs.append(layer)
+        df = gpd.read_file(fpath)
+        batch_dfs.append(df)
         
-    return gpd.GeoDataFrame(pd.concat(batch_dfs), crs=layer.crs)
+    return gpd.GeoDataFrame(pd.concat(batch_dfs), crs=df.crs)
 
 
 
diff --git a/setup_scripts/build_database.py b/setup_scripts/build_database.py
index 09284eb..9af3bc0 100644
--- a/setup_scripts/build_database.py
+++ b/setup_scripts/build_database.py
@@ -5,6 +5,7 @@
 import os
 from time import time
 import pandas as pd
+import rioxarray as rxr
 
 import warnings
 warnings.filterwarnings('ignore')
@@ -46,33 +47,37 @@ def create_table_initialization_query(parquet_schema, schema_name, db_host, db_n
     # to fix, try switching to generic Geometry type:
     # ALTER TABLE my_table ALTER COLUMN geom TYPE geometry(Geometry,3005);
     
-    # i think postgres needs a column named geom
-
+    # Postgres needs a column named geom
     q = f'''CREATE TABLE IF NOT EXISTS {schema_name}.basin_attributes (
         id BIGSERIAL PRIMARY KEY,
         centroid geometry(POINT, 3005),
         pour_pt geometry(POINT, 3005),
         basin geometry(POLYGON, 3005),
         '''
-        
+            
     column_names = []
     column_types = []
-    for field in parquet_schema:
+    for f in parquet_schema:
         ###
         ### check if dtypes are correct!
         ####
-        if field.name not in geom_columns:
-            column_names.append(field.name)
-            column_types.append(dtype_dict[field.type])
-
+        field = f.name.lower()
+        if (field not in geom_columns) & (field not in column_names):
+            if field == 'id':
+                continue  
+            column_names.append(field)
+            column_types.append(dtype_dict[f.type])
+    
     for col, col_type in zip(column_names, column_types):
+        print(col, col_type)
         if col in ['__index_level_0__', 'ID', 'FID']:
-            continue            
+            continue
         if col not in geom_columns:
             q += f' {col} {col_type},'
             print(f'    Added column {col} of type {col_type} to table.')
             
     q = q[:-1] + ');'
+    
     cur.execute(q)
     conn.commit()
     conn.close()
@@ -123,7 +128,7 @@ def populate_table_columns(df, schema_name, geometry_cols, non_geo_cols, db_host
 def test_query(schema_name, db_host, db_name, db_user, db_password):
     conn = psycopg2.connect(host=db_host, dbname=db_name, user=db_user, password=db_password)
     q = f"select id, basin from {schema_name}.basin_attributes order by id desc limit 4"
-    
+
     try:
         test_df = gpd.read_postgis(q, conn, geom_col='basin')
     except Exception as e:
@@ -157,17 +162,22 @@ def get_ppt_count(region):
 def load_file_dgp(filepath, schema):
     t0 = time()
     df = gpd.read_parquet(filepath, schema=schema)
-    # df = df.repartition(npartitions=nparts)
+
+    # df = df.repartition(npartitions=4)
     # replace nan with None
     df = df.replace(to_replace=np.nan, value=None)
+
+    # drop the Perimeter_km column if it exists
+    if 'Perimeter_km' in df.columns:
+        df = df.drop(labels='Perimeter_km', axis=1)
     
     # drop the id, fid, and object_id columns
-    drop_cols = [e for e in ['ID', 'FID', 'object_id'] if e in df.columns]
-    df = df.drop(labels=drop_cols, axis=1)    
+    drop_cols = [e for e in ['ID', 'id', 'FID', 'object_id'] if e in df.columns]
+    df = df.drop(labels=drop_cols, axis=1)
     return df
 
 
-def reformat_geom_cols(df, geometry_cols, nparts):
+def reformat_geom_cols(df, geometry_cols):
     # encode geometries to well known binary
     for c in geometry_cols:
         df[c+'_wkb'] = df[c].to_wkb(hex=True)
@@ -178,7 +188,7 @@ def reformat_geom_cols(df, geometry_cols, nparts):
     return df
 
 
-def check_polygon_flags(df):
+def check_polygon_flags(region, df):
     """add a flag if the difference between the derived polygon area 
     and the area defined by the flow accumulation at the pour point is
     greater than 5% of the 'area' (also defined by the polygon area 
@@ -187,7 +197,17 @@ def check_polygon_flags(df):
     Args:
         df (dataframe): basin attributes dataframe
     """
-    df['FLAG_acc_match'] = ((df['ppt_acc'] - df['acc_polygon']).abs() / df['acc_polygon'] > 0.05).astype(int)
+    # get the raster file
+    raster_fname = f'{df.region_code.iloc[0]}_USGS_3DEP_3005.tif'
+    raster_path = os.path.join(data_dir, 'processed_dem', raster_fname)
+    raster = rxr.open_rasterio(raster_path, masked=True)
+    resolution = [abs(e) for e in raster.rio.resolution()]
+    
+    if 'acc_polygon' not in df.columns:
+        px_area = resolution[0] * resolution[1]
+        df['acc_polygon'] = (df['basin_geometry'].area / px_area).round(0).astype(int)
+    
+    df['FLAG_acc_match'] = ((df['ppt_acc'].astype(int) - df['acc_polygon']).abs() / df['acc_polygon'] > 0.05).astype(int)
     return df
 
 
@@ -202,16 +222,17 @@ def update_constraint(schema_name, db_host, db_name, db_user, db_password):
 
 
 def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_password, 
-                                     schema_name,  total_bounds):
-    # connect to the PostGIS database    
+                                     schema_name, total_bounds=None):
+    # connect to the PostGIS database
     db_initialized, _ = test_query(schema_name, db_host, db_name, db_user, db_password)
+    
     print(f'     ...the database is initialized: {db_initialized}')
     test_dir = os.path.join(parquet_dir, 'VCI')    
     if not os.path.exists(test_dir):
         raise Exception(f'No parquet files found in {parquet_dir}.  derive_basins.py must be run first.')
     test_file = [e for e in os.listdir(test_dir) if e.endswith('.parquet')]
     parquet_schema = pq.read_schema(os.path.join(test_dir, test_file[0]))
-        
+
     if not db_initialized:
 
         if len(test_file) == 0:
@@ -221,26 +242,26 @@ def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_pas
 
     update_constraint(schema_name, db_host, db_name, db_user, db_password)
     
-    minx, miny, maxx, maxy = total_bounds
-    divisor = 1000
-    minx = int(np.floor(minx / divisor) * divisor)
-    miny = int(np.floor(miny / divisor) * divisor)
-    maxx = int(np.ceil(maxx / divisor) * divisor)
-    maxy = int(np.ceil(maxy / divisor) * divisor)
+    # minx, miny, maxx, maxy = total_bounds
+    # divisor = 1000
+    # minx = int(np.floor(minx / divisor) * divisor)
+    # miny = int(np.floor(miny / divisor) * divisor)
+    # maxx = int(np.ceil(maxx / divisor) * divisor)
+    # maxy = int(np.ceil(maxy / divisor) * divisor)
 
     # completed = ['08A', 'HGW', 'VCI', '08C', '08D', 
     # '08F', 'FRA', 'WWA', 'HAY', '08G', '10E',
     #  'CLR', 'PCR','YKR', 'ERK', '08B', '08E', 'LRD]
     
     region_codes = sorted(os.listdir(parquet_dir))
-    region_codes = ['HGW', 'VCI']
-    
-    for rc in region_codes:
-        
+    # region_codes = ['HGW', 'VCI', '08A', 'WWA', 'HAY', 'PCR', 'FRA', 'ERK', 'LRD', ]
+    # region_codes = ['LRD']
+    for rc in region_codes:        
         print(f'Processing {rc} region -----------------------')
-
         n_basins_in_db = count_basins_in_db(rc)
         n_ppt = get_ppt_count(rc)
+
+        print(f'    {rc} has {n_ppt} pour points and {n_basins_in_db} basins in the database.')
         
         if n_basins_in_db > n_ppt:
             raise Exception(f'    {rc} there should not be more db rows than pour points...')
@@ -248,8 +269,8 @@ def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_pas
             print(f'    {rc} region already processed ({n_basins_in_db} basins/ppts), skipping...')
             continue
             
-        fpath = os.path.join(parquet_dir, rc)
-        nparts = len(os.listdir(fpath))
+        fpath = os.path.join(parquet_dir, rc, f'{rc}_basins_R0.parquet')
+        # nparts = len(os.listdir(os.path.join(parquet_dir, rc)))
         print(f'    Loading file {fpath.split("/")[-1]}...')
         
         df = load_file_dgp(fpath, parquet_schema)
@@ -257,12 +278,22 @@ def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_pas
         if ('centroid_x' not in df.columns) or ('centroid_y' not in df.columns):
             # create two new columns for the centroid coordinates
             df['centroid_x'] = df['centroid_geometry'].x
+            
             df['centroid_y'] = df['centroid_geometry'].y
+
+            # add the centroid columns to the database table
+            conn = psycopg2.connect(host=db_host, dbname=db_name, user=db_user, password=db_password)
+            cur = conn.cursor()
+            # add the centroid_x and centroid_y columns to the table
+            cur.execute(f'ALTER TABLE {schema_name}.basin_attributes ADD COLUMN IF NOT EXISTS centroid_x FLOAT;')
+            cur.execute(f'ALTER TABLE {schema_name}.basin_attributes ADD COLUMN IF NOT EXISTS centroid_y FLOAT;')
+            conn.commit()
+
                 
         geometry_cols = [c for c in df.columns if 'geometry' in c]
         non_geo_cols = [c for c in df.columns if 'geometry' not in c]
                 
-        df = check_polygon_flags(df)
+        df = check_polygon_flags(rc, df)
           
         if len(non_geo_cols) > len(set(non_geo_cols)):
             raise Exception('Duplicated column names in non-geometry columns.')
@@ -272,7 +303,7 @@ def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_pas
             populate_table_columns(df, schema_name, geometry_cols, non_geo_cols, db_host, db_name, db_user, db_password)
         
         t3 = time()
-        df = reformat_geom_cols(df, geometry_cols, nparts)
+        df = reformat_geom_cols(df, geometry_cols)
         t4 = time()
                 
         print(f'   Dask geopandas converted columns to wkb in {t4-t3:.2f} seconds.')
@@ -323,15 +354,15 @@ def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_pas
     data_dir = os.path.join(base_dir, 'processed_data')
     parquet_dir = os.path.join(data_dir, 'derived_basins/')
     
-    bc_bounds_file = os.path.join(input_data_dir, 'region_bounds/BC_study_region_polygon_4326.geojson')
     t0 = time()
-    bc_bounds = gpd.read_file(bc_bounds_file)
+    # bc_bounds_file = os.path.join(input_data_dir, 'region_bounds/BC_study_region_polygon_4326.geojson')
+    # bc_bounds = gpd.read_file(bc_bounds_file)
     t1 = time()
-    print(f'Loaded BC bounds in {t1 - t0:.2f} seconds.  crs={bc_bounds.crs}')
+    # print(f'Loaded BC bounds in {t1 - t0:.2f} seconds.  crs={bc_bounds.crs}')
 
     # get the total bounds of the study area
     #  minx, miny, maxx, maxy
-    total_bounds = bc_bounds.total_bounds
+    # total_bounds = bc_bounds.total_bounds
     t2 = time()
     print(f'Retrieved total bounds in {t2 - t1:.2f} seconds.')
     schema_name = 'basins_schema'
@@ -340,7 +371,7 @@ def convert_parquet_to_postgis_db(parquet_dir, db_host, db_name, db_user, db_pas
     convert_parquet_to_postgis_db(
         parquet_dir,
         db_host, db_name, db_user, db_password, 
-        schema_name, total_bounds)
+        schema_name)
     
     tbb = time()
     print(f'Finished populating postgis database in {tbb - taa:.2f} seconds.')
diff --git a/setup_scripts/clip_and_reproject_spatial_layers.py b/setup_scripts/clip_and_reproject_spatial_layers.py
index 7179031..493ad4b 100644
--- a/setup_scripts/clip_and_reproject_spatial_layers.py
+++ b/setup_scripts/clip_and_reproject_spatial_layers.py
@@ -1,21 +1,30 @@
-# generate basins
+
 import os
 import time
 import shutil
-
+import json
+import requests
+import zipfile
 import warnings
+from shapely import make_valid
 warnings.filterwarnings('ignore')
 
+from osgeo import ogr, osr, gdal
+
+# import numpy as np
 import numpy as np
 import geopandas as gpd
 import pandas as pd
 import rioxarray as rxr
 import multiprocessing as mp
+from shapely.geometry import shape
+import basin_processing_functions as bpf
 
 
 import basin_processing_functions as bpf
 
 BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
+NALCMS_DIR = os.path.join(BASE_DIR, 'input_data', 'NALCMS/')
 DEM_folder = os.path.join(BASE_DIR, 'processed_data/processed_dem/')
 region_files = os.listdir(DEM_folder)
 region_codes = sorted(list(set([e.split('_')[0] for e in region_files])))
@@ -23,44 +32,141 @@
 #########################
 # input file paths
 #########################
-nalcms_dir = os.path.join(BASE_DIR, 'input_data/NALCMS/')
+# nalcms_dir = os.path.join(BASE_DIR, 'input_data/NALCMS/')
 BasinATLAS_dir = os.path.join(BASE_DIR, 'input_data/BasinATLAS')
 
-nalcms_fpath = os.path.join(nalcms_dir, 'NA_NALCMS_2010_v2_land_cover_30m.tif')
-reproj_nalcms_path = os.path.join(BASE_DIR, 'input_data/NALCMS/NA_NALCMS_landcover_2010_3005_clipped.tif')
+DEM_source = 'USGS_3DEP'
+mosaic_path = os.path.join(BASE_DIR, f'processed_data/{DEM_source}_DEM_mosaic_4269.vrt')
+dem_crs, (w_res, h_res) = bpf.get_crs_and_resolution(mosaic_path)
 
 # masks used to clip the geospatial layers
-mask_path = os.path.join(BASE_DIR, 'input_data/region_bounds/BC_study_region_polygon_4326.geojson')
+mask_path = os.path.join(BASE_DIR, 'input_data/region_bounds/BCUB_convex_hull.geojson')
 reproj_bounds_path_4326 = os.path.join(BASE_DIR, 'input_data/region_bounds/convex_hull_4326.shp')
 reproj_bounds_path_4269 = os.path.join(BASE_DIR, 'input_data/region_bounds/convex_hull_4269.shp')
+region_mask_path = os.path.join(BASE_DIR, 'input_data/BCUB_regions_merged_R0.geojson')
 
+region_cvx = gpd.read_file(mask_path)
 if not os.path.exists(reproj_bounds_path_4269):
-    mask = gpd.read_file(mask_path)
-    mask = mask.to_crs('EPSG:4269')
-    mask.geometry = mask.convex_hull  
+    print('     Creating convex hull for the region bounds clipping mask in EPSG:4269 and 4326.')
+    mask = region_cvx.copy().to_crs('EPSG:4269')
     mask.to_file(reproj_bounds_path_4269)
-if not os.path.exists(reproj_bounds_path_4326):
-    mask = gpd.read_file(mask_path)
-    mask = mask.to_crs('EPSG:4326') 
-    mask.geometry = mask.convex_hull
+    mask = region_cvx.copy().to_crs('EPSG:4326')
     mask.to_file(reproj_bounds_path_4326)
 
-       
 # use the mask geometry to clip the GLHYMPS vector file
-glhymps_dir = os.path.join(BASE_DIR, 'input_data/GLHYMPS/')
-glhymps_fpath = os.path.join(glhymps_dir, 'GLHYMPS.shp')
 hydroLakes_fpath = os.path.join(BASE_DIR, 'input_data/BasinATLAS/HydroLAKES_polys_v10.gdb/HydroLAKES_polys_v10.gdb')
 hydroLakes_clipped_fpath = os.path.join(BASE_DIR, 'input_data/BasinATLAS/HydroLAKES_clipped.gpkg')
+
+glhymps_dir = os.path.join(BASE_DIR, 'input_data/GLHYMPS/')
+glhymps_fpath = os.path.join(glhymps_dir, 'GLHYMPS.zip')
 glhymps_clipped_fpath = os.path.join(glhymps_dir, 'GLHYMPS_clipped.gpkg')
 reproj_glhymps_fpath = os.path.join(glhymps_dir, 'GLHYMPS_clipped_3005.geojson')
 reproj_mask_glhymps_crs = os.path.join(BASE_DIR, 'input_data/region_bounds/convex_hull_glhymps_crs.shp')
 reproj_mask_nalcms_crs = os.path.join(BASE_DIR, 'input_data/region_bounds/convex_hull_nalcms_crs.shp')
+ak_waterbodies = os.path.join(BASE_DIR, 'input_data/AK_waterbodies/AK_waterbodies_combined.geojson')
+
+def get_SE_alaska_waterbodies(service_url):
+    """
+    Query waterbodies in Alaska from the USGS National Map service.
+
+    There is a list of files that were generated from the map downloader tool.
+
+    A polygon was drawn over the intersection of the study region with alaska,
+    and the map downloader generates a list of covering tiles.
+
+    Returns:
+    dict: JSON response containing waterbodies data.
+    """
+    files_list = 'se_ak_file_list.csv'
+    if not os.path.exists(os.path.join(BASE_DIR, 'input_data/AK_waterbodies')):
+        os.makedirs(os.path.join(BASE_DIR, 'input_data/AK_waterbodies'))
+    
+    files_fpath = os.path.join(BASE_DIR, 'input_data/file_lists', files_list)
+    files_df = pd.read_csv(files_fpath)
+    
+    files_df.columns = list(range(len(files_df.columns)))
+    files_df = files_df.drop_duplicates(subset=[14])
+    # column 14 contains urls
+    urls = files_df[14].values
+    fnames = [e.split('/')[-1] for e in urls]
+    save_paths = [f'{BASE_DIR}/input_data/AK_waterbodies/{e}' for e in fnames]
+    
+    dl_files = [e for e in save_paths if not os.path.exists(e)]
+    if len(dl_files) > 0:
+        print(f'Downloading {len(dl_files)} NHN files.')
+        with mp.Pool(8) as pool:
+            _ = pool.map(bpf.download_file, list(zip(urls, dl_files)))
+    
+    file_results = os.listdir(f'{BASE_DIR}/input_data/AK_waterbodies')
+    return file_results
+
+def get_NHN_layer(filepath, layer_name='NHDWaterbody'):
+    # for info on the NHN feature classes
+    # https://www.usgs.gov/ngp-standards-and-specifications/national-hydrography-dataset-nhd-data-dictionary-feature-classes
+    ds = ogr.Open(filepath)
+    if ds is None:
+        return None
+    layer = ds.GetLayerByName(layer_name)
+    if layer:
+        geometries = []
+        attributes = []
+        # Iterate over features in the layer
+        for feature in layer:
+            # Convert geometry to Shapely geometry
+            geom_json = json.loads(feature.GetGeometryRef().ExportToJson())  # Correct method to get JSON
+            geom = shape(geom_json)
+            geometries.append(geom)
+
+            # Collect attributes
+            attrs = {}
+            for field in feature.keys():
+                attrs[field] = feature.GetField(field)
+            attributes.append(attrs)
+
+        # Create a GeoDataFrame
+        gdf = gpd.GeoDataFrame(attributes, geometry=geometries, crs=layer.GetSpatialRef().ExportToWkt())
+        return gdf        
+
+# the NHN doesn't cover alaska, so we retrieve water features from the USGS
+# if not os.path.exists(ak_waterbodies):
+#     # Example usage
+#     service_url = 'https://maps.matsugov.us/map/rest/services/OpenData/Environment_WaterbodiesLn_MSB/FeatureServer/0/query?where=1%3D1&outFields=*&outSR=4326&f=json'
+#     file_results = get_SE_alaska_waterbodies(service_url)
+    
+#     if file_results:
+#         print("Queries successful:")
+#         # unzip all the files to the existing location
+#         # for f in file_results:
+#         #     # unzip the file
+#         #     fpath = os.path.join(BASE_DIR, 'input_data/AK_waterbodies', f)
+#         #     with zipfile.ZipFile(fpath, 'r') as zip_ref:
+#         #         zip_ref.extractall(os.path.join(BASE_DIR, 'input_data/AK_waterbodies'))
+#     else:
+#         print("Failed to fetch data.")
+
+#     ak_fpaths = [os.path.join(f'{BASE_DIR}/input_data/AK_waterbodies', e) for e in file_results if e.endswith('.gdb')]
+
+#     layers = []
+#     n_layer = 1
+#     for f in ak_fpaths:
+#         print(f'Processing layer {n_layer}/{len(ak_fpaths)}')
+#         layer = get_NHN_layer(f)
+#         layers.append(layer)
+#         ak_crs = layer.crs
+#         n_layer += 1
+
+#     ak_gdf = gpd.GeoDataFrame(pd.concat(layers), crs=ak_crs)
+#     # filter out the 'Ice Mass' feature type
+#     ak_gdf = ak_gdf[ak_gdf['ftype'] != 378]
+#     ak_gdf.to_file(ak_waterbodies)
+# else:
+#     ak_gdf = gpd.read_file(ak_waterbodies)
 
 # clip and reproject the GLHYMPS vector data. 
 if not os.path.exists(reproj_glhymps_fpath):
     # if not os.path.exists(glhymps_fpath):
     #     raise Exception('Download and unzip the GLHYMPS data, see the README for details.')
-    layer_name = 'Final_GLHYMPS_Polygon'
+    layer_name = 'GLHYMPS'
     
     glhymps_original_wkt = """
     PROJCRS["World_Cylindrical_Equal_Area",
@@ -100,79 +206,198 @@
     """
     
     # get the mask geometry and reproject it using the original GLHYMPS projection
-    if not os.path.exists(reproj_mask_glhymps_crs):
-        mask = gpd.read_file(reproj_bounds_path_4326).to_crs(glhymps_original_wkt)
-        mask.to_file(reproj_mask_glhymps_crs)
-    
-    mask = gpd.read_file(reproj_mask_glhymps_crs)
-    bounds_string = ' '.join([str(int(e)) for e in mask.bounds.values[0]])
+    region_mask = gpd.read_file(region_mask_path)
+    region_mask = region_mask.to_crs(glhymps_original_wkt)
+    bbox = tuple(region_mask.total_bounds)
+
     print('Clipping GLHYMPS vector file to region bounds.')
-    # clip the GLHYMPS vector file to the region bounds using ogr2ogr
-    clip_command = f"ogr2ogr -nlt PROMOTE_TO_MULTI -f GPKG -clipsrc {bounds_string} {glhymps_clipped_fpath} {glhymps_fpath}"
-    if not os.path.exists(glhymps_clipped_fpath):
-        print(clip_command)
-        print('')
-        os.system(clip_command)
-    else:
-        print('   ...clipped GLHYMPS file already exists.')
-    
-    # reproject the clipped GLHYMPS vector file to EPSG 3005
-    print('Reprojecting clipped GLHYMPS vector file.')
-    warp_command = f"ogr2ogr -t_srs EPSG:3005 -f GeoJSON {reproj_glhymps_fpath} {glhymps_clipped_fpath}"
-    if not os.path.exists(reproj_glhymps_fpath):
-        os.system(warp_command)
+    glhymps_clipped = gpd.read_file(glhymps_fpath,  bbox=bbox)
+    glhymps_reproj = glhymps_clipped.to_crs('EPSG:3005')
+    glhymps_reproj.to_file(reproj_glhymps_fpath, driver='GeoJSON')
+    print(f'GLHYMPS vector file clipped and reprojected to {reproj_glhymps_fpath}.')
     
-    # clean up temporary files
-    if os.path.exists(reproj_glhymps_fpath):
-        for f in [glhymps_clipped_fpath, glhymps_fpath, glhymps_clipped_fpath]:
-            if os.path.exists(f):
-                # if the file is a directory, remove it recursively
-                if os.path.isdir(f):
-                    shutil.rmtree(f)
-                else:
-                    os.remove(f)
-        
-                
 # clip and reproject the NALCMS raster data
-if not os.path.exists(reproj_nalcms_path):
-    
-    if not os.path.exists(nalcms_fpath):
-        raise Exception('Download and unzip the NALCMS data, see the README for details.')
-    
-    nalcms_data = rxr.open_rasterio(nalcms_fpath)
-    nalcms_wkt = nalcms_data.rio.crs.wkt
-    
-    # get the mask geometry and reproject it using the original NALCMS projection
-    if not os.path.exists(reproj_mask_nalcms_crs):
-        mask = gpd.read_file(mask_path).to_crs(nalcms_wkt)
-        mask = mask.convex_hull
-        mask.to_file(reproj_mask_nalcms_crs)
-    
-    # first clip the raster, 
-    print('Clipping NALCMS raster to region bounds.')
-    clipped_nalcms_path = os.path.join(BASE_DIR, 'input_data/NALCMS/NA_NALCMS_landcover_2010_clipped.tif')
-    clip_command = f"gdalwarp -s_srs '{nalcms_wkt}' -cutline {reproj_mask_nalcms_crs} -crop_to_cutline -multi -of gtiff {nalcms_fpath} {clipped_nalcms_path} -wo NUM_THREADS=ALL_CPUS"
-    if not os.path.exists(clipped_nalcms_path):
-        os.system(clip_command)
-    
-    print('\nReprojecting clipped NALCMS raster.')
-    # insert  "-co COMPRESS=LZW" in the command below to use compression (slower but much smaller file size)
-    warp_command = f"gdalwarp -q -s_srs '{nalcms_wkt}' -t_srs EPSG:3005 -of gtiff {clipped_nalcms_path} {reproj_nalcms_path} -r bilinear -wo NUM_THREADS=ALL_CPUS"
-    if not os.path.exists(reproj_nalcms_path):
-        os.system(warp_command) 
-    
-    # remove the intermediate step
-    if os.path.exists(clipped_nalcms_path):
-        os.remove(clipped_nalcms_path)
+nalcms_dir = '/home/danbot2/code_5820/large_sample_hydrology/common_data/NALCMS_NA'
+for y in [2010, 2015, 2020]:
+    if y == 2010:
+        fname = 'NA_NALCMS_2010_v2_land_cover_30m.tif'
+    elif y == 2015:
+        fname = 'NA_NALCMS_landcover_2015v2_30m.tif'
+    elif y == 2020:
+        fname = 'NA_NALCMS_landcover_2020_30m.tif'
+    nalcms_fpath = os.path.join(nalcms_dir, f'land_cover_{y}_30m', fname)
 
+    reproj_nalcms_path = os.path.join(BASE_DIR, f'input_data/NALCMS/NA_NALCMS_landcover_{y}_3005_clipped.tif')
+    if not os.path.exists(reproj_nalcms_path):
+        if not os.path.exists(nalcms_fpath):
+            raise Exception('Download and unzip the NALCMS data, see the README for details.')
+        
+        nalcms_data = rxr.open_rasterio(nalcms_fpath)
+        nalcms_wkt = nalcms_data.rio.crs.wkt
+        
+        # get the mask geometry and reproject it using the original NALCMS projection
+        if not os.path.exists(reproj_mask_nalcms_crs):
+            mask = gpd.read_file(mask_path).to_crs(nalcms_wkt)
+            mask = mask.convex_hull
+            mask.to_file(reproj_mask_nalcms_crs)
+        
+        # first clip the raster, 
+        print('Clipping NALCMS raster to (convex hull) of region bounds.')
+        clipped_nalcms_path = os.path.join(BASE_DIR, f'input_data/NALCMS/NA_NALCMS_landcover_{y}_clipped.tif')
+        clip_command = f"gdalwarp -s_srs '{nalcms_wkt}' -cutline {reproj_mask_nalcms_crs} -crop_to_cutline -multi -of gtiff {nalcms_fpath} {clipped_nalcms_path} -wo NUM_THREADS=ALL_CPUS"
+        if not os.path.exists(clipped_nalcms_path):
+            os.system(clip_command)
+        
+        print('\nReprojecting clipped NALCMS raster.')
+        # insert  "-co COMPRESS=LZW" in the command below to use compression (slower but much smaller file size)
+        warp_command = f"gdalwarp -q -s_srs '{nalcms_wkt}' -t_srs EPSG:3005 -of gtiff {clipped_nalcms_path} {reproj_nalcms_path} -r bilinear -wo NUM_THREADS=ALL_CPUS"
+        if not os.path.exists(reproj_nalcms_path):
+            os.system(warp_command) 
+        
+        # remove the intermediate step
+        if os.path.exists(clipped_nalcms_path):
+            os.remove(clipped_nalcms_path)
 
 # clip and reproject the HydroLAKES layer
 if not os.path.exists(hydroLakes_clipped_fpath):
-    mask = gpd.read_file(mask_path)
+    mask = gpd.read_file(reproj_bounds_path_4326)
     bounds_string = ' '.join([str(int(e)) for e in mask.bounds.values[0]])
     print('Clipping GLHYMPS vector file to region bounds.')
     command = f'ogr2ogr -nlt PROMOTE_TO_MULTI -f GPKG -clipsrc {bounds_string} {hydroLakes_clipped_fpath} {hydroLakes_fpath}'
+    print(command)
     os.system(command)
+
+
+def polygonize_raster(output_fpath, crs, layer_name, nalcms_path, target_value=0, overlap_size=1, tile_size=500, bbox=(-2351328.0, 2447625.0, -676154.0, 305779.0)):
+    print(f'    Processing the NALCMS data to extract vector polygons representing {layer_name} from the NALCMS raster.')
+        
+    # crop DEM to the Hydrobasins polygons after we add a buffer
+    # in order to prevent restricting the basin delineation to the bounds,
+    # since in many places the higher resolution 3DEP DEM will     
+    # Open the raster
+    src_ds = gdal.Open(nalcms_path)
+    src_ds = gdal.Translate(f'temp_{layer_name}_file.tif', src_ds, projWin=bbox)
+    srcband = src_ds.GetRasterBand(1)
+    src_crs = src_ds.GetProjection()
+
+    # Prepare spatial reference from the source projection
+    srs = osr.SpatialReference()
+    srs.ImportFromWkt(src_crs)
+
+    x_size = src_ds.RasterXSize
+    y_size = src_ds.RasterYSize
+    n_x_tiles = int(np.ceil(x_size / tile_size))
+    n_y_tiles = int(np.ceil(y_size / tile_size))
+
+    x_res = src_ds.GetGeoTransform()[1]
+    y_res = src_ds.GetGeoTransform()[5]
+    diag_res = np.sqrt(x_res**2 + y_res**2)
+    
+    # Create an output datasource
+    drv = ogr.GetDriverByName('ESRI Shapefile')
+    if os.path.exists(output_fpath):
+        drv.DeleteDataSource(output_fpath)
+    dst_ds = drv.CreateDataSource(output_fpath)
+    dst_layer = dst_ds.CreateLayer(layer_name, srs=srs, geom_type=ogr.wkbPolygon)
+
+    # Add a single ID field
+    fd = ogr.FieldDefn('DN', ogr.OFTInteger)
+    dst_layer.CreateField(fd)
+    dst_field = dst_layer.GetLayerDefn().GetFieldIndex("DN")
+
+    n_tile = 0    
+    # having to do buffer steps in the subsequent step.
+    # Process in tiles to manage memory
+    for i in range(0, n_x_tiles * tile_size, tile_size):
+        n_tile += 1
+        if n_tile % 25 == 0:
+            print(f'   ...processing tile {n_tile} of {n_x_tiles}.')
+        for j in range(0, n_y_tiles * tile_size, tile_size):
+            x_off = i
+            y_off = j
+            x_size_tile = min(tile_size + overlap_size, x_size - x_off)
+            y_size_tile = min(tile_size + overlap_size, y_size - y_off)
+            
+            # Read raster data as an array
+            data = srcband.ReadAsArray(x_off, y_off, x_size_tile, y_size_tile)
+            mask = np.where(data == target_value, 1, 0)
+
+             # Create a memory dataset for the mask
+            mem_drv = gdal.GetDriverByName('MEM')
+            mask_ds = mem_drv.Create('', x_size_tile, y_size_tile, 1, gdal.GDT_Byte)
+            mask_ds.SetGeoTransform((src_ds.GetGeoTransform()[0] + x_off * src_ds.GetGeoTransform()[1],
+                                      src_ds.GetGeoTransform()[1],
+                                      src_ds.GetGeoTransform()[2],
+                                      src_ds.GetGeoTransform()[3] + y_off * src_ds.GetGeoTransform()[5],
+                                      src_ds.GetGeoTransform()[4],
+                                      src_ds.GetGeoTransform()[5]))
+            mask_ds.SetProjection(src_ds.GetProjection())
+            mask_band = mask_ds.GetRasterBand(1)
+            mask_band.WriteArray(mask)
+
+            # Polygonize the mask
+            gdal.Polygonize(mask_band, None, dst_layer, dst_field, [], callback=None)
+
+    srcband = None
+    src_ds = None
+    dst_ds = None
+
+    # DN == 1 is the target geometry value, filter and re-save
+    print('   ...filtering and re-saving the geometries.')
+    gdf = gpd.read_file(output_fpath)
+    gdf = gdf[gdf['DN'] == 1]
+    # gdf = gdf.dissolve(by='DN')
+    gdf['area'] = gdf.geometry.area / 1e6
+    gdf.geometry = gdf.simplify(diag_res/2)
+    gdf.geometry = bpf.fill_holes(gdf.geometry)
+    
+    gdf = gdf[gdf['area'] > 0.1]
+    gdf.sort_values('area', ascending=False, inplace=True)
+    print(f'   ...{len(gdf)} {layer_name} polygons found.')
+    
+    gdf = gdf.to_crs(f'EPSG:{crs}')
+    print(list(set(gdf['DN'].values)))
+    gdf.to_file(output_fpath, driver='ESRI Shapefile')
+    print(f'   ...{layer_name} polygons re-saved.')
+    # remove the temp raster
+    os.remove(f'temp_{layer_name}_file.tif')
+    return src_crs
+
+# extract the ocean mask for using to clip the
+# DEM and form the coastline of region polygons
+nalcms_path = os.path.join(BASE_DIR, 'input_data/NALCMS/NA_NALCMS_landcover_2020_3005_clipped.tif')
+nalcms_crs, (w_res, h_res) = bpf.get_crs_and_resolution(nalcms_path)
+ocean_polygon_fpath = os.path.join(NALCMS_DIR, f'NALCMS_2020_ocean_polygon_{dem_crs}.shp')
+if not os.path.exists(ocean_polygon_fpath):
+    nalcms_crs = polygonize_raster(ocean_polygon_fpath, nalcms_crs, 'ocean', nalcms_path,
+                      target_value=0, overlap_size=1, tile_size=500,
+                      bbox=(-41000.0, 1871000, 1331000, 120000))
+
+
+ocean_mask = gpd.read_file(ocean_polygon_fpath)
+ocean_sindex = ocean_mask.sindex
+
+all_regions = region_cvx.to_crs(nalcms_crs)
+sr_bbox = all_regions.total_bounds
+# note that the bbox for gdal needs to switch the 
+# order of the coordinates to be (xmin, ymax, xmax, ymin)
+study_region_bbox = (sr_bbox[0], sr_bbox[3], sr_bbox[2], sr_bbox[1])
+
+# extract perennial ice mass polygons
+ice_polygon_fpath = os.path.join(NALCMS_DIR, f'NALCMS_2020_ice_mass_polygons_{dem_crs}.shp')
+if not os.path.exists(ice_polygon_fpath):
+    nalcms_crs = polygonize_raster(ice_polygon_fpath, dem_crs, 'ice_mask', nalcms_path, 
+                      target_value=19, overlap_size=1, tile_size=500,
+                      bbox=study_region_bbox)
+
+# extract lakes polygons from the NALCMS raster to use for filtering pour points
+lakes_polygon_fpath = os.path.join(NALCMS_DIR, f'NALCMS_2020_lakes_polygons_{dem_crs}.shp')
+if not os.path.exists(lakes_polygon_fpath):
+    nalcms_crs = polygonize_raster(lakes_polygon_fpath, dem_crs, 'lakes_mask', nalcms_path,
+                      target_value=18, overlap_size=1, tile_size=500,
+                      bbox=study_region_bbox)
+
+
     
 
      
\ No newline at end of file
diff --git a/setup_scripts/clip_region_DEM.py b/setup_scripts/clip_region_DEM.py
index de2578c..b3bb56d 100644
--- a/setup_scripts/clip_region_DEM.py
+++ b/setup_scripts/clip_region_DEM.py
@@ -1,19 +1,17 @@
 import os
-
 import zipfile
-
 import time
-
 import warnings
 warnings.filterwarnings('ignore')
 
-import numpy as np
 import geopandas as gpd
 import rioxarray as rxr
 
-from shapely.geometry import Polygon
+# from shapely.geometry import Polygon
 from shapely.validation import make_valid
 
+from basin_processing_functions import get_crs_and_resolution, fill_holes
+
 # specify the DEM source
 DEM_source = 'USGS_3DEP'
 output_dem_crs = 3005
@@ -22,27 +20,18 @@
 DATA_DIR = os.path.join(BASE_DIR, 'input_data/')
 DEM_DIR = os.path.join(DATA_DIR, 'DEM/')
 PROCESSED_DEM_DIR = os.path.join(BASE_DIR, 'processed_data/processed_dem/')
-mask_dir = os.path.join(DATA_DIR, 'region_polygons/')
-if not os.path.exists(PROCESSED_DEM_DIR):
-    os.mkdir(PROCESSED_DEM_DIR)
 
+# region_polygon_folder = os.path.join(DATA_DIR, 'adjusted_region_polygons/')
+region_polygon_folder = os.path.join(DATA_DIR, 'adjusted_region_polygons/')
 if not os.path.exists(PROCESSED_DEM_DIR):
     os.mkdir(PROCESSED_DEM_DIR)
 
 # dem tile mosaic "virtual raster"
 mosaic_path = os.path.join(BASE_DIR, f'processed_data/{DEM_source}_DEM_mosaic_4269.vrt')
 
-def get_crs_and_resolution(fname):
-    raster = rxr.open_rasterio(fname)
-    crs = raster.rio.crs.to_epsg()
-    res = raster.rio.resolution()   
-    return crs, res
-
-
 dem_crs, (w_res, h_res) = get_crs_and_resolution(mosaic_path)
 
-
-def check_mask_validity(mask_path, dem_crs):
+def check_mask_validity(mask_path, dem_crs, region_code):
     """Checks the validity of a mask and corrects it if necessary.
 
     Args:
@@ -53,64 +42,72 @@ def check_mask_validity(mask_path, dem_crs):
     """
 
     mask = gpd.read_file(mask_path)
-    gtype = mask.geometry.values[0].geom_type
-    if gtype == 'GeometryCollection':
-        raise Exception; 'geometry should not be GeometryCollection'
 
-    if mask.geometry.is_valid.values[0]:
+    mask = mask.to_crs(dem_crs)
+    temp_mask_fname = mask_path.replace('.geojson', '_temp_mask.shp')   
+    # check if any geometry types are GeometryCollection
+    if any(mask.geometry.geom_type == 'GeometryCollection'): 
+        raise Exception; 'geometry should not be GeometryCollection'
+    
+    if mask.geometry.is_valid.values.all():
         print(f'   ...mask is valid.')
-        # mask.to_file(mask_path, driver='GeoJSON')
+        mask.to_file(temp_mask_fname, driver='ESRI Shapefile', layer=region_code)
     else:
         file = mask_path.split('/')[-1]
-        print(f'   ...{file} mask is invalid:')
+        print(f'   ...{file} mask is invalid.  Attempting to repair.')
+        mask = mask.to_crs(3005)
+        # mask = mask.explode(index_parts=False).reset_index(drop=True)
         mask['geometry'] = mask.geometry.apply(lambda m: make_valid(m))
-        mask = mask.dissolve()
+        mask = mask.explode(index_parts=False).reset_index(drop=True)
+        mask['area'] = mask.geometry.area  / 1e6
+        mask = mask[mask['area'] > 1]
+        mask = mask.to_crs(dem_crs)
+        
         # drop invalid geometries
         mask = mask[mask.geometry.is_valid]
-        mask['area'] = mask.geometry.area
+        
         # reproject to correspond with DEM tile mosaic
-        mask = mask.to_crs(dem_crs)
-          
+        mask = mask[mask.geometry.geom_type == 'Polygon']
+        
         if all(mask.geometry.is_valid):
+            mask = mask.dissolve()
             mask.to_file(mask_path, driver='GeoJSON')
+            mask.to_file(temp_mask_fname, driver='ESRI Shapefile', layer=region_code)            
             print(f'   ...invalid mask corrected.')
         else:
             print(f'   ...invalid mask could not be corrected')
+    return temp_mask_fname
 
 
-if not os.path.exists(DATA_DIR + 'region_polygons'):
-    with zipfile.ZipFile(mask_dir + 'region_polygons.zip', 'r') as zip_ref:
-        zip_ref.extractall(mask_dir + 'region_polygons')
-
-all_masks = [e for e in os.listdir(mask_dir) if e.endswith('.geojson')]
-
-# get the region code shorthand
-region_codes = sorted([e.split('_')[0] for e in all_masks])
-
+region_codes = [
+    '08A', '08B', '08C', '08D',
+    '08E', '08F', '08G', '10E',
+    'HGW', 'VCI', 'WWA', 'HAY',
+    'CLR', 'PCR', 'FRA',
+    'ERK',  'YKR', 'LRD',
+    ]
+region_codes = ['CLR']
 # or set a custom list of masks to process
-# region_codes = ['HGW']
-
 i = 0
-for code in region_codes:
+for region_code in region_codes:
     t0 = time.time()
-    file = [e for e in all_masks if code in e][0]
-    
-    fpath = os.path.join(mask_dir, file)
 
-    if '_' not in file:
-        splitter = '.'
-    else:
-        splitter = '_'
-    grp_code = file.split(splitter)[0]
-    print(f'Starting polygon merge on {grp_code}.')
-    
-    named_layer = file.split('.')[0]
+    cutline_fname = f'{region_code}_4269_dem_clip_final_RA.geojson'    
+    named_layer = region_code
 
-    mask_check = check_mask_validity(fpath, dem_crs)
+    cutline_fpath = os.path.join(region_polygon_folder, 'adjusted_clipping_masks', cutline_fname)
+    # open the file to get the named_layer
+    mask_df = gpd.read_file(cutline_fpath)
+    # named_layer = region_code
+    named_layer = f'{region_code}_4269_dem_clip_final_RA'
+    print(f'Starting DEM clipping on {region_code}.')
+    
+    temp_mask_fpath = check_mask_validity(cutline_fpath, dem_crs, region_code)
+    # named_layer = temp_mask_fpath.split('/')[-1].split('.')[0]
 
     # set the output initial path and reprojected path
-    out_path = os.path.join(PROCESSED_DEM_DIR, f'{grp_code}_{DEM_source}_{dem_crs}.tif')
-    out_path_reprojected = os.path.join(PROCESSED_DEM_DIR, f'{grp_code}_{DEM_source}_3005.tif')
+    out_path = os.path.join(PROCESSED_DEM_DIR, f'{region_code}_{DEM_source}_{dem_crs}.tif')
+    out_path_reprojected = os.path.join(PROCESSED_DEM_DIR, f'{region_code}_{DEM_source}_3005.tif')
 
     # if you want to modify the resulting DEM resolution,
     # you'll need to replace 1 with some other factor here
@@ -119,11 +116,10 @@ def check_mask_validity(mask_path, dem_crs):
     trh = abs(h_res*rfactor)
 
     if not os.path.exists(out_path_reprojected):
-
         if rfactor == 1:
-            command = f'gdalwarp -s_srs epsg:{dem_crs} -cutline {fpath} -cl {named_layer} -crop_to_cutline -multi -of gtiff {mosaic_path} {out_path} -wo NUM_THREADS=ALL_CPUS'
+            command = f'gdalwarp -s_srs epsg:{dem_crs} -cutline {cutline_fpath} -cl {named_layer} -crop_to_cutline -multi -co "TILED=YES" -of gtiff -co "COMPRESS=LZW" -wo NUM_THREADS=ALL_CPUS {mosaic_path} {out_path}'
         else:
-            command = f'gdalwarp -s_srs epsg:{dem_crs} -cutline {fpath} -cl {named_layer} -ot Float32 -crop_to_cutline -tr {trw} {trh} -multi -of gtiff {mosaic_path} {out_path} -wo CUTLINE_ALL_TOUCHED=TRUE -wo NUM_THREADS=ALL_CPUS'
+            command = f'gdalwarp -s_srs epsg:{dem_crs} -cutline {temp_mask_fpath} -cl {named_layer} -ot Float32 -crop_to_cutline -tr {trw} {trh} -multi -of gtiff {mosaic_path} {out_path} -wo CUTLINE_ALL_TOUCHED=TRUE -wo NUM_THREADS=ALL_CPUS'
         print('')
         print('__________________')
         print(command)
@@ -136,7 +132,6 @@ def check_mask_validity(mask_path, dem_crs):
         fname = out_path_reprojected.split('/')[-1]
         print(f'   ...{fname} exists, skipping dem cutline operation..')
 
-    
     if not os.path.exists(out_path_reprojected):
         # reproject to epsg 3005
         lr = rxr.open_rasterio(out_path, masked=True, default='dem')
@@ -145,20 +140,21 @@ def check_mask_validity(mask_path, dem_crs):
         # test to make sure the reprojected file is valid
         if os.path.exists(out_path_reprojected):
             valid_raster = rxr.open_rasterio(out_path_reprojected)
-            
             lr_shape = valid_raster.rio.shape
             n_pix = lr_shape[0] * lr_shape[0]
             print(f'   ...img has {n_pix:.2e} pixels')
-            # remove the un-projected file        
+            # remove the un-projected file
             os.remove(out_path)
     else:
         fname = out_path_reprojected.split('/')[-1]
         print(f'   ...{fname} exists, skipping dem reprojection..')
     
     t1 = time.time()
-    print(f'      {i+1}/{len(all_masks)} Completed tile merge: {out_path_reprojected} created in {t1-t0:.1f}s.')
+    print(f'      {i+1}/{len(region_codes)} Completed tile merge: {out_path_reprojected} created in {t1-t0:.1f}s.')
     print('')
     i += 1
+    if os.path.exists(temp_mask_fpath):
+        os.remove(temp_mask_fpath)
     
 
 # update the vrt with the resulting dem tif files 
diff --git a/setup_scripts/derive_basins.py b/setup_scripts/derive_basins.py
index 6b75dc1..5750cc8 100755
--- a/setup_scripts/derive_basins.py
+++ b/setup_scripts/derive_basins.py
@@ -47,6 +47,10 @@
     'port': '5432',
 }
 
+## find (update) the region boundary irregularities
+## adjust the basin delineation processing to check for intersection and/or shared bounds
+## and incoporate the uncertainty parameters associated with the uncertain geometries
+
 def retrieve_raster(region):
     filename = f'{region}_USGS_3DEP_3005.tif'
     fpath = os.path.join(DEM_folder, filename)
@@ -130,6 +134,7 @@ def check_for_ppt_batches(batch_folder):
     existing_batches = os.listdir(batch_folder)
     return len(existing_batches) > 0
 
+
 def create_batches(df, filesize, temp_ppt_filepath):    
 
     # divide the dataframe into chunks for batch processing
@@ -146,7 +151,6 @@ def create_batches(df, filesize, temp_ppt_filepath):
         temp_fpath = temp_ppt_filepath.replace('.shp', f'_{n:04}.shp')
         df.to_file(temp_fpath)
         batch_paths.append(temp_fpath)
-        # idx_batches.append(df.index.values)
     else:
         # randomly shuffle the indices 
         # to split into batches
@@ -167,7 +171,7 @@ def create_batches(df, filesize, temp_ppt_filepath):
 
 
 def batch_basin_delineation(fdir_path, ppt_batch_path, temp_raster_path):
-
+    print(f"   Running unnest basins function on {ppt_batch_path.split('/')[-1]}.")
     wbt.unnest_basins(
         fdir_path, 
         ppt_batch_path, 
@@ -178,15 +182,14 @@ def batch_basin_delineation(fdir_path, ppt_batch_path, temp_raster_path):
 
 
 def process_dem_by_basin(region, batch_gdf, raster_crs, region_raster_fpath, temp_folder, n_procs):
-    
+
     ct0 = time.time()
     polygon_inputs = [(region, 'dem', i, row, raster_crs, region_raster_fpath, temp_folder) for i, row in batch_gdf.iterrows()]
-    with mp.Pool() as pl:
+    with mp.Pool(n_procs) as pl:
         temp_raster_paths = pl.map(bpf.dump_poly, polygon_inputs)
     
-    ct1 = time.time()
-    print(f'    {(ct1-ct0)/60:.1f}min to create {len(polygon_inputs)} clipped rasters.')
-    pl.close()
+        ct1 = time.time()
+        print(f'    {(ct1-ct0)/60:.1f}min to create {len(polygon_inputs)} clipped rasters.')
     with mp.Pool(n_procs) as pl:
         terrain_data = pl.map(bpf.process_terrain_attributes, temp_raster_paths)
         ct2 = time.time()
@@ -243,6 +246,8 @@ def convert_to_parquet(merged_basins, output_fpath):
     # i) pour point, 2) basin polygon, 3) basin centroid 
     # these column names must match the names mapped to geometry 
     # columns in the populate_postgis file 
+    geojson_path = output_fpath.replace('.parquet', '.geojson')
+    # merged_basins.to_file(geojson_path, driver='GeoJSON')
     merged_basins['basin_geometry'] = merged_basins['geometry'] 
     merged_basins['centroid_geometry'] = merged_basins['geometry'].centroid
     merged_basins['geometry'] = [Point(x, y) for x, y in zip(merged_basins['ppt_lon_m_3005'], merged_basins['ppt_lat_m_3005'])]
@@ -296,28 +301,30 @@ def filter_processed_pts(region, ppt_gdf):
 
 
 region_codes = [
-    'HGW',
-    # 'VCI',
-    # 'WWA', 
-    # '08C', 
-    # '08F', 
-    # '08G', 
-    # '08A', '08B', 
-    # '08E',
-    # '08C', '10E', 
-    # 'ERK', 'HAY', 'YKR', 
-    # 'CLR', 'PCR', 'FRA',
+    'HGW', 'VCI', 'WWA',  
+    '08A', '08B', '08C', '08D',
+    '08E', '08F', '08G', '10E',
+    'ERK', 'HAY', 'YKR', 'PCR',
+    'CLR', 'FRA', 'LRD', 
     ]
 
 idx_dict = {}
 tracker_dict = {}
-    
+
 def main():
-    out_crs = 3005
     min_basin_area = 1.0 # km^2
+    revision = 'R0'
     rn = 0
     n_processed_basins = 0
-    for region in ['HGW', 'VCI']:#region_codes:
+    for region in region_codes:
+        # check for an output file to allow for partial updating
+        # by tracking (unique) ppt indices
+        output_folder = os.path.join(DATA_DIR, f'derived_basins/{region}/')        
+        output_fpath = os.path.join(output_folder, f'{region}_basins_{revision}.parquet')
+        if os.path.exists(output_fpath):
+            print(f'File already exists. Skipping {region} processing.')
+            rn += 1
+            continue
         t0 = time.time()
         rn += 1
         idx_dict[region] = {}
@@ -342,12 +349,9 @@ def main():
         region_raster, region_raster_crs, _, region_raster_fpath = retrieve_raster(region)
         raster_resolution = tuple(abs(e) for e in region_raster.rio.resolution())
         print(f'    {region} raster crs = {region_raster_crs}.')
-          
-        # check for an output file to allow for partial updating
-        # by tracking (unique) ppt indices
-        output_folder = os.path.join(DATA_DIR, f'derived_basins/{region}/')        
-        output_fpath = os.path.join(output_folder, f'{region}_basins.parquet')
-
+        
+        # remove the raster from memory since it's no longer used
+        del region_raster
         
         # check if the ppt batches have already been created
         batch_folder = os.path.join(temp_folder, 'ppt_batches/')
@@ -365,11 +369,12 @@ def main():
             # Break the pour points into unique sets
             # to avoid duplicate delineations
             ppt_file = os.path.join(ppt_folder, f'{region}_pour_pts_filtered.geojson')
+            # ppt_file = os.path.join(BASE_DIR, 'input_data', 'adjusted_region_polygons', f'{region}_shifted_ppts.geojson')
             
             ppt_gdf = gpd.read_file(ppt_file)
             # filter out any ppts that are alread in the database
             # first query all the ppt_x and ppt_y values for this region
-            ppt_gdf = filter_processed_pts(region, ppt_gdf)
+            # ppt_gdf = filter_processed_pts(region, ppt_gdf)
             if ppt_gdf.empty:
                 print(f'    All pour points for {region} have already been processed.')
                 continue
@@ -385,7 +390,7 @@ def main():
         for ppt_batch_path in batch_ppt_paths:
             t_batch_start = time.time()
             batch_no = int(ppt_batch_path.split('_')[-1].split('.')[0])
-            print(f'  Starting processing {region} batch {batch_no+1}/{n_batch_files}')
+            print(f'  Starting processing {region} batch {batch_no}/{n_batch_files}')
             temp_fname = f'{region}_temp_raster.tif'
             temp_basin_raster_path = os.path.join(temp_folder, temp_fname)            
             batch_output_fpath = output_fpath.replace('.parquet', f'_{batch_no:04d}.geojson')
@@ -393,6 +398,7 @@ def main():
                 print(f'    {batch_output_fpath} already exists. Skipping.')
                 batch_output_files.append(batch_output_fpath)
                 continue
+
             # creates the minimum set of rasters with non-overlapping polygons
             batch_rasters = sorted([e for e in os.listdir(temp_folder) if e.startswith(temp_fname.split('.')[0])])
             if len(batch_rasters) <= 2:
@@ -405,7 +411,7 @@ def main():
             batch_size_GB = len(batch_rasters) * filesize / 1E3
             
             n_procs = max(1, int(np.floor((available_memory - 22) / batch_size_GB)) )
-            if region in ['PCR', 'FRA', 'LRD']:
+            if region in ['PCR', 'FRA', 'LRD', 'CLR']:
                 # these regions have large rasters and require more memory
                 n_procs = 1
             
@@ -414,13 +420,20 @@ def main():
             # process the raster batches in parallel
             path_inputs = [(br, f'EPSG:{region_raster_crs}', raster_resolution, min_basin_area, temp_folder) for br in batch_rasters]
                         
-            # use fewer processes here because step is already parallelized?
-            p = mp.Pool(n_procs)
+            # use fewer processes here because raster to vector natively uses multiple threads
+            # and it's memory intensive to load multiple large rasters at once
             trv0 = time.time()
-            all_polygons = p.map(raster_to_vector_basins_batch, path_inputs)
+            # if n_procs == 1:
+            #     all_polygons = []
+            #     for p in path_inputs:
+            #         polygon_output = raster_to_vector_basins_batch(p)
+            #         all_polygons.append(polygon_output)
+            # else:
+            with mp.Pool(n_procs) as pool:                
+                all_polygons = pool.map(raster_to_vector_basins_batch, path_inputs)
+            
             # concatenate polygons
-            batch_gdf = gpd.GeoDataFrame(pd.concat(all_polygons), crs=region_raster_crs)
-            p.close()
+            batch_gdf = gpd.GeoDataFrame(pd.concat(all_polygons), crs=region_raster_crs)      
             
             trv1 = time.time()
             print(f'    {trv1-trv0:.2f}s to convert {len(batch_rasters)} rasters to vector basins.')            
@@ -430,13 +443,13 @@ def main():
             batch_gdf.reset_index(inplace=True, drop=True)
             
             # compute drainage area for each polygon
-            batch_gdf['drainage_area_km2'] = batch_gdf['geometry'].area / 1E6
+            batch_gdf['drainage_area_km2'] = batch_gdf['geometry'].area / 1e6
             
             # if ordering is correct, we don't have to do this step
             # we can instead just iterate over polygons, derive attributes,
             # assign values to ppt dataframe.
             # add the pour point location info to each polygon
-            batch_gdf = bpf.match_ppt_to_polygons_by_order(ppt_batch_path, batch_gdf, raster_resolution)
+            batch_gdf = bpf.match_ppt_to_polygons_by_order(ppt_batch_path, batch_gdf)
 
             # extract terrain attributes
             assert batch_gdf.crs.to_epsg() == region_raster_crs; 'Batch gdf crs does not match region raster crs.'
diff --git a/setup_scripts/extend_database.py b/setup_scripts/extend_database.py
index 3e926e2..05404df 100644
--- a/setup_scripts/extend_database.py
+++ b/setup_scripts/extend_database.py
@@ -3,7 +3,7 @@
 import psycopg2.extras as extras
 import os
 import warnings
-import re
+
 from time import time
 import pandas as pd
 import random
@@ -15,12 +15,15 @@
 os.environ['USE_PYGEOS'] = '0'
 import geopandas as gpd
 
+# suppresss sqlalchemy warning when querying using geopandas
+import warnings
+warnings.simplefilter(action='ignore', category=UserWarning)
+
 # control the order of operations
-# both of these steps require multiple days to process
+# Each of these steps requires multiple days to process
 process_nalcms = False
 process_glhymps = False
-process_daymet = True
-
+process_daymet =True
 conn_params = {
     'dbname': 'basins',
     'user': 'postgres',
@@ -40,9 +43,7 @@
 
 nalcms_dir = os.path.join(BASE_DIR, 'input_data/NALCMS/')
 glhymps_dir = os.path.join(BASE_DIR, 'input_data/GLHYMPS/')
-
 daymet_dir = os.path.join(PROCESSED_DATA_DIR, 'DAYMET/')
-
 glhymps_fpath = os.path.join(glhymps_dir, 'GLHYMPS_clipped_3005.geojson')
 nalcms_fpath = os.path.join(glhymps_dir, 'NA_NALCMS_landcover_2010_3005_clipped.tif')
 
@@ -63,7 +64,7 @@
 
 # the integer groups are the land cover classes in the NALCMS data
 # as classified in HYSETS (Arsenault, 2020)
-land_use_groups = {
+land_cover_groups = {
     f'land_use_forest_frac': [1, 2, 3, 4, 5, 6], 
     f'land_use_shrubs_frac': [7, 8, 11],
     f'land_use_grass_frac': [9, 10, 12, 13, 16],
@@ -71,10 +72,9 @@
     f'land_use_crops_frac': [15],
     f'land_use_urban_frac': [17],
     f'land_use_water_frac': [18],
-    f'land_use_snow_ice_frac': [19]
+    f'land_use_snow_ice_frac': [19],
 }
 
-
 # names of daymet climate parameter indices
 
 # PostgreSQL data type mapping
@@ -93,6 +93,7 @@
     glhymps_gdf = gpd.read_file(glhymps_fpath)
     t1 = time()
     print(f'    GLHYMPS data loaded in {t1-t0:.1f}s')
+    glhymps_sindex = glhymps_gdf.sindex
 
 
 def basic_table_change(query):
@@ -141,21 +142,33 @@ def alter_column_names(schema_name, old_cols, new_cols):
     conn.commit()
     
 
-def reformat_nalcms_result(result):
+def reformat_nalcms_result(result, year):
     """
     Reformat the query result into a dataframe with integer values representing
     the percentage of each land use class in the basin.
     Each row represents a basin, each column represents a land use class.
     """
-    data = [{'id': entry[0], **{value[0]: value[1] for value in entry[1]}} for entry in result]
+    data = [{'id': entry[0], 
+             'drainage_area_km2': entry[1], 
+             'total_pixel_count': entry[2],
+             **{e['value']:  e['count'] for e in entry[3]}} for entry in result]
+    
     
     df = pd.DataFrame.from_dict(data)
-    df = df.fillna(0).astype(int)
+    value_cells = [c for c in df.columns if c not in ['id', 'drainage_area_km2', 'total_pixel_count']]
+    
+    df[value_cells] = df[value_cells].fillna(0).astype(int)
     df.set_index('id', inplace=True)
+    # ensure that the total clipped raster pixel count is equal to the sum of the land use class counts
+    df['lulc_cell_count'] = df[value_cells].sum(axis=1)
+    assert all(df['lulc_cell_count'] == df['total_pixel_count'])
+    # compute an approximate clipped raster area based on the resolution of the NALCMS raster
+    df['lulc_area'] = df['lulc_cell_count'] * 30.402068966776415 * 30.402068966776415 / 1E6
+    df['land_use_FLAG'] = ((df['lulc_area'] - df['drainage_area_km2']).abs() / df['drainage_area_km2'] > 0.05).astype(int)
 
     # Group the columns and sum the values
     grouped_df = pd.DataFrame()
-    for label, group in land_use_groups.items():
+    for label, group in land_cover_groups.items():
         # Check if all numbers in the group exist as columns in the DataFrame
         existing_columns = [col for col in group if col in df.columns]
         if existing_columns:
@@ -163,6 +176,14 @@ def reformat_nalcms_result(result):
         else:
             grouped_df[label] = 0
 
+    # convert to proportions
+    grouped_df = (grouped_df.div(grouped_df.sum(axis=1), axis=0) * 100).round(0).astype(int)
+
+    # assert that the indices are in exactly the same order
+    assert all(grouped_df.index == df.index)
+    #  add the land cover area check flag if desired
+    # grouped_df[f'land_use_FLAG{year}'] = df['land_use_FLAG']
+    
     return grouped_df
 
 
@@ -195,8 +216,30 @@ def check_for_basin_geometry(id_list):
     return res
 
 
-def get_unprocessed_attribute_rows(column, region=None):
+def get_zero_val_attribute_rows(column, region=None, limit=None):
+    
+    id_query = f"""
+    SELECT id, region_code FROM basins_schema.basin_attributes 
+    WHERE ({column} = 0 OR {column} != {column})"""
+    # for c in columns[1:]:
+    #     id_query += f"OR ({c} IS NULL OR {c} != {c}) "
+    
+    if region is not None:
+        id_query += f"AND (region_code = '{region}') "
+    
+    if limit is not None:
+        id_query += f"ORDER by id ASC "
+        id_query += f"LIMIT {limit};"
+    else:
+        id_query += f"ORDER by id ASC;"
+    
+    cur.execute(id_query)
+    results = cur.fetchall()
+    df = pd.DataFrame(results, columns=['id', 'region_code'])
+    return list(df['id'].values)
 
+def get_unprocessed_attribute_rows(column, region=None, limit=None):
+    
     id_query = f"""
     SELECT id, region_code FROM basins_schema.basin_attributes 
     WHERE ({column} IS NULL OR {column} != {column})"""
@@ -206,7 +249,12 @@ def get_unprocessed_attribute_rows(column, region=None):
     if region is not None:
         id_query += f"AND (region_code = '{region}') "
     
-    id_query += f"ORDER by id ASC;"
+    if limit is not None:
+        id_query += f"ORDER by id ASC "
+        id_query += f"LIMIT {limit};"
+    else:
+        id_query += f"ORDER by id ASC;"
+    
     cur.execute(id_query)
     results = cur.fetchall()
     df = pd.DataFrame(results, columns=['id', 'region_code'])
@@ -262,6 +310,7 @@ def add_vector_layer_to_db(schema_name, vector_fpath, table_name):
     exists = basic_query(table_check)
     
     print(f'Table {table_name} exists: {exists[0]}')
+
     db_user = conn_params['user']
     db_password = conn_params['password']
     db_name = conn_params['dbname']
@@ -284,7 +333,6 @@ def update_database(new_data, schema_name, table_name, column_suffix=""):
     
     # update the database with the new land use data
     # ids = tuple([int(e) for e in new_data['id'].values])
-    
     data_tuples = list(new_data.itertuples(index=False, name=None))
     
     cols = new_data.columns.tolist()
@@ -296,84 +344,88 @@ def update_database(new_data, schema_name, table_name, column_suffix=""):
         FROM (VALUES %s) AS data(id, {v_string})
     WHERE basin_tab.id = data.id;
     """
-
-    t0 = time()
+    # t0 = time()
     with psycopg2.connect(**conn_params) as conn:
         with conn.cursor() as cur:
-            extras.execute_values(cur, query, data_tuples)
-            # commit the changes
-            conn.commit()
-            t1 = time()
-            ut = len(data_tuples) / (t1-t0)
-            print(f'    {t1-t0:.1f}s to update {len(data_tuples)} polygons ({ut:.1f}/second)')
+            try:
+                extras.execute_values(cur, query, data_tuples)
+                # commit the changes
+                conn.commit()
+            except Exception as e:
+                print(f'Error updating database: {e}')
+                print(data_tuples)
+                print(query)
+                raise Exception(e)           
+            
+            # t1 = time()
+            # ut = len(data_tuples) / (t1-t0)
+            # print(f'    {t1-t0:.1f}s to update {len(data_tuples)} polygons ({ut:.1f}/second)')
 
 
 def clip_nalcms_raster_values_by_polygon(raster_table, basin_geom_table, id_list):
-    raster_values = ','.join([str(e) for e in list(range(1, 20))])
+    # raster_values = ','.join([str(e) for e in list(range(1, 20))])
     ids = ','.join([str(int(e)) for e in id_list])
-    t0 = time()
-    
+    # t0 = time()
+
     if len(id_list) == 0:
         print('No ids found in the list.')
         return gpd.GeoDataFrame()
     
     q = f"""
     WITH selected_basins AS (
-        SELECT id, basin 
+        SELECT id, basin, drainage_area_km2
         FROM {basin_geom_table}
         WHERE id IN ({ids})
     ), clipped_rasters AS (
         SELECT 
-            b.id,
+            b.id, 
+            b.drainage_area_km2,
             ST_Clip(r.rast, 1, b.basin, TRUE) AS rast_clipped
         FROM 
             {raster_table} r
-        JOIN selected_basins b ON ST_Intersects(r.rast, b.basin)
-    ), raster_values AS (
-        SELECT 
-           clipped_rasters.id, vals.val
-        FROM 
-            clipped_rasters,
-            LATERAL ST_PixelAsPoints(clipped_rasters.rast_clipped) AS vals
+        JOIN selected_basins b 
+        ON ST_Intersects(ST_ConvexHull(r.rast), b.basin)
     ), value_counts AS (
         SELECT
             id,
-            raster_values.val as pixel_value,
-            COUNT(*) as count
+            drainage_area_km2,
+            vc.value,
+            vc.count
         FROM
-            raster_values
-        GROUP BY
-            id, raster_values.val
-    ), aggregated_data AS (
+            clipped_rasters cr,
+            LATERAL ST_ValueCount(cr.rast_clipped) AS vc(value, count)
+    ), aggregated_counts AS (
         SELECT
             id,
-            value_list.value,
-            COALESCE(value_counts.count, 0) as count,
-            SUM(value_counts.count) OVER (PARTITION BY id) AS total_count
-        FROM (
-            SELECT DISTINCT value 
-            FROM unnest(ARRAY[{raster_values}]) AS value 
-    ) AS value_list
-        LEFT JOIN value_counts ON value_list.value = value_counts.pixel_value
+            drainage_area_km2,
+            value,
+            sum(count) as total_count
+        FROM
+            value_counts
+        GROUP BY
+            id, drainage_area_km2, value
     )
     SELECT
         id,
-        jsonb_agg(jsonb_build_array(value, ROUND(count::float / total_count * 100)::int))
-    FROM 
-        aggregated_data
+        drainage_area_km2,
+        SUM(total_count) AS total_pixel_count,
+        jsonb_agg(jsonb_build_object('value', value, 'count', total_count)) AS value_counts
+    FROM
+        aggregated_counts
     GROUP BY
-        id;
+        id, drainage_area_km2;
     """
+    
     # create a new connection for each process
     with psycopg2.connect(**conn_params) as conn:
         with conn.cursor() as cur:
+            # print(q)
             cur.execute(q)
             # Fetch the results
             results = cur.fetchall()
             # print(f'  {len(results)} results returned.')
     
-    df = reformat_nalcms_result(results)
-    return df
+    return results
 
 
 def check_all_null_or_nan(values):
@@ -381,22 +433,28 @@ def check_all_null_or_nan(values):
     return all(x is None or (isinstance(x, float) and np.isnan(x)) for x in values)
 
 
-def nearest_pixel_query(bid, basin_geom_table, raster_table):
+def nearest_pixel_query(bids, basin_geom_table, raster_table):
+    bid_list_str = ', '.join(map(str, bids))
+
     q = f"""
+    WITH centroids AS (
+        SELECT id, centroid
+        FROM {basin_geom_table}
+        WHERE id IN ({bid_list_str})
+    )
     SELECT
-        b.id,
-        b.area,
-        ST_Distance(b.centroid, ST_Centroid(vals.geom)) AS dist_to_nearest_pixel,
-        vals.val AS nearest_pixel_value
+        c.id,
+        ST_Value(r.rast, ST_ClosestPoint(r.rast::geometry, c.centroid)) AS nearest_pixel_value
     FROM
-        {basin_geom_table} b,
-        LATERAL (
-            SELECT (ST_PixelAsPoints(r.rast)).*
-            FROM {raster_table} r
-            ORDER BY b.centroid <-> (ST_PixelAsPoints(r.rast)).geom LIMIT 1
-        ) AS vals
-    WHERE 
-        b.id = {bid};
+        centroids c
+    JOIN LATERAL (
+        SELECT r.rast
+        FROM {raster_table} r
+        WHERE ST_Value(r.rast, ST_ClosestPoint(r.rast::geometry, c.centroid)) IS NOT NULL
+        AND ST_Value(r.rast, ST_ClosestPoint(r.rast::geometry, c.centroid)) <> 'NaN'::float
+        ORDER BY c.centroid <-> r.rast::geometry
+        LIMIT 1
+    ) AS r ON true;
     """
     # create a new connection for each process
     with psycopg2.connect(**conn_params) as conn:
@@ -404,7 +462,7 @@ def nearest_pixel_query(bid, basin_geom_table, raster_table):
             cur.execute(q)
             # Fetch the results
             results = cur.fetchall()
-            return results[0]
+            return results
 
 
 def reformat_daymet_result(results, param, basin_geom_table, raster_table):
@@ -413,33 +471,37 @@ def reformat_daymet_result(results, param, basin_geom_table, raster_table):
     # format a dataframe with the parameter name as the column name
     # and bid as the id column, where the mean of bid values is in the param column
     bids, mean_vals, areas, n_samples = [], [], [], []
-    for bid, area, values in results:        
+    missing_bids = []
+    for bid, area, values in results:
         # check if there are no values for the basin or if all values are null
         if (len(values) == 0) | check_all_null_or_nan(values):
-            print(f'    No values found for basin {bid}: {area}km^2')
             # query the neraest pixel value for basins too small or irregularly
             # shaped to intersect a raster pixel
-            bid, _, distance, nearest_px_val = nearest_pixel_query(bid, basin_geom_table, raster_table)
-            if distance > 1000:
-                print(f'    Nearest pixel is greater than raster resolution: {distance:.1f}m.')
-                continue
-            mean_vals.append(nearest_px_val)
-            areas.append(area)
-            n_samples.append(1)
-            bids.append(bid)
+            missing_bids.append(bid)         
         else:
             mean_vals.append(round(np.mean(values), 3))
-            n_samples.append(len(values))
-            areas.append(area)
+            # n_samples.append(len(values))
             bids.append(bid)
     
+    if len(missing_bids) > 0:
+        print(f'    No values returned for {len(missing_bids)} basins.  Reverting to nearest pixel value.')
+        print(f'    This is generally caused by very small basins (~1 km2) \n    not covering an entire raster pixel (1km grid).')
+        # find the nearest pixel value for basins that do not cover a raster pixel
+        results = nearest_pixel_query(missing_bids, basin_geom_table, raster_table)
+        checked_ids = [e[0] for e in results]
+        closest_vals = [e[1] for e in results]
+
+        bids += checked_ids
+        mean_vals += closest_vals
+    
     df = pd.DataFrame()
     df['id'] = bids
     df[param] = mean_vals
-    # df['samples_size'] = n_samples
+
+    # df['daymet_sample_size'] = n_samples
     # df['area'] = areas
     if ('prcp_freq' in param):
-        # for frequency, convert to percentage and store as integer
+        # for frequency, convert to percentage and store as an integer
         df[param] = (df[param] * 100.0).round(0)
     if param == 'prcp':
         df[param] = df[param].round(0).astype(int)
@@ -460,7 +522,7 @@ def clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param
     
     q = f"""
     WITH selected_basins AS (
-        SELECT id, basin, area
+        SELECT id, basin, drainage_area_km2 as area
         FROM {basin_geom_table}
         WHERE id IN ({ids})
     ), clipped_rasters AS (
@@ -468,7 +530,7 @@ def clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param
             b.id,
             b.area,
             ST_Clip(r.rast, 1, b.basin, TRUE) AS rast_clipped
-        FROM 
+        FROM
             {raster_table} r
         JOIN selected_basins b ON ST_Intersects(r.rast, b.basin)
     ), raster_values AS (
@@ -476,16 +538,15 @@ def clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param
             c.id, c.area, vals.val
         FROM 
             clipped_rasters c
-            CROSS JOIN LATERAL ST_PixelAsPoints(c.rast_clipped) AS vals
+            CROSS JOIN LATERAL ST_PixelAsPoints(c.rast_clipped, 1) AS vals
     ) SELECT 
-        sb.id, sb.area, COALESCE(ARRAY_AGG(rv.val), ARRAY[]::int[]) AS pixel_values
+        sb.id, sb.area, COALESCE(ARRAY_AGG(rv.val), ARRAY[]::double precision[]) AS pixel_values
     FROM 
         selected_basins sb
     LEFT JOIN raster_values rv ON sb.id = rv.id
     GROUP BY
         sb.id, sb.area;
     """
-    
     # create a new connection for each process
     with psycopg2.connect(**conn_params) as conn:
         with conn.cursor() as cur:
@@ -493,11 +554,10 @@ def clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param
             # Fetch the results
             results = cur.fetchall()
     
-    df = reformat_daymet_result(results, param, basin_geom_table, raster_table)
-    return df
+    return results
 
 
-def process_raster(inputs):
+def process_raster(inputs, which_set='nalcms'):
     raster_set, id_list, schema_name, table_name, column_suffix, param = inputs
     
     t1 = time()
@@ -505,73 +565,75 @@ def process_raster(inputs):
     
     raster_table = f'{schema_name}.{table_name}'
     basin_geom_table = f'{schema_name}.basin_attributes'
-    if table_name.startswith('nalcms'):
-        df = clip_nalcms_raster_values_by_polygon(raster_table, basin_geom_table, id_list)
-    elif table_name.startswith('daymet'):
-        df = clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param)
+    if which_set == 'nalcms':
+        t0 = time()
+        nalcms_results = clip_nalcms_raster_values_by_polygon(raster_table, basin_geom_table, id_list)
+        t1 = time()
+        # print(f'    NALCMS query time = {t1-t0:.2f}s for {len(id_list)} rows')   
+        df = reformat_nalcms_result(nalcms_results, column_suffix) 
+        
+    elif which_set == 'daymet':
+        daymet_results = clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param)
+        df = reformat_daymet_result(daymet_results, param, basin_geom_table, raster_table)
     else:
         print(f'    Unknown raster table name: {table_name}')
-    t2 = time()
-    times.append(t2-t1)
-    ut =  len(id_list) / sum(times)
-    # sort by id
-    df.sort_index(inplace=True)
-    df = df.reset_index(drop=False) 
+    
+    df = df.reset_index(drop=False)
     return df
 
 
-def averaging_functions(group):
-    # try:
-    #     unique_ids = list(set(group['id'].values))
-    # except Exception as ex:
-    #     for c in group.columns:
-    #         print(group[[c]].head())
-    #     raise ex
+# def averaging_functions(group):
+#     # try:
+#     #     unique_ids = list(set(group['id'].values))
+#     # except Exception as ex:
+#     #     for c in group.columns:
+#     #         print(group[[c]].head())
+#     #     raise ex
 
-    # if len(unique_ids) > 1:
-    #     raise Exception('More than one ID found in the group', unique_ids)
-    # else:
-    #     obj_id = unique_ids[0]
+#     # if len(unique_ids) > 1:
+#     #     raise Exception('More than one ID found in the group', unique_ids)
+#     # else:
+#     #     obj_id = unique_ids[0]
 
-    permeability_col = 'logk_ice_x'
-    porosity_col = 'porosity_x'
-    original_basin_area = list(set(group['area'].values))
+#     permeability_col = 'logk_ice_x'
+#     porosity_col = 'porosity_x'
+#     original_basin_area = list(set(group['area'].values))
         
-    cols = ['id', 'porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_FLAG', 'soil_area_sum',  'area', 'soil_FLAG']
-    dtypes = ['int', 'int', 'int', 'int', 'int', 'float', 'float', 'int']
-    type_dict = dict(zip(cols, dtypes))
+#     cols = ['id', 'porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_FLAG', 'soil_area_sum',  'area', 'soil_FLAG']
+#     dtypes = ['int', 'int', 'int', 'int', 'int', 'float', 'float', 'int']
+#     type_dict = dict(zip(cols, dtypes))
 
-    total_area = round(group['soil_polygon_areas'].sum(), 2)
+#     total_area = round(group['soil_polygon_areas'].sum(), 2)
 
-    group = group[group['soil_polygon_areas'] > 0]
-    if group.empty:
-        data = [[obj_id, None, None, None, 1, None, original_basin_area[0]]]
-        df = pd.DataFrame(data, columns=cols)
-        return df.astype(type_dict)
+#     group = group[group['soil_polygon_areas'] > 0]
+#     if group.empty:
+#         data = [[obj_id, None, None, None, 1, None, original_basin_area[0]]]
+#         df = pd.DataFrame(data, columns=cols)
+#         return df.astype(type_dict)
     
-    group['frac_areas'] = group['soil_polygon_areas'] / group['soil_polygon_areas'].sum()
-    avg_porosity = np.average(group[porosity_col], weights=group['frac_areas'])
-    # drop any rows with 0 permeability
-    # group = group[group[permeability_col] > 0]
-    # don't take the log because the values are already log transformed
-    geom_avg_permeability = np.average(group[permeability_col], weights=group['frac_areas'])
-    perm_stdev = np.average(group['k_stdev_x1'], weights=group['frac_areas'])
-    permafrost_flag = group['prmfrst'].values.any()
-
-    if len(original_basin_area) > 1:
-        raise Exception('More than one basin area found in the group', original_basin_area)
-
-    data = [[obj_id, avg_porosity, geom_avg_permeability, perm_stdev, permafrost_flag, total_area, original_basin_area[0]]]
-    df = pd.DataFrame(data, columns=cols)
-
-    return df.astype(type_dict)
+#     group['frac_areas'] = group['soil_polygon_areas'] / group['soil_polygon_areas'].sum()
+#     avg_porosity = np.average(group[porosity_col], weights=group['frac_areas'])
+#     # drop any rows with 0 permeability
+#     # group = group[group[permeability_col] > 0]
+#     # don't take the log because the values are already log transformed
+#     geom_avg_permeability = np.average(group[permeability_col], weights=group['frac_areas'])
+#     perm_stdev = np.average(group['k_stdev_x1'], weights=group['frac_areas'])
+#     permafrost_flag = group['prmfrst'].values.any()
+
+#     if len(original_basin_area) > 1:
+#         raise Exception('More than one basin area found in the group', original_basin_area)
+
+#     data = [[obj_id, avg_porosity, geom_avg_permeability, perm_stdev, permafrost_flag, total_area, original_basin_area[0]]]
+#     df = pd.DataFrame(data, columns=cols)
+
+#     return df.astype(type_dict)
     
 
 def get_basin_geometries(basin_ids):
     
     basin_id_str = ','.join([str(int(e)) for e in basin_ids])
     q = f"""
-    SELECT id, basin 
+    SELECT id, drainage_area_km2, basin 
     FROM basins_schema.basin_attributes
     WHERE id IN ({basin_id_str});
     """
@@ -588,58 +650,6 @@ def get_basin_geometries(basin_ids):
     return basin_df
 
 
-def process_glhymps_by_basin(input_data):
-    # print('Processing GLHYMPS data by basin...')
-    bid, original_basin_area, clipped_soil_df = input_data
-    t0 = time()
-
-    # full column is logK_Ice_x100_INT
-    permeability_col = 'logK_Ice_x'
-    # full column is K_stdevx100
-    stdev_permeability_col = 'K_stdev_x1'
-    # full column is poroxity_x100_INT
-    porosity_col = 'Porosity_x'
-    # permafrost
-    permafrost_col = 'Prmfrst'
-
-    clipped_soil_df['area'] = clipped_soil_df['geometry'].area / 1E6
-    tot_area = clipped_soil_df['area'].sum()
-
-    # for c in clipped_soil_df.columns:
-    #     print(clipped_soil_df[[c]])
-    
-    # print(f' original basin geometry area: {original_basin_area:.2f} km2 vs. {tot_area:.2f} km2')
-    
-    area_diff = 100 * abs(original_basin_area - tot_area) / original_basin_area
-    geom_flag = 0
-    if area_diff > 10.0:
-        geom_flag = 1
-    
-    cols = ['id', 'porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_FLAG', 'soil_FLAG']
-    dtypes = ['int', 'int', 'int', 'int', 'int', 'int']
-    type_dict = dict(zip(cols, dtypes))
-
-    # if the total area is zero, return a row with null values
-    if tot_area == 0:
-        data = [[bid, 0, 0, 0, 0, 1]]
-        df = pd.DataFrame(data, columns=cols)
-        return df.astype(type_dict)
-
-    clipped_soil_df['frac_areas'] = clipped_soil_df['area'] / clipped_soil_df['area'].sum()
-    avg_porosity = np.average(clipped_soil_df[porosity_col], weights=clipped_soil_df['frac_areas'])
-    # drop any rows with 0 permeability
-    # group = group[group[permeability_col] > 0]
-    # don't take the log because the values are already log transformed
-    geom_avg_permeability = np.average(clipped_soil_df[permeability_col], weights=clipped_soil_df['frac_areas'])
-    perm_stdev = np.average(clipped_soil_df[stdev_permeability_col], weights=clipped_soil_df['frac_areas'])
-    permafrost_flag = clipped_soil_df[permafrost_col].values.any()
-    
-    data = [[bid, avg_porosity, geom_avg_permeability, perm_stdev, permafrost_flag, geom_flag]]
-    df = pd.DataFrame(data, columns=cols)
-
-    return df.astype(type_dict)
-
-
 def fix_geoms(p):
     if p.is_valid:
         return p
@@ -649,48 +659,64 @@ def fix_geoms(p):
     return fixed_p
 
 
-def clip_soil_parallel(row):
-
-    bid = row['id']
-    b_area = row['basin'].area / 1E6
-    try:
-        soil_clip = gpd.clip(glhymps_gdf, mask=row['basin'])
-    except Exception as ex:
-        print(f'     Error processing basin {bid} ({b_area:.1f} km2).')
-        print('      ...try to fix glhymps geometry...')
-        # simplify the basin geometry to speed up overlay operation
-        if b_area < 5:
-            threshold =500
-            buffer = 50
-        else:
-            threshold = 1000
-            buffer = 1000
-
-        simplified_polygon = make_valid(row['basin'].simplify(threshold).buffer(buffer))
-        simple_df = gpd.GeoDataFrame({'geometry': [simplified_polygon]}, crs='EPSG:3005')
-        intersected_vectors = gpd.sjoin(glhymps_gdf, simple_df, how='left', predicate='intersects')
-        intersected_vectors['geometry'] = intersected_vectors['geometry'].apply(fix_geoms)
-        soil_clip = gpd.clip(intersected_vectors, mask=row['basin'])
-        
-    return (bid, b_area, soil_clip)
-
-
 def process_glhymps_by_basin_batch(ids):
-    basin_batch = get_basin_geometries(ids)
-    basin_batch['basin'] = basin_batch['basin'].apply(fix_geoms) 
-    # crs = basin_batch.crs
-    # batch_results = []
-    with mp.Pool() as pool:
-        batch_results = basin_batch.apply(clip_soil_parallel, axis=1).tolist()
-
-    batch_inputs = [e for e in batch_results if e != None]
 
-    with mp.Pool() as pool:
-        results = pool.map(process_glhymps_by_basin, batch_inputs)
-
-    output = pd.concat(results)
+    id_string = ', '.join([str(e) for e in ids])
+    
+    q = f"""
+    WITH filtered_basins AS (
+        SELECT id, drainage_area_km2, basin
+        FROM basins_schema.basin_attributes
+        WHERE id IN ({id_string})
+    )
+    SELECT
+        b.id AS id,
+        b.drainage_area_km2 as drainage_area_km2,
+        g.porosity_x as porosity_x100, -- note that the column name gets truncated
+        g.logk_ice_x as logk_ice_x100, -- note that the column name gets truncated 
+        g.k_stdev_x1 as k_stdev_x100,   -- note that the column name gets truncated
+        g.prmfrst as permafrost_flag,
+        ST_Intersection(b.basin, g.geometry) AS clipped_geom
+    FROM
+        filtered_basins AS b
+    INNER JOIN
+        basins_schema.glhymps AS g
+    ON
+        ST_Intersects(ST_ConvexHull(b.basin), g.geometry);
+    """
+    with psycopg2.connect(**conn_params) as conn:
+        df = gpd.read_postgis(q, conn, geom_col='clipped_geom')
+        df['area_km2'] = df['clipped_geom'].area / 1e6
+        # remove any empty geometries
+        df = df[df['area_km2'] > 0][[c for c in df.columns if c != 'clipped_geom']]
+
+    # Function to compute weighted mean
+    def weighted_mean(values, weights):
+        return np.average(values, weights=weights)
+    
+    # batch_inputs = [e for e in batch_results if e != None]
+    ####
+    ## NOTE: since the permeability values are log transformed, the weighted mean is the geometric mean
+    ####
+    results = df.groupby('id').agg({
+        # 'clipped_geom': 'first',  # This will not affect geometry in dissolve
+        'porosity_x100': lambda x: weighted_mean(x, df.loc[x.index, 'area_km2']),
+        'logk_ice_x100': lambda x: weighted_mean(x, df.loc[x.index, 'area_km2']),
+        'k_stdev_x100': lambda x: weighted_mean(x, df.loc[x.index, 'area_km2']),
+        'permafrost_flag': lambda x: np.any(x), # True if any are true
+        'area_km2': lambda x: np.sum(x),
+        'drainage_area_km2': 'first'
+    })
+
+    # create a soil flag if the area_km2 (clipped vector area) is > 5% different from the drainage_area_km2
+    results['soil_flag'] = (abs(results['area_km2'] - results['drainage_area_km2']) / results['drainage_area_km2'] > 0.05).astype(int)
+    results[['porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_flag']] = results[['porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_flag']].astype(int)
+
+    output_cols = ['porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_flag', 'soil_flag']
+    results = results[output_cols]
+    results.reset_index(drop=False, inplace=True)
     
-    return output
+    return results
 
        
 def get_id_list(n_ids, check_cols, use_test_ids=False):
@@ -713,6 +739,9 @@ def get_id_list(n_ids, check_cols, use_test_ids=False):
 def check_if_table_exists(table_name):
     """
     """
+    extension_query = """CREATE EXTENSION IF NOT EXISTS postgis_raster;"""
+    cur.execute(extension_query)
+    conn.commit()
     query = f"""
     SELECT EXISTS (SELECT 1 FROM information_schema.tables 
     WHERE table_name = '{table_name}') AS table_exists;
@@ -746,7 +775,7 @@ def check_if_column_exists(schema_name, table_name, column_name):
 
 def create_spatial_index(schema_name, table_name, geom, geom_idx_name):
     print(f'Creating spatial index for {schema_name}.{table_name}') 
-    query = f'CREATE INDEX {geom_idx_name} ON {schema_name}.{table_name} USING GIST ({geom});'
+    query = f'CREATE INDEX {geom_idx_name} ON {schema_name}.{table_name} USING GIST({geom});'
     cur.execute(query)
     conn.commit()
 
@@ -825,13 +854,14 @@ def table_setup(schema_name, daymet_params):
         nalcms_year: year of the NALCMS data to add to the database.  
         There must be a corresponding file in the input data directory.
     """
+            
     # add the DEM raster as a database table
     # dem_fpath = os.path.join(common_data, 'DEM/DEM_3005.tif')
-    raster_fname = 'USGS_3DEP_DEM_mosaic_clipped_3005.vrt'
-    raster_fpath = os.path.join(PROCESSED_DATA_DIR, raster_fname)
     table_name = f'usgs_3dep'
     dem_table_exists = check_if_table_exists(table_name)
     if not dem_table_exists:
+        raster_fname = 'USGS_3DEP_DEM_mosaic_clipped_3005.vrt'
+        raster_fpath = os.path.join(PROCESSED_DATA_DIR, raster_fname)
         create_raster_table(schema_name, raster_fpath, table_name)
         create_spatial_index_on_raster(schema_name, table_name.lower(), 'rast')
     
@@ -842,7 +872,7 @@ def table_setup(schema_name, daymet_params):
         nalcms_table_exists = check_if_table_exists(table_name)
         if not nalcms_table_exists:
             print(f'    processing NALCMS {yr}')
-            nalcms_fpath = os.path.join(nalcms_dir, f'NA_NALCMS_landcover_{yr}_30m_3005.tif')            
+            nalcms_fpath = os.path.join(nalcms_dir, f'NA_NALCMS_landcover_{yr}_3005_clipped.tif')            
             create_raster_table(schema_name, nalcms_fpath, table_name)
             create_spatial_index_on_raster(schema_name, table_name, 'rast')
         else:
@@ -858,85 +888,243 @@ def table_setup(schema_name, daymet_params):
             create_raster_table(schema_name, daymet_fpath, table_name)
             create_spatial_index_on_raster(schema_name, table_name, 'rast')
     
+    
+        # check if the basin attributes table has a spatial index
+    basin_geom_idx_name = 'basin_geom_idx'
+    basin_index_exists = check_spatial_index('basin_attributes', basin_geom_idx_name, schema_name)
+    if not basin_index_exists:
+        create_spatial_index(schema_name, 'basin_attributes', 'basin', basin_geom_idx_name)
+
+    
     # add the GLHYMPS soil geometry to the database
     # use the clipped version.
-    # table_name = f'glhymps'
-    # glhymps_table_exists = check_if_table_exists(table_name)
-    # if not glhymps_table_exists:
-    #     glhymps_geom_col = 'geometry'
-    #     add_vector_layer_to_db(schema_name, glhymps_fpath, table_name)
+    table_name = f'glhymps'
+    glhymps_table_exists = check_if_table_exists(table_name)
+    if not glhymps_table_exists:
+        add_vector_layer_to_db(schema_name, glhymps_fpath, table_name)
         
     # check for spatial index on the glhymps geometries
     # careful here, the ogr2ogr command will prepend wkb_ onto the geometry column name
-    # geom_idx_name = f'{table_name}_geom_idx'
-    # geom_index_exists = check_spatial_index(table_name, geom_idx_name, schema_name)
-    # print(f'   Spatial index {geom_idx_name} exists: {geom_index_exists}')
-    # if not geom_index_exists:
-    #     create_spatial_index(schema_name, 'glhymps', glhymps_geom_col, geom_idx_name)
+    geom_idx_name = f'{table_name}_geom_idx'
+    geom_index_exists = check_spatial_index(table_name, geom_idx_name, schema_name)
+    print(f'   Spatial index {geom_idx_name} exists: {geom_index_exists}')
+    if not geom_index_exists:
+        glhymps_geom_col = 'geometry'
+        create_spatial_index(schema_name, 'glhymps', glhymps_geom_col, geom_idx_name)
 
-    # check if the basin attributes table has a spatial index
-    basin_geom_idx_name = 'basin_geom_idx'
-    basin_index_exists = check_spatial_index('basin_attributes', basin_geom_idx_name, schema_name)
-    if not basin_index_exists:
-        create_spatial_index(schema_name, 'basin_attributes', 'basin', basin_geom_idx_name)
-            
+
+def process_nalcms_batch(input_batch):
+    lc_results = process_raster(input_batch, 'nalcms')
+    year = input_batch[4]
+    update_database(lc_results, schema_name, 'basin_attributes', column_suffix=year)
+    return True
+
+
+def clip_soil_parallel(row):
+    # bid, basin, glhymps_gdf = data
+    bid = row['id']
+    b_area = row['drainage_area_km2']
+    first_clip = gpd.clip(row['clipped_glhymps'], mask=row['basin'].bounds)
+    # filter out very small polygons  (0.5% of smallest area)
+    first_clip = first_clip[first_clip.geometry.area > 1e6 * 0.005]
+    basin = row['basin']
+    if b_area > 10000:
+        # simplify by a small margin if the basin is very large
+        basin = make_valid(basin.simplify(100))
+    try:
+        soil_clip = gpd.clip(first_clip, mask=basin)
+        soil_clip = soil_clip[soil_clip.geometry.area > 1e6 * 0.005]
+        
+    except Exception as ex:        
+        first_clip.geometry = first_clip.geometry.apply(lambda x: fix_geoms(x))
+        soil_clip = gpd.clip(first_clip, mask=basin)
+        
+    
+    result = process_glhymps_by_basin((bid, b_area, soil_clip))
+    # return (bid, b_area, soil_clip)
+    return result
+
+
+def process_glhymps_by_basin_clipping(df):
+
+    t0 = time()
+    clips = []
+    for row_data in df.itertuples():
+        row = list(row_data)
+        bid = row[1]
+        da = row[2]
+        basin = row[3]
+        # clips = [dfglhymps_gdf)]
+        g = gpd.GeoDataFrame({'geometry': [basin]}, crs=df.crs)
+        # bbox = g.total_bounds
+        clip = gpd.clip(glhymps_gdf.copy(), g)
+        # conver the clip to a geodataframe
+        clip['bid'] = bid
+        # clip['clip_area'] = clip.area.sum() / 1e6
+        clip['basin_drainage_area_km2'] = da  
+        clips.append(clip)
+    
+    all_clips = gpd.GeoDataFrame(pd.concat(clips, ignore_index=True), crs=df.crs)
+    all_clips = all_clips.explode()
+    all_clips['clipped_area_km2'] = all_clips.geometry.area / 1e6
+
+    # shapefile columns are truncated to 10 characters, need to rename
+    name_mapper = {'Porosity_x': 'porosity_x100', 'logK_Ice_x': 'logk_ice_x100', 'K_stdev_x1': 'k_stdev_x100'}
+    all_clips.rename(columns=name_mapper, inplace=True)
+    
+    t1 = time()
+    print(f'    Clipping time = {t1-t0:.1f}s for {len(df)} rows')
+
+    # Function to compute weighted mean
+    def weighted_mean(values, weights):
+        return np.average(values, weights=weights)
+
+    results = df.groupby('id').agg({
+        # 'clipped_geom': 'first',  # This will not affect geometry in dissolve
+        'porosity_x100': lambda x: weighted_mean(x, df.loc[x.index, 'clipped_area_km2']),
+        'logk_ice_x100': lambda x: weighted_mean(x, df.loc[x.index, 'clipped_area_km2']),
+        'k_stdev_x100': lambda x: weighted_mean(x, df.loc[x.index, 'clipped_area_km2']),
+        'permafrost_flag': lambda x: np.any(x), # True if any are true
+        'area_km2': lambda x: np.sum(x),
+        'drainage_area_km2': 'first'
+    })
+
+    t2 = time()
+
+    # create a soil flag if the area_km2 (clipped vector area) is > 5% different from the drainage_area_km2
+    results['soil_flag'] = (abs(results['area_km2'] - results['drainage_area_km2']) / results['drainage_area_km2'] > 0.05).astype(int)
+    results[['porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_flag']] = results[['porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_flag']].astype(int)
+
+    output_cols = ['porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_flag', 'soil_flag']
+    results = results[output_cols]
+    results.reset_index(drop=False, inplace=True)
+    t3 = time()
+    
+    print(f'   Aggregation time = {t3-t2:.1f}s for {len(results)} rows')
+    return results
+
+
+def process_glhymps_by_basin(input_data):
+    # print('Processing GLHYMPS data by basin...')
+    bid, original_basin_area, clipped_soil_df = input_data
+    clipped_soil_df['area'] = clipped_soil_df.geometry.area / 1e6
+    total_clipped_area = clipped_soil_df['area'].sum() 
+    
+    # full column is logK_Ice_x100_INT
+    permeability_col = 'logK_Ice_x'
+    # full column is K_stdevx100
+    stdev_permeability_col = 'K_stdev_x1'
+    # full column is poroxity_x100_INT
+    porosity_col = 'Porosity_x'
+    # permafrost
+    permafrost_col = 'Prmfrst'
+
+    area_diff = abs(original_basin_area - total_clipped_area) / original_basin_area
+    geom_flag = 0
+    if area_diff > 0.05:
+        geom_flag = 1
+    
+    cols = ['id', 'Porosity_x100', 'logK_Ice_x100', 'k_stdev_x100', 'permafrost_FLAG', 'soil_FLAG']
+    dtypes = ['int', 'int', 'int', 'int', 'int', 'int']
+    type_dict = dict(zip(cols, dtypes))
+
+    # if the total area is zero, return a row with null values
+    if total_clipped_area == 0:
+        data = [[bid, 0, 0, 0, 0, 1]]
+        df = pd.DataFrame(data, columns=cols)
+        return df.astype(type_dict)
+
+    clipped_soil_df['frac_areas'] = clipped_soil_df['area'] / total_clipped_area
+    avg_porosity = np.average(clipped_soil_df[porosity_col], weights=clipped_soil_df['frac_areas'])
+
+    # don't take the log because the values are already log transformed
+    # this is equivalent to the geometric mean
+    geom_avg_permeability = np.average(clipped_soil_df[permeability_col], weights=clipped_soil_df['frac_areas'])
+    perm_stdev = np.average(clipped_soil_df[stdev_permeability_col], weights=clipped_soil_df['frac_areas'])
+    permafrost_flag = clipped_soil_df[permafrost_col].values.any()
+    
+    data = [[bid, avg_porosity, geom_avg_permeability, perm_stdev, permafrost_flag, geom_flag]]
+    df = pd.DataFrame(data, columns=cols)
+
+    return df.astype(type_dict)
 
 def main():
 
     taa = time()
     # query the columns in the basin_attributes table
     terrain_attributes = ['slope_deg', 'aspect_deg', 'elevation_m', 'drainage_area_km2']
-    land_cover_attributes = [f'{e}_{y}' for e in list(land_use_groups.keys()) for y in [2010, 2015, 2020]]
+    # add a land cover flag if desired
+    land_cover_cols = list(land_cover_groups.keys()) #+ ['land_cover_FLAG']
+    land_cover_attributes = [f'{e}_{y}' for e in land_cover_cols for y in [2010, 2015, 2020]]
+
     soil_attributes = ['logk_ice_x100','k_stdev_x100', 'porosity_x100', 'permafrost_FLAG', 'soil_FLAG']
     daymet_params = ['prcp', 'tmin', 'tmax', 'vp', 'swe', 'srad', 
                      'high_prcp_freq','low_prcp_freq', 'high_prcp_duration', 'low_prcp_duration']
 
     # check if all raster tables have been created
-    # table_setup(schema_name, daymet_params)
+    table_setup(schema_name, daymet_params)
 
+    print('    ....Table setup completed')
     new_cols = land_cover_attributes + soil_attributes + terrain_attributes + daymet_params 
     add_table_columns(schema_name, new_cols)
 
-    ## Add land cover data to the database
-    region = 'HGW'
+    ## Add soil, land cover, and climate attributes to the catchments
+    # Completed Daymet, terrain, and GLHYMPS
+    regions = ['CLR', 'YKR', 'ERK', 'HAY', 'PCR', 'WWA', 'FRA', 'LRD', 'LRD']
+    
     region = None
     if process_nalcms:
         for raster_set in [2010, 2015, 2020]:
             lc_attrs = sorted(list(set([e for e in land_cover_attributes if e.endswith(str(raster_set))])))
-            unprocessed = []
-            for p in lc_attrs:
-                unprocessed += get_unprocessed_attribute_rows(p, region)
-            nalcms_ids = list(set(unprocessed))
+            unprocessed_basin_ids = []
+            for p in lc_attrs[:1]:
+                unprocessed_basin_ids += get_unprocessed_attribute_rows(p, region)
+            # randomly shuffle the ids so we split up ordered clusters of large basins
+            # random.shuffle(unprocessed_basin_ids)
+            nalcms_ids = list(set(unprocessed_basin_ids))
+
             table_name = f'nalcms_{raster_set}'
             if len(nalcms_ids) > 0:
                 # basin_geometry_check = check_for_basin_geometry(nalcms_ids)
                 print(f'    Processing {len(nalcms_ids)} {raster_set} land cover rows.')
-                rows_per_batch = 5000
+                rows_per_batch = 2500
                 column_suffix = f'_{raster_set}'
                 if len(nalcms_ids) > rows_per_batch:
-                    n_iterations = int(len(nalcms_ids) / rows_per_batch) 
-                    batches = np.array_split(nalcms_ids, n_iterations)
+                    n_batches = int(len(nalcms_ids) / rows_per_batch)
+                    print(f'   Processing {n_batches} batches')
+                    batches = np.array_split(nalcms_ids, n_batches)
                     input_data = [(raster_set, id_list, schema_name, table_name, column_suffix, None) for id_list in batches]
                 else:
-                    n_iterations = 1
+                    n_batches = 1
                     input_data = [(raster_set, nalcms_ids, schema_name, table_name, column_suffix, None)]
                         
                 t0 = time()
-                with mp.Pool() as p:
-                    all_dfs = p.map(process_raster, input_data)
-               
-                nalcms_df = pd.concat(all_dfs)
-                update_database(nalcms_df, schema_name, 'basin_attributes', column_suffix=column_suffix)
-                t1 = time()
-                t_hr = (t1-t0) / 3600
-                print(f'    Processed {int(rows_per_batch)} batches in {t_hr:.2f}h ({len(nalcms_df)} rows)')
+
+                ta = time()
+                with mp.Pool() as pool:
+                    result = pool.map(process_nalcms_batch, input_data)
+                tb = time()
+                print(f'    ...processed {len(nalcms_ids)} rows in {tb-ta:.2f}s MULTIPROCESSING')
+
+                # for batch in input_data:
+                #     lc_results = process_raster(batch, 'nalcms')
+                #     t1 = time()
+                #     t_hr = (t1-t0) / 3600
+                    # print(f'    Processed {len(lc_results)} rows in {t1-t0:.2f}h (s) ({n_batches} batches)')
+                    # update_database(lc_results, schema_name, 'basin_attributes', column_suffix=column_suffix)
+                # tc = time()
+                # print(f'    Processed {len(nalcms_ids)} rows in {tc-tb:.2f}s (s) SEPARATE BATCHES')
             else:
                 print(f'    No {raster_set} land cover rows to process.')
+                
     ## Add soil information to the database
     t0 = time()
     unprocessed = []
-    # region = None
     if process_glhymps:
+        # this is pretty ugly, but the PostGIS method gets hung up on
+        # geometries that become invalid after intersection
+
+        print(f'Processing GLHYMPS data... ({region})')
         for p in soil_attributes:
             unprocessed += get_unprocessed_attribute_rows(p, region)
     
@@ -946,24 +1134,14 @@ def main():
         random.shuffle(unprocessed_basin_ids)
         t1 = time()
         print(f'    Unprocessed soil ID query time = {t1-t0:.1f}s for {len(unprocessed_basin_ids)} rows')
-
+        
         if (len(unprocessed_basin_ids) > 0):
-            # basin_geometry_check = check_for_basin_geometry(soil_ids)
-            # soil_table = f'{schema_name}.glhymps'
-            # basin_geom_table = f'{schema_name}.basin_attributes'
-            # reduce the batch size if RAM is limited (1000 is too big for 128GB RAM)
-            # 10 rows appears to use about (50GB of RAM -- verify??)
-            soil_batch_size = 1000
+            soil_batch_size = 50
             if len(unprocessed_basin_ids) > soil_batch_size:
                 
                 n_batches = int(len(unprocessed_basin_ids) / soil_batch_size)
                 batches = np.array_split(unprocessed_basin_ids, n_batches)
-
-                # get a dataframe of basins by id
-                # input_data = [(e['id'], e['basin']) for e in basin_batch.iterrows()]
                 input_data = batches
-                # input_data = [(soil_table, basin_geom_table, id_batch) for id_batch in batches]
-
             else:
                 n_batches = 1
                 input_data = [unprocessed_basin_ids]
@@ -973,50 +1151,74 @@ def main():
             uts = []
             for id_batch in input_data:
                 n += 1
-                t1 = time()
+                t1 = time()       
+                # df = process_glhymps_by_basin_batch(id_batch)
+                basin_batch = get_basin_geometries(id_batch)
+                basin_batch['basin'] = basin_batch['basin'].apply(fix_geoms)
+                tb = time()
+                
+                # Use spatial index to filter intersecting geometries
+                def use_sindex_to_prep(basin):
+                    possible_matches_indices = list(glhymps_sindex.intersection(basin.bounds))
+                    return glhymps_gdf.iloc[possible_matches_indices, :].copy()
+                
+                basin_batch['clipped_glhymps'] = basin_batch.apply(lambda x: use_sindex_to_prep(x['basin']), axis=1)
+                
+                # use multiprocessing to clip
+                clip_inputs = [e for _, e in basin_batch.iterrows()]
+                with mp.Pool() as pool:
+                    batch_results = pool.map(clip_soil_parallel, clip_inputs)
+
+                t2a = time()
+                # print(f'   multiprocessing clip time = {t2a-tb:.1f}s for {len(basin_batch)} basins')
+                # batch_inputs = [e for e in batch_results if e != None]
+                # results = [e for e in batch_results if e != None]
+
+                output = pd.concat(batch_results)
+                output.columns = [e.lower() for e in output.columns]
+
+                update_database(output, schema_name, 'basin_attributes')
                 
-                df = process_glhymps_by_basin_batch(id_batch)
-                update_database(df, schema_name, 'basin_attributes')
                 t2 = time()
+                
+                # print(f'    ...batch update time {t2-t2a:.2f}s')
+
                 ut = len(id_batch) / (t2-t1)
                 uts.append(ut)
                 mean_ut = np.mean(uts)
                 print(f'  Time to process batch {n}/{n_batches}: {t2-t1:.1f}s ({mean_ut:.1f} basins/s)')
-
-    
+                
     ## Add climate data to the database
     if process_daymet:
         # region = None
-        for param in daymet_params:#['high_prcp_freq', 'low_prcp_freq']:#daymet_params:
+        for param in ['prcp']:#daymet_params:
             daymet_ids = get_unprocessed_attribute_rows(param, region)
-            print(f' Processing {len(daymet_ids)} Daymet {param} rows.')
+            # daymet_ids = get_zero_val_attribute_rows(param, region)
             if len(daymet_ids) > 0:
                 # basin_geometry_check = check_for_basin_geometry(daymet_ids)
-                print(f'    Processing {len(daymet_ids)} climate index rows.')
-                rows_per_batch = 5000
+                print(f'Processing {param} for {len(daymet_ids)} rows.')
+                rows_per_batch = 10000
                 table_name = f'daymet_{param}'
                 column_suffix = ''
                 if len(daymet_ids) > rows_per_batch:
-                    n_iterations = int(len(daymet_ids) / rows_per_batch) 
+                    n_iterations = int(np.ceil(len(daymet_ids) / rows_per_batch))
                     batches = np.array_split(daymet_ids, n_iterations)
                     input_data = [(param, id_list, schema_name, table_name, column_suffix, param) for id_list in batches]
                 else:
-                    n_iterations = 1
                     input_data = [(param, daymet_ids, schema_name, table_name, column_suffix, param)]
                         
                 t0 = time()
-                n_processed = 0
-                with mp.Pool() as p:
-                    daymet_results = p.map(process_raster, input_data)
-                
-                daymet_df = pd.concat(daymet_results)
-
-                update_database(daymet_df, schema_name, 'basin_attributes', column_suffix=column_suffix)
-                t1 = time()
-                t_hr = (t1-t0) / 3600
-                print(f'    Processed {len(input_data)} daymet batches in {t_hr:.2f}h ({len(daymet_df)} rows)')
-
-
+                n_complete = 0
+                for batch in input_data:
+                    n_complete += 1
+                    daymet_results = process_raster(batch, 'daymet')
+                    # daymet_df = pd.concat(daymet_results)
+                    update_database(daymet_results, schema_name, 'basin_attributes', column_suffix=column_suffix)
+                    t1 = time()
+                    t_hr = (t1-t0) / 3600
+                    print(f'   Processed daymet ({param}) batch {n_complete}/{len(input_data)} in {t_hr:.2f}h')
+            else:
+                print(f'    ...No {param} rows to process.')
     tbb = time()
     print(f'Finished postgis database extension in {tbb - taa:.2f} seconds.')
     
diff --git a/setup_scripts/find_pour_points.py b/setup_scripts/find_pour_points.py
index 942187b..0f93993 100644
--- a/setup_scripts/find_pour_points.py
+++ b/setup_scripts/find_pour_points.py
@@ -11,21 +11,10 @@
 import pandas as pd
 import geopandas as gpd
 import rioxarray as rxr
+import rasterio
 
 from shapely.geometry import Point
 
-from numba import jit
-
-# from multiprocessing import Pool
-
-# ADD
-# ADD  Import lake polygons:
-# ADD       -filter out confluences in lakes
-# ADD       -find all stream network intersections with lake polygons
-# ADD       -set all as confluences except max value (outlet)
-# ADD       - or rather any whose connecting cells are increasing in acc
-#               -this will get messy, guaranteed
-
 DEM_source = 'USGS_3DEP'
 
 BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
@@ -37,54 +26,40 @@
     os.mkdir(output_dir)
 
 # this should correspond with the threshold accumulation
-# set in "derive_flow_accumulation.py"
-min_basin_area = 2 # km^2
+# set in "process_flow_accumulation.py"
+# from process_flow_accumulation import minimum_basin_area
+
 # min number of cells comprising a basin
 # basin_threshold = int(min_basin_area * 1E6 / (90 * 90)) 
 
 region_files = os.listdir(DEM_DIR)
 
 region_codes = sorted(list(set([e.split('_')[0] for e in region_files])))
-# region_codes = ['08P']
 
-
-def retrieve_raster(region, raster_type, crs=3005):
+def retrieve_raster(region, raster_type, region_polygon, crs=3005):
     filename = f'{region}_{DEM_source}_{crs}_{raster_type}.tif'
     raster_path = os.path.join(DEM_DIR, f'{filename}')
+
     raster = rxr.open_rasterio(raster_path, mask_and_scale=True)
     crs = raster.rio.crs
     affine = raster.rio.transform(recalc=False)
-    clipped = clip_raster_with_polygon(region, raster, crs, raster.rio.resolution())
-    return clipped, crs, affine
+    masked = mask_raster_with_polygon(region_polygon, raster, crs)
+    return masked, crs, affine
 
 
-def clip_raster_with_polygon(region, raster, crs, resolution):
-    region_polygon = get_region_polygon(region)
+def mask_raster_with_polygon(region_polygon, raster, crs):
     region_polygon = region_polygon.to_crs(crs)
     assert region_polygon.crs == crs
     # add a buffer to the region mask to simplify windowing
     # operations for raster processing (avoid cutting edges)
+    resolution = raster.rio.resolution()
     buffer_len = round(abs(resolution[0]), 0)
-    clipped = raster.rio.clip(region_polygon.buffer(buffer_len).geometry)
+    clipped = raster.rio.clip(region_polygon.buffer(buffer_len), drop=False)
+    # Mask the raster with the region polygon
+    # masked = rasterio.mask.mask(raster, region_polygon.geometry, invert=True, nodata=raster.rio.nodata, crop=False)
+    
     return clipped
-
-
-def get_region_polygon(region):
-    polygon_path = os.path.join(BASE_DIR, 'input_data/region_polygons/')
-    poly_files = os.listdir(polygon_path)
-    file = [e for e in poly_files if e.startswith(region)]
-    if len(file) == 0:
-        raise Exception; 'Region shape file not found.'
-    fpath = os.path.join(polygon_path, file[0])
-    gdf = gpd.read_file(fpath)
-    return gdf
-  
-
-def get_region_area(region):
-    gdf = get_region_polygon(region)
-    gdf = gdf.to_crs(3005)
-    return gdf['geometry'].area.values[0] / 1E6
-
+ 
 
 def mask_flow_direction(S_w, F_w):  
 
@@ -122,10 +97,7 @@ def check_CONF(i, j, ppts, S_w, F_m):
         ppts[fp_idx]['CONF'] = True        
 
         for (ci, cj) in inflow_cells:
-            ix = ci + i - 1
-            jx = cj + j - 1
-
-            pt_idx = f'{ix},{jx}'
+            pt_idx = f'{ci + i - 1},{cj + j - 1}'
 
             # cells flowing into the focus 
             # cell are confluence cells
@@ -158,7 +130,7 @@ def create_pour_point_gdf(stream, ppt_df, crs):
     conf_chunks = np.array_split(ppt_df, n_chunks)
     processed_chunks = []
     for chunk in conf_chunks:
-        ppts = stream[0, chunk['ix'].values, chunk['jx'].values]
+        ppts = stream[0, chunk['i_row'].values, chunk['j_col'].values]
         coords = tuple(map(tuple, zip(ppts.coords['x'].values, ppts.coords['y'].values)))
         chunk['geometry'] = [Point(p) for p in coords]
         processed_chunks.append(chunk)
@@ -214,8 +186,8 @@ def process_ppts(S, F, A):
     ppt_df.reset_index(inplace=True) 
     
     # split the cell indices into columns and convert str-->int
-    ppt_df['ix'] = [int(e.split(',')[0]) for e in ppt_df['cell_idx']]
-    ppt_df['jx'] = [int(e.split(',')[1]) for e in ppt_df['cell_idx']]
+    ppt_df['i_row'] = [int(e.split(',')[0]) for e in ppt_df['cell_idx']]
+    ppt_df['j_col'] = [int(e.split(',')[1]) for e in ppt_df['cell_idx']]
     
     # filter for stream points that are an outlet or a confluence
     ppt_df = ppt_df[(ppt_df['OUTLET'] == True) | (ppt_df['CONF'] == True)]
@@ -224,23 +196,27 @@ def process_ppts(S, F, A):
 
 cell_tracking_info = {}
 
-regions_to_process = sorted(list(set(region_codes)))
-# regions_to_process = ['HGW']
+region_polygon_df = gpd.read_file(os.path.join(BASE_DIR, 'input_data/BCUB_regions_merged_R0.geojson'))
+
 processed_regions = list(set([e for e in os.listdir(output_dir) if len(os.listdir(os.path.join(output_dir, e))) > 0]))
+regions_to_process = [e for e in region_codes if e not in processed_regions]
+
 n_points_total = 0
-for region in [r for r in regions_to_process if r not in processed_regions]:
+for region in regions_to_process:
     print('')
     print(f'Processing candidate pour points for {region}.')
 
-    region_area_km2 = get_region_area(region)
-
     rt0 = time.time()
+    region_polygon = region_polygon_df[region_polygon_df['region_code'] == region].copy()
+
+    region_area_km2 = (region_polygon['geometry'].area / 1E6).sum()
+    print(f'   ...region area: {region_area_km2:.1f} km^2')
     
-    stream, crs, affine = retrieve_raster(region, 'stream')
+    stream, crs, affine = retrieve_raster(region, 'stream', region_polygon)
 
-    fdir, crs, affine = retrieve_raster(region, 'fdir')
+    fdir, crs, affine = retrieve_raster(region, 'fdir', region_polygon)
 
-    acc, crs, affine = retrieve_raster(region, 'accum')
+    acc, crs, affine = retrieve_raster(region, 'accum', region_polygon)
 
     rt1 = time.time()
     print(f'   ...time to load resources: {rt1-rt0:.1f}s.')
diff --git a/setup_scripts/get_3DEP_DEM.py b/setup_scripts/get_3DEP_DEM.py
index cdaf736..1077017 100644
--- a/setup_scripts/get_3DEP_DEM.py
+++ b/setup_scripts/get_3DEP_DEM.py
@@ -1,13 +1,9 @@
-import os, glob
+import os
 
 from multiprocessing import Pool
-
-import numpy as np
 import pandas as pd
-import geopandas as gpd 
 import rioxarray as rxr
-
-from shapely.geometry import Polygon, Point
+from osgeo import gdal
 
 BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
 DEM_DIR = os.path.join(BASE_DIR, 'input_data/DEM')
@@ -24,6 +20,26 @@
 tile_links = pd.read_csv(os.path.join(input_data_dir, 'file_lists/USGS_3DEP_tile_links.txt'), header=None)
 url_list = tile_links.values.flatten().tolist()
 
+# if you want to add BC's new high resolution DEM, we first need to reproject
+# if we include these files, the gdalbuildvrt function will incorporate the 
+# the higher resolution data into the mosaic.
+# bc_dem_folder = '/home/danbot2/code_5820/large_sample_hydrology/common_data/DEM_data/BC_dem'
+# bc_dem_files = os.listdir(bc_dem_folder)
+# for f in bc_dem_files:
+#     input_fpath = os.path.join(bc_dem_folder, f)
+#     temp_step_path = os.path.join(DEM_DIR, f.replace('.tif', '_temp.tif'))
+#     output_fpath = os.path.join(DEM_DIR, f.replace('.tif', '_3005.tif'))
+#     # warp_options = {'dstSRS': 'EPSG:3005', 'multithread': True}
+#     if not os.path.exists(output_fpath):
+#         print(f'Reprojecting {f} to EPSG:4269 to match the USGS 3DEP DEM')
+#         cmd1 = f'gdalwarp -t_srs EPSG:4269 -wo OPTIMIZE_SIZE=YES -wo NUM_THREADS=ALL_CPUS {input_fpath} {temp_step_path}'
+#         cmd2 = f'gdal_translate -co compress=lzw {temp_step_path} {output_fpath}'
+#         # gdal.Warp(output_fpath, temp_step_path, **warp_options)
+#         # gdal.Translate(output_fpath, output_fpath, options=['COMPRESS=LZW'])
+#         os.system(cmd1)
+#         os.system(cmd2)
+#         os.remove(temp_step_path)
+
 # targets = ['n50w121', 'n50w122']#, 'n48w121', 'n49w121']
 
 # url_list = [u for u in url_list if u.split('/')[-1].split('_')[2] in targets]
@@ -48,7 +64,7 @@ def download_file(url):
 dem_files = os.listdir(DEM_DIR)
 test_file = [f for f in dem_files if f.endswith('.tif')]
 if not test_file:
-    raise Exception; f'No .tif files found at {DEM_DIR}.'
+    raise Exception(f'No .tif files found at {DEM_DIR}.')
 test_fpath = os.path.join(DEM_DIR, test_file[0])
 raster = rxr.open_rasterio(test_fpath)
 # get the crs of the first file
@@ -59,12 +75,13 @@ def download_file(url):
 no_val = f'gdalinfo {test_fpath} | grep No'
 os.system(no_val)
 
+print(f' The DEM files use {no_val} as the nodata value.')
 
 # vrt_output_path = os.path.join(input_data_dir, 'vrt_files')
 # this command builds the dem mosaic "virtual raster"
-# setting the -vrtnodata 0 flag to ensure that ocean pixels are set to 0
+# setting the -vrtnodata 0 flag to ensure that ocean pixels are set to nan?
 vrt_folder = os.path.join(BASE_DIR, 'processed_data')
 mosaic_fpath = os.path.join(vrt_folder, f'USGS_3DEP_DEM_mosaic_{crs.to_epsg()}.vrt')
-vrt_command = f"gdalbuildvrt -resolution highest -a_srs {crs} -vrtnodata 0 {mosaic_fpath} {DEM_DIR}/*.tif"
+vrt_command = f"gdalbuildvrt -resolution highest -a_srs {crs} {mosaic_fpath} {DEM_DIR}/*.tif"
 os.system(vrt_command)
 print(f'Created {mosaic_fpath} in {input_data_dir}')
diff --git a/setup_scripts/get_hysets_attributes.py b/setup_scripts/get_hysets_attributes.py
new file mode 100644
index 0000000..26dd669
--- /dev/null
+++ b/setup_scripts/get_hysets_attributes.py
@@ -0,0 +1,54 @@
+import pandas as pd
+import numpy as np
+import geopandas as gpd
+import psycopg2
+
+columns = [
+    'official_id', 'watershed_id', 'name', 'centroid_lat_deg_n', 'centroid_lon_deg_e', 
+    'drainage_area_km2', 'drainage_area_gsim_km2', 'flag_gsim_boundaries', 'flag_artificial_boundaries', 
+    'elevation_m', 'slope_deg', 'gravelius', 'perimeter', 'flag_shape_extraction', 'aspect_deg', 'flag_terrain_extraction', 
+    'land_use_forest_frac_2010', 'land_use_grass_frac_2010', 'land_use_wetland_frac_2010', 
+    'land_use_water_frac_2010', 'land_use_urban_frac_2010', 'land_use_shrubs_frac_2010', 
+    'land_use_crops_frac_2010', 'land_use_snow_ice_frac_2010', 'flag_land_use_extraction', 
+    'logk_ice_x100', 'porosity_x100', 'flag_subsoil_extraction', 'year_from', 'year_to', 
+    'record_length', 'agency', 'status', 'updated_official_basin', 'in_bcub', 
+    'prcp', 'srad', 'swe', 'tmax', 'tmin', 'vp', 
+    'high_prcp_freq', 'high_prcp_duration', 'low_prcp_freq', 'low_prcp_duration'
+]
+
+def get_hysets_attributes(columns, conn):
+    """
+    Get hysets attributes by hysets_id
+    :param hysets_id: int
+    :param conn: psycopg2 connection
+    :return: pd.DataFrame
+    """
+    # Get hysets attributes
+    if columns is None:
+        query = f"""
+        SELECT * FROM basins_schema.hysets_basins
+        WHERE in_bcub = True
+        LIMIT 10;
+        """
+        hysets_attributes = gpd.read_postgis(query, conn, geom_col='centroid')
+    else:
+        column_string = ', '.join(columns)
+        query = f"""
+        SELECT {column_string} FROM basins_schema.hysets_basins
+        WHERE in_bcub = True
+        ORDER BY official_id;
+        """
+        hysets_attributes = pd.read_sql_query(query, conn)
+    return hysets_attributes
+
+conn_info = {   
+    'dbname': 'basins',
+    'user': 'postgres',
+    'password': 'pgpass',
+    'host': 'localhost',
+    'port': '5432'
+}
+conn = psycopg2.connect(**conn_info)
+
+df = get_hysets_attributes(columns, conn)
+df.to_csv('BCUB_HYSETS_properties_with_climate.csv', index=False)
\ No newline at end of file
diff --git a/setup_scripts/lakes_filter.py b/setup_scripts/lakes_filter.py
index 4818864..56314f9 100644
--- a/setup_scripts/lakes_filter.py
+++ b/setup_scripts/lakes_filter.py
@@ -2,6 +2,7 @@
 import os
 
 import time
+import itertools
 
 import warnings
 warnings.filterwarnings('ignore')
@@ -10,12 +11,16 @@
 import pandas as pd
 import geopandas as gpd
 import rioxarray as rxr
-# import rasterio as rio
+from rasterio.features import geometry_mask
 
 import multiprocessing as mp
 
+import basin_processing_functions as bpf
+
 from shapely.geometry import Point, LineString, Polygon
+gpd.options.io_engine = "pyogrio"
 
+t0 = time.time()
 DEM_source = 'USGS_3DEP'
 
 BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
@@ -28,35 +33,26 @@
 
 # this should correspond with the threshold accumulation
 # set in "derive_flow_accumulation.py"
-min_basin_area = 2 # km^2
+min_basin_area = 1 # km^2
 
 lakes_dir = os.path.join(BASE_DIR, 'input_data/BasinATLAS')
 lakes_fpath = os.path.join(lakes_dir, 'HydroLAKES_clipped.gpkg')
 # the HydroLAKES CRS is EPSG:4326
 lakes_crs = 4326
 
+# import the NALCMS "perennial ice" polygons and intersect with the region polygon
+ice_polygon_fpath = os.path.join(BASE_DIR, 'input_data/NALCMS/NALCMS_2020_ice_mass_polygons_4269.shp')
+ice_polygons = gpd.read_file(ice_polygon_fpath)
+
 if not os.path.exists(lakes_fpath):
     err_msg = f'HydroLAKES file not found at {lakes_fpath}.  Download from https://www.hydrosheds.org/products/hydrolakes.  See README for details.'
     raise Exception(err_msg)
 
 
-def retrieve_raster(region, raster_type):
-    filename = f'{region}_{DEM_source}_3005_{raster_type}.tif'
-    raster_path = os.path.join(DEM_DIR, f'{filename}')
-    raster = rxr.open_rasterio(raster_path, mask_and_scale=True)
-    crs = raster.rio.crs
-    affine = raster.rio.transform(recalc=False)
-    clipped = clip_raster_with_polygon(region, raster, crs, raster.rio.resolution())
-    return clipped, crs, affine
-
-
 def get_region_polygon(region):
     polygon_path = os.path.join(BASE_DIR, 'input_data/region_polygons/')
-    poly_files = os.listdir(polygon_path)
-    file = [e for e in poly_files if e.startswith(region)]
-    if len(file) == 0:
-        raise Exception; f'{region} Region shape file not found.'
-    fpath = os.path.join(polygon_path, file[0])
+    file = f'{region}_covering_basins_R0.geojson'
+    fpath = os.path.join(polygon_path, file)
     gdf = gpd.read_file(fpath)
     return gdf
 
@@ -72,6 +68,15 @@ def clip_raster_with_polygon(region, raster, crs, resolution):
     return clipped
 
 
+def retrieve_raster(region, raster_type):
+    filename = f'{region}_{DEM_source}_3005_{raster_type}.tif'
+    raster_path = os.path.join(DEM_DIR, f'{filename}')
+    raster = rxr.open_rasterio(raster_path, mask_and_scale=True)
+    crs = raster.rio.crs
+    affine = raster.rio.transform(recalc=False)
+    clipped = clip_raster_with_polygon(region, raster, crs, raster.rio.resolution())
+    return clipped, crs, affine
+
 def trim_appendages(row):
     g = gpd.GeoDataFrame(geometry=[row['geometry']], crs='EPSG:3005')
     geom = g.explode()
@@ -113,22 +118,24 @@ def filter_lakes(lakes_df, ppts, resolution):
                             the tides.
     *Liquid Waste   8       Liquid waste from an industrial complex.
     """    
-    lakes_df = lakes_df.to_crs(ppts.crs)
+            # for finding points in lakes, need to use projected crs
+
+    if region_ppts.crs != lakes_df.crs:
+        lakes_df = lakes_df.to_crs(ppts.crs)
     
     # reproject to projected CRS before calculating area
     lakes_df['area'] = lakes_df.geometry.area
     lakes_df['lake_id'] = lakes_df.index.values
         
     # filter lakes smaller than 0.1 km^2
-    min_area = 100000
+    min_area = 0.1 * 1E6
     lakes_df = lakes_df[lakes_df['area'] > min_area]
     lakes_df = lakes_df.dissolve().explode(index_parts=False).reset_index(drop=True)
-    lake_cols = lakes_df.columns
     
     # filter out Point type geometries
     lakes_df = lakes_df[~lakes_df.geometry.type.isin(['Point', 'LineString'])]
-    # find and fill holes in polygons    
-    lakes_df.geometry = [Polygon(p.exterior) for p in lakes_df.geometry]
+    # find and fill holes in polygons
+    lakes_df.geometry = bpf.fill_holes(lakes_df.geometry)
         
     # find the set of lakes that contain confluence points
     lakes_with_pts = gpd.sjoin(lakes_df, ppts, how='left', predicate='intersects')
@@ -149,11 +156,38 @@ def filter_lakes(lakes_df, ppts, resolution):
     
     
 def interpolate_line(inputs):
-    geom, n, num_vertices = inputs
+    n, num_vertices, geom = inputs
     d = n / num_vertices
     return (n, geom.interpolate(d, normalized=True))
  
+
+def prepare_line_inputs(geom, distance):
+    """Evenly resample along a linestring
+    See this SO post:
+    https://gis.stackexchange.com/a/367965/199640
     
+    Args:
+        geom (polygon): lake boundary geometry
+        distance (numeric): distance between points in the modified linestring
+    """
+    if geom.geom_type in ['LineString', 'LinearRing']:
+        num_vertices = int(round(geom.length / distance))
+        
+        if num_vertices == 0:
+            raise Exception('No vertices found in linestring.')
+        inputs = [(n, num_vertices, geom) for n in range(num_vertices)]
+        return inputs
+    
+    elif geom.geom_type == 'MultiLineString':
+        print('      ...$$$$$$$$$$$$$$$$$$  Multilinestring found')
+        ls = gpd.GeoDataFrame(geometry=[geom], crs='EPSG:3005')
+        geoms = ls.explode().reset_index(drop=True).geometry.values
+        parts = [prepare_line_inputs(part, distance) for part in geoms if not part.is_empty]
+        return list(itertools.chain.from_iterable(parts))
+    else:
+        raise ValueError('unhandled geometry %s', (geom.geom_type,))
+
+
 def redistribute_vertices(geom, distance):
     """Evenly resample along a linestring
     See this SO post:
@@ -177,20 +211,15 @@ def redistribute_vertices(geom, distance):
             num_vertices = 1
         # print(f'total distance = {geom.length:.0f} m, n_vertices = {num_vertices}')
         inputs = [(geom, float(n), num_vertices) for n in range(num_vertices + 1)]
-        pool = mp.Pool()
-        results = pool.map(interpolate_line, inputs)
-        pool.close()
-        
-        df = pd.DataFrame(results, columns=['n', 'geometry'])
-        df = df.sort_values(by='n').reset_index(drop=True)
-        return LineString(df['geometry'].values)
+        return inputs
     
     elif geom.geom_type == 'MultiLineString':
+        print('here??????????????????????????????????')
         ls = gpd.GeoDataFrame(geometry=[geom], crs='EPSG:3005')
         geoms = ls.explode().reset_index(drop=True).geometry.values
-        parts = [redistribute_vertices(part, distance)
-                 for part in geoms]
-        return type(geom)([p for p in parts if not p.is_empty])
+        return type(geom)([redistribute_vertices(part, distance)
+                 for part in geoms if not part.is_empty])
+        # return type(geom)([p for p in parts if not p.is_empty])
     else:
         raise ValueError('unhandled geometry %s', (geom.geom_type,))
 
@@ -226,72 +255,132 @@ def find_link_ids(target):
     return None
 
 
-def add_lake_inflows(lakes_df, ppts, stream, acc):
+def mask_stream_raster(stream, lakes_df):
+    # Get the geometry of the polygons
+    geometries = [geom for geom in lakes_df.geometry]
+
+    # Create a mask with the same shape as the raster
+    out_shape = (stream.shape[1], stream.shape[2])  # assuming stream has dimensions (band, y, x)
+    mask = geometry_mask(geometries, transform=stream.rio.transform(), invert=True, out_shape=out_shape)
+    # Apply the mask to set values inside polygons to NaN
+    masked_stream = np.where(mask, np.nan, stream.data)
+    # Update the stream DataArray with the masked data
+    stream.data = masked_stream
+    return stream
+
+
+def check_point_validity(region, xs, ys, stream, resample_distance):
+    # Get the bounds of the stream DataArray
+    x_min, x_max = stream.x.min().item(), stream.x.max().item()
+    y_min, y_max = stream.y.min().item(), stream.y.max().item()
+
+    xs, ys = np.array(xs), np.array(ys)
+
+    # Filter xs and ys to ensure they are within bounds
+    valid_xs = np.logical_and(xs >= x_min, xs <= x_max)
+    valid_ys = np.logical_and(ys >= y_min, ys <= y_max)
+    valid_indices = np.logical_and(valid_xs, valid_ys)
+
+    filtered_xs = xs[valid_indices]
+    filtered_ys = ys[valid_indices]
+
+    # Collect out-of-bounds points
+    out_of_bounds_xs = xs[~valid_indices]
+    out_of_bounds_ys = ys[~valid_indices]
+
+    # Perform selection if there are valid points
+    if len(filtered_xs) > 0 and len(filtered_ys) > 0:
+        px_pts = stream.sel(x=filtered_xs, y=filtered_ys, method='nearest', tolerance=1.01 * resample_distance)
+    else:
+        raise Exception('No valid points found.')
+
+    # Create GeoDataFrame for out-of-bounds points
+    out_of_bounds_points = [Point(x, y) for x, y in zip(out_of_bounds_xs, out_of_bounds_ys)]
+    out_of_bounds_gdf = gpd.GeoDataFrame(geometry=out_of_bounds_points)
+
+    # Save out-of-bounds points to a GeoJSON file
+    folder = os.path.join(BASE_DIR, 'processed_data', 'pour_points', region)
+    fname = f'{region}_out_of_bounds_points.geojson'
+    out_of_bounds_gdf.to_file(os.path.join(folder, fname), driver='GeoJSON')
+    return px_pts
+
+
+def process_batch_results(region, results, stream, resample_distance, pool):
+    df = pd.DataFrame(results, columns=['n', 'geometry'])
+    df = df.sort_values(by='n').reset_index(drop=True)
+    resampled_shoreline = LineString(df['geometry'].values).coords.xy
+    xs = resampled_shoreline[0].tolist()
+    ys = resampled_shoreline[1].tolist()
+
+    # check validity of the shoreline pixels
+    px_pts = check_point_validity(region, xs, ys, stream, resample_distance)
+    # find the closest cell to within 1 pixel diagonal of the lake polygon boundary
+    # For each interpolated point on the line, 
+    # we look for the nearest pixel in the stream raster
+    # we should iterate through and find the nearest *stream pixel* 
+    # and record it if 
+    #           i)  it's not in a lake and 
+    #           ii) not on a stream link already recorded
+    # first, filter the stream raster to delete stream pixels within any lake polygon
+    # then, for each point on the lake boundary, find the nearest stream pixel    
+    latlon = list(set(zip(px_pts.x.values, px_pts.y.values)))
+
+    if len(latlon) == 0:
+        raise Exception('No lakes found.')
+    
+    # the line interpolation misses some cells,
+    # so check around each point for stream cells
+    # that aren't inside the lake polygon
+    results = pool.map(find_link_ids, latlon)
+    results = [r for r in results if r is not None]
+    return results
+
+
+def add_lake_inflows(region, lakes_df, ppts, stream, acc):
     
     n = 0
-    tot_pts = 0
     resolution = abs(stream.rio.resolution()[0])
     crs = stream.rio.crs.to_epsg()
 
-    points_to_check = []
-    # used_links = []
-    # all_links = []
-    # test_pts = []
-    for _, row in lakes_df.iterrows():
-        n += 1
-        if n % 10 == 0:
-            print(f'   Processing lake group {n}/{len(lakes_df)}.')
-        
-        lake_geom = row['geometry']        
-        # resample the shoreline vector to prevent missing confluence points
-        resampled_shoreline = redistribute_vertices(lake_geom.exterior, resolution).coords.xy
-        xs = resampled_shoreline[0].tolist()
-        ys = resampled_shoreline[1].tolist()
-
-        # find the closest cell to within 1 pixel diagonal of the lake polygon boundary
-        # this is the problem here.
-        # what's happening is for each interpolated point on the line, 
-        # we look for the nearest pixel in the stream raster
-        # we should iterate through and find the nearest *stream pixel* 
-        # and record it if 
-        #           i)  it's not in a lake and 
-        #           ii) not on a stream link already recorded
-        px_pts = stream.sel(x=xs, y=ys, method='nearest', tolerance=resolution)
-        latlon = list(set(zip(px_pts.x.values, px_pts.y.values)))
-        if len(latlon) == 0:
-            print('skip')
-            continue
-        
-        # the line interpolation misses some cells,
-        # so check around each point for stream cells
-        # that aren't inside the lake polygon
-        pl = mp.Pool()
-        results = pl.map(find_link_ids, latlon)
-        results = [r for r in results if r is not None]
-        pl.close()
-        
-        pts = pd.DataFrame(results, columns=['ix', 'jx', 'geometry', 'link_id'])
-        # drop duplicate link_ids
-        pts['CONF'] = True
-        pts = pts[~pts['link_id'].duplicated(keep='first')]
-        pts.dropna(subset='geometry', inplace=True)
-            
-        points_to_check += [pts]
-                                
-    print(f'    {len(points_to_check)} points identified as potential lake inflows')
-           
-    n = 0
+    # points_to_check = []
+    print(f'   Processing {len(lakes_df)} lake shorelines.')
+    # set the interval (distance) to interpolate along the linestring
+    resample_distance = resolution * 1.5
+    resampled_shoreline = list(itertools.chain.from_iterable(
+        prepare_line_inputs(row['geometry'].exterior, resample_distance) for _, row in lakes_df.iterrows()
+    ))
+    print(f'     {len(resampled_shoreline)} points to check.')
+    # resample the shoreline vector to prevent missing confluence points
+    all_points = []
+    n_chunks = len(resampled_shoreline) / 25000
+    chunks = np.array_split(resampled_shoreline, int(n_chunks) + 1)
+    pool = mp.Pool()
+    
+    b = 0
+    for chunk in chunks:
+        b += 1
+        print(f'    Processing batch {b}/{len(chunks)}')
+        results = pool.map(interpolate_line, chunk)
+        batch_points = process_batch_results(region, results, stream, resample_distance, pool)
+        all_points+= batch_points
+    pool.close()
+    
+    # convert to geodataframe and drop duplicate link_ids
+    pts = gpd.GeoDataFrame(all_points, columns=['i_row', 'j_col', 'geometry', 'link_id'], crs=f'EPSG:{crs}')
+    pts['CONF'] = True
+    pts = pts[~pts['link_id'].duplicated(keep='first')]
+    pts.dropna(subset='geometry', inplace=True)                                        
+    print(f'    {len(pts)} points identified as potential lake inflows')
+         
     all_pts = []
     acc_vals = []
-    all_points_df = gpd.GeoDataFrame(pd.concat(points_to_check, axis=0), crs=f'EPSG:{crs}')
-    all_points_df.reset_index(inplace=True, drop=True)
-
-    for i, row in all_points_df.iterrows():
-        
+    pts.reset_index(inplace=True, drop=True)
+    pts_idx = pts.sindex
+    ppts_idx = ppts.sindex
+    for i, row in pts.iterrows():        
         pt = row['geometry']
-        n += 1
-        if n % 250 == 0:
-            print(f'{n}/{len(points_to_check)} points checked.')
+        if i % 250 == 0:
+            print(f'{i}/{len(pts)} points checked.')
         
         # index_right is the lake id the point is contained in
         # don't let adjacent points both be pour points
@@ -299,22 +388,21 @@ def add_lake_inflows(lakes_df, ppts, stream, acc):
         nearest_neighbour = ppts.distance(pt).min()
 
         # check the point is not within some distance (in m) of an existing point
-        min_spacing = 500        
+        min_spacing = 250
         if nearest_neighbour > min_spacing:
             all_pts.append(i)
             x, y = pt.x, pt.y
             acc_val = acc.sel(x=x, y=y, method='nearest').item()
             acc_vals.append(acc_val)
             
-    all_points = all_points_df.iloc[all_pts].copy()
-    all_points['acc'] = acc_vals
-    return all_points
+    pts = pts.iloc[all_pts].copy()
+    pts['acc'] = acc_vals
+    return pts
     
-region_polygon_dir = os.path.join(BASE_DIR, 'input_data/region_polygons')
-regions = sorted(list(set([e.split('_')[0] for e in os.listdir(region_polygon_dir)])))
-# regions = ['HGW']
-
-for region in regions:
+# open region polygon dataframe
+region_gdf = gpd.read_file(os.path.join(BASE_DIR, 'input_data/BCUB_regions_merged_R0.geojson'))
+print(f'    ...loaded resources in {time.time()-t0:.1f}s.')
+for region in sorted(list(set(region_gdf['region_code'].values))):
     
     ppt_folder = os.path.join(DATA_DIR, f'pour_points/{region}')
     if not os.path.exists(ppt_folder):
@@ -328,7 +416,9 @@ def add_lake_inflows(lakes_df, ppts, stream, acc):
         continue 
     else:
         print(f'Processing {region}.')
-    
+
+    region_polygon = region_gdf[region_gdf['region_code'] == region].copy()
+            
     # import the stream link raster
     stream, _, _ = retrieve_raster(region, 'link')
     acc, _, _ = retrieve_raster(region, 'accum')
@@ -341,9 +431,10 @@ def add_lake_inflows(lakes_df, ppts, stream, acc):
     
     t0 = time.time()
     # if the NHN features haven't been clipped to the region polygon, do so now
-    region_polygon = get_region_polygon(region)
+    
     lakes_output_dir = os.path.join(lakes_dir, 'clipped_lakes')
     lakes_df_fpath = os.path.join(lakes_output_dir, f'{region}_lakes.geojson')
+
     if not os.path.exists(lakes_df_fpath):
         if not os.path.exists(lakes_output_dir):
             os.mkdir(lakes_output_dir)
@@ -351,29 +442,36 @@ def add_lake_inflows(lakes_df, ppts, stream, acc):
         t1 = time.time()
         
         # import the NHN water body features
-        bbox_geom = tuple(region_polygon.to_crs(lakes_crs).bounds.values[0])
-        lake_features_box = gpd.read_file(lakes_fpath, 
-                                      bbox=bbox_geom)
-        # clip features to the region polygon
-        region_polygon = region_polygon.to_crs(lake_features_box.crs)
-        lake_features = gpd.clip(lake_features_box, region_polygon, keep_geom_type=False)
+        lakes_poly = region_polygon.copy().to_crs(lakes_crs)
+
+        # bbox must be in minx, miny, maxx, maxy order
+        region_bbox = tuple(lakes_poly.total_bounds)
+        lake_features_clip = gpd.read_file(lakes_fpath, 
+                                      bbox=region_bbox)
         t2 = time.time()
-        print(f'    Lakes layer opened in {t2-t1:.0f}s')
+        print(f'    Lakes layer opened in {t2-t1:.0f}s ({len(lake_features_clip)} features).')
+        # filter the lakes for those that are contained in the region polygon
+
+        filtered_lakes = gpd.sjoin(lake_features_clip, lakes_poly, how='inner', op='within')
+        filtered_lake_features = lake_features_clip.loc[filtered_lakes.index]
         print(f'    Creating lakes geometry file for {region}')
-        lakes_df = filter_lakes(lake_features, region_ppts, resolution)
+        lakes_df = filter_lakes(filtered_lake_features, region_ppts, resolution)
         lakes_df = lakes_df[~lakes_df.geometry.is_empty]
         lakes_df.to_file(lakes_df_fpath)
+
         n_lakes = len(lakes_df)
         print(f'    File saved.  There are {n_lakes} water body objects in {region}.')
     else:
         lakes_df = gpd.read_file(lakes_df_fpath)
     
     lake_ppts = region_ppts.clip(lakes_df)
-    
     filtered_ppts = region_ppts[~region_ppts['cell_idx'].isin(lake_ppts['cell_idx'])]
         
     print(f'    {len(filtered_ppts)}/{len(region_ppts)} confluence points are not in lakes ({len(region_ppts) - len(filtered_ppts)} points removed).')   
-    new_pts = add_lake_inflows(lakes_df, filtered_ppts, stream, acc)
+
+    # set the stream pixels to nan where they fall within lake polygons
+    stream = mask_stream_raster(stream, lakes_df)
+    new_pts = add_lake_inflows(region, lakes_df, filtered_ppts, stream, acc)
     
     output_ppts = gpd.GeoDataFrame(pd.concat([filtered_ppts, new_pts], axis=0), crs=f'EPSG:{stream.rio.crs.to_epsg()}')
     n_pts0, n_pts1, n_final = len(region_ppts), len(filtered_ppts), len(output_ppts)
@@ -385,7 +483,28 @@ def add_lake_inflows(lakes_df, ppts, stream, acc):
     # create separate columns for geometry latitude and longitude
     output_ppts['centroid_lon_m_3005'] = output_ppts.geometry.x
     output_ppts['centroid_lat_m_3005'] = output_ppts.geometry.y
-    output_ppts.drop(labels=['cell_idx', 'ix', 'jx'], axis=1, inplace=True)
+    
+    if not region_polygon.crs == output_ppts.crs:
+        region_polygon = region_polygon.to_crs(output_ppts.crs)
+    # mark which pour points are in perennial ice polygons
+    # get the intersecting ice_mask polygons using sjoin
+    if not ice_polygons.crs == region_polygon.crs:
+        ice_polygons = ice_polygons.to_crs(region_polygon.crs)
+
+    # creating a label to indicate whether the point falls within an area of perennial ice
+    intersecting = gpd.sjoin(ice_polygons, region_polygon, how='inner', predicate='intersects', lsuffix='left', rsuffix='right')
+    # get the indices of the rows in the ice_df that intersect with the region polygon
+    ice_df = ice_polygons[ice_polygons.index.isin(list(intersecting.index.values))].copy()
+    # ice_df.to_file(os.path.join(BASE_DIR, 'input_data/NALCMS', f'{region}_ice.geojson'))
+
+    # Perform a spatial join between the points and the filtered ice polygons
+    joined = output_ppts.sjoin(ice_df, how='inner', predicate='within')
+
+    # get the indices of the ppts that are in
+    # Create a boolean column based on the spatial join results
+    output_ppts['in_perennial_ice'] = output_ppts.index.isin(list(joined.index.values))
+    n_in_ice = output_ppts['in_perennial_ice'].sum()
+    print(f'    {n_in_ice} points are contained in perennial ice polygons.')
     
     output_ppts.to_file(output_fpath)
     te = time.time()
diff --git a/setup_scripts/merge_region_polygons.py b/setup_scripts/merge_region_polygons.py
index c09bfe9..646a467 100644
--- a/setup_scripts/merge_region_polygons.py
+++ b/setup_scripts/merge_region_polygons.py
@@ -1,62 +1,244 @@
+# Here we merge the HydroBASINS polygons for each region into a single polygon.
+# we generate an ocean mask from the NALCMS data and use it to adjust the coastline boundary of the region polygons.
+# we create two versions of the region polygons: 
+#     one with the coastline adjusted to the ocean mask, and 
+#     one with the coastline buffered by 5km to prevent basin delineation restriction.
+# this script also handles the confounding issue of the buffer causing double coverage 
+# of small islands near region boundaries.  
+# The final output includes the following sets of geometries:
+#    i) one file with the covering set of polygons for display / organization
+#    ii) one set of region polygons with a buffer of 5 km added to prevent 
+#        basin delineation restriction from lower resolution HydroBASINS polygons
+#        these polygons should be used to clip DEM for raster processing,
+#        but the pour point search should use the unbuffered polygons.
+#    iii) a set of tiled ocean polygons used for masking (avoids stream vestiges along coastlines
+#    iv) a set of ice mass polygons 
+#    v) a set of lake polygons for filtering pour points -- this is considered more detailed and
+#       accurate than the HydroBASINS lake polygons since it is based on 30m NAMCLS data.
+
+from time import time
 import os
-os.environ['USE_PYGEOS'] = '0'
+# os.environ['USE_PYGEOS'] = '0'
 import geopandas as gpd
 import pandas as pd
+import rioxarray as rxr 
+# import dask_geopandas as dgpd
+import numpy as np
+# from multiprocessing import Pool
 
-from shapely import Polygon
-
-
-def close_holes(poly: Polygon) -> Polygon:
-        """
-        Close polygon holes by limitation to the exterior ring.
-        Args:
-            poly: Input shapely Polygon
-        Example:
-            df.geometry.apply(lambda p: close_holes(p))
-            
-            See solution: https://stackoverflow.com/a/61466689
-        """
-        if poly.interiors:
-            return Polygon(list(poly.exterior.coords))
-        else:
-            return poly
+from osgeo import gdal, ogr, osr
 
+from shapely.geometry import Point
+from shapely.validation import make_valid
+from basin_processing_functions import get_crs_and_resolution, fill_holes
 
 BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
 DATA_DIR = os.path.join(BASE_DIR, 'input_data/BasinATLAS/HydroBASINS/')
+NALCMS_DIR = os.path.join(BASE_DIR, 'input_data/', 'NALCMS/')
+HYSETS_DIR = os.path.join(BASE_DIR, 'input_data/', 'HYSETS_data/')
 id_list_fpath = os.path.join(DATA_DIR, 'HYDRO_basin_ids.csv')
 output_folder = os.path.join(BASE_DIR, 'input_data/region_polygons')
 
-if not os.path.exists(output_folder):
-    os.makedirs(output_folder)
+DEM_source = 'USGS_3DEP'
+mosaic_path = os.path.join(BASE_DIR, f'processed_data/{DEM_source}_DEM_mosaic_4269.vrt')
+dem_crs, (w_res, h_res) = get_crs_and_resolution(mosaic_path)
 
 id_list = pd.read_csv(id_list_fpath)
 
 region_codes = sorted(list(set(id_list['region_code'].values)))
 
+
 def open_file_and_retrieve_ids(file, ids):
     gdf = gpd.read_file(os.path.join(DATA_DIR, file))
     return gdf[gdf['HYBAS_ID'].isin(ids)]
 
-for rc in region_codes:
+
+def process_region_polygon(rc, ocean_mask):
+    """
+    Care needs to be taken here to set CRS to a consistent value.
+    The final mask should be in the same CRS as the DEM (EPSG:4269).
+    Many steps require the geometries to be in a projected crs, 
+    so we'll use EPSG:3005 for the intermediate steps.
+    """
+    proj_crs = f'EPSG:3005'
+    t0 = time()
     region_info = id_list[id_list['region_code'] == rc].copy()
+    # the region files are the HydroBASINS polygons we
+    # assemble to use as a starting point for the DEM clipping mask
     region_files = list(set(region_info['file'].values))
     region_polygons = []
+    
     print(f'Processing {rc}')
     for rf in region_files:
-        foo = region_info[region_info['file'] == rf].copy()
-        ids = foo['HYBAS_ID'].values
+        region = region_info[region_info['file'] == rf].copy()
+        ids = region['HYBAS_ID'].values
         polygons = open_file_and_retrieve_ids(rf, ids)
         region_polygons.append(polygons)
     region_gdf = gpd.GeoDataFrame(pd.concat(region_polygons))
-    region_gdf = region_gdf.dissolve()
+    region_gdf = region_gdf.to_crs(proj_crs)
+    t1 = time()
+    print(f'   ...{rc} loaded in {t1-t0:.2f} seconds.')
+
     region_gdf = region_gdf.explode(index_parts=False)
-    region_gdf['geometry'] = region_gdf.geometry.apply(lambda p: close_holes(p))
+    region_gdf['geometry'] = fill_holes(region_gdf.geometry)
+    region_gdf = region_gdf.dissolve() 
+    region_gdf.sindex
+    t2 = time()
+
+    dem_clipping_mask = region_gdf.copy()
+    # set a buffer distance of 5km -- this is to prevent the 
+    # HYDROBasins polygons from restricting the basin delineation
+    buff = 5000
+    if rc in ['HGW', 'VCI']:
+        buff = 250
+    dem_clipping_mask = gpd.GeoDataFrame(geometry=dem_clipping_mask.buffer(buff).values, crs=proj_crs)
+    
+    # explode the multipolygon and fill holes
+    dem_clipping_mask = dem_clipping_mask.explode(index_parts=True)
+    dem_clipping_mask['geometry'] = fill_holes(dem_clipping_mask.geometry)
+
+    if ocean_mask.crs != dem_clipping_mask.crs:
+        ocean_mask = ocean_mask.to_crs(proj_crs)
+    # adjust the coastlines to match the ocean mask
+    # first, check if the region intersects the ocean mask    
+    ocean_intersection = ocean_mask.intersects(dem_clipping_mask.unary_union)
+    t3 = time()
+    print(f'   ...checking if the region intersects the ocean mask: {ocean_intersection.any()} ({t3-t2:.2f}s.)')
+    buffered_gdf = dem_clipping_mask.copy()
+    if ocean_intersection.any():
+        # dissolve the intersecting ocean mask
+        print(f'   ...{rc} buffered and dissolved the ocean mask.  Adjusting coastline boundary.')
+        coastline_tiles = gpd.overlay(dem_clipping_mask, ocean_mask, how='intersection')
+        # simplify and buffer the ocean mask to prevent capture of ocean near shoreline
+        # otherwise vestigial rivers appear along the shoreline.
+        coastal_buffer = 5 * 30
+        coastline_tiles.geometry = coastline_tiles.buffer(coastal_buffer).simplify(30)
+        coastline_tiles = coastline_tiles.dissolve()
+        coastline_tiles = coastline_tiles.explode(index_parts=False)
+        coastline_tiles.geometry = fill_holes(coastline_tiles.geometry)
+        t3b = time()
+        print(f'   ...intersected region polygon with ocean mask in {t3b-t3:.2f} seconds.')
+        print('    ...subtracting the ocean mask from the combined polygon.')
+        assert region_gdf.crs == coastline_tiles.crs == buffered_gdf.crs
+        region_gdf = gpd.overlay(region_gdf, coastline_tiles, how='difference', keep_geom_type=True)
+        print(f'   ...{rc} subtracting buffered intersection.')
+        buffered_gdf = gpd.overlay(buffered_gdf, coastline_tiles, how='difference', keep_geom_type=True)
+
+        # Now extend the region polygon to the ocean mask 
+        # by taking advantage that the largest area of the 
+        # buffered polygon is along the interior
+        print(f'   ...{rc} extending the region polygon to the ocean mask.')
+        diff_gdf = gpd.overlay(region_gdf, buffered_gdf, how='symmetric_difference', keep_geom_type=True)
+        # check and make geometries valid
+        diff_gdf = diff_gdf.explode(index_parts=False)
+        diff_gdf['geometry'] = diff_gdf.geometry.apply(lambda g: make_valid(g))
+        diff_gdf = diff_gdf[diff_gdf.geometry.is_valid]
+        diff_gdf['area'] = diff_gdf.geometry.area
+        # remove the largest area component (the land buffer left after clipping the coastline)
+        diff_gdf = diff_gdf[diff_gdf['area'] != diff_gdf['area'].max()]
+        # recombine the differenced set with the region_polygon
+        region_gdf = gpd.overlay(region_gdf, diff_gdf, how='union', keep_geom_type=True)
+        # fill holes
+        region_gdf = region_gdf.dissolve()
+        region_gdf = region_gdf.explode(index_parts=False)
+        region_gdf['geometry'] = fill_holes(region_gdf.geometry)
+
+        # region_gdf = region_gdf.to_crs(f'EPSG:3005')
+        # buffered_gdf = buffered_gdf.to_crs(f'EPSG:3005')
+        region_gdf = region_gdf.explode(index_parts=False)
+        buffered_gdf = buffered_gdf.explode(index_parts=False)
+        region_gdf['area'] = region_gdf.geometry.area / 1e6
+        buffered_gdf['area'] = buffered_gdf.geometry.area / 1e6
+        region_gdf = region_gdf[region_gdf['area'] > 1]
+        buffered_gdf = buffered_gdf[buffered_gdf['area'] > 1]
+    region_gdf = region_gdf.to_crs(f'EPSG:{dem_crs}')
+    buffered_gdf = buffered_gdf.to_crs(f'EPSG:{dem_crs}')
     region_gdf = region_gdf.dissolve()
+    buffered_gdf = buffered_gdf.dissolve()
     
+    return region_gdf, buffered_gdf
     
-    # save the output
-    region_fname = f'{rc}_{region_gdf.crs.to_epsg()}.geojson'
-    region_fpath = os.path.join(output_folder, region_fname)
-    region_gdf.to_file(region_fpath)
+
+# the clipping masks provided have been manually adjusted, 
+# so don't run this unless you want to redo this process!!
+# unbuffered_files = []
+# for rc in ['HAY']:#['CLR']:# region_codes:
+#     region_fname = f'{rc}_{dem_crs}.geojson'
+#     region_fpath = os.path.join(output_folder, region_fname)
+#     unbuffered_files.append(region_fpath)
+#     if not os.path.exists(region_fpath):
+#         df, buffered_df = process_region_polygon(rc, ocean_mask)
+#         df.to_file(region_fpath)
+#         buffered_region_fname = f'{rc}_{dem_crs}_dem_clipping_mask.geojson'
+#         buffered_region_fpath = os.path.join(output_folder, buffered_region_fname)
+#         buffered_df.to_file(buffered_region_fpath)
+
+regions_fpath = os.path.join(BASE_DIR, 'input_data', 'BCUB_regions_merged_R0.geojson')
+if not os.path.exists(regions_fpath):
+    region_dfs = []
+    updated_region_polygon_folder = os.path.join(BASE_DIR, 'input_data', 'region_polygons')
+    updated_region_polygon_files = os.listdir(updated_region_polygon_folder)
+    updated_region_polygon_files = [e for e in updated_region_polygon_files if e.endswith('_R0.geojson')]
+
+    print('Region polygon files found:')
+    for f in updated_region_polygon_files:        
+        print(f'    {f}')
+    for file in updated_region_polygon_files:
+        region_df = gpd.read_file(os.path.join(updated_region_polygon_folder, file))
+        region_df = region_df.explode(index_parts=False)
+        region_df.geometry = region_df.buffer(0)
+        region_df.geometry = region_df.geometry.apply(lambda g: make_valid(g))
+        merged = gpd.GeoDataFrame(geometry=[region_df.unary_union], crs=region_df.crs)
+        merged = merged.explode(index_parts=False)
+        merged.geometry = fill_holes(merged.geometry)
+        merged.geometry = merged.buffer(0)
+
+        merged['region_code'] = file.split('_')[0]
+        crs = region_df.crs
+        region_dfs.append(merged)
+
+    all_regions = gpd.GeoDataFrame(pd.concat(region_dfs), crs=crs)[['region_code', 'geometry']]
+    all_regions.to_file(regions_fpath, driver='GeoJSON')
+else:
+    all_regions = gpd.read_file(regions_fpath)
+
+
+# open the hysets properties file
+hysets_properties_fpath = os.path.join(HYSETS_DIR, 'HYSETS_watershed_properties.txt')
+hysets_df = pd.read_csv(hysets_properties_fpath, sep=';')
+
+hysets_centroids = hysets_df.apply(lambda row: Point(row['Centroid_Lon_deg_E'], row['Centroid_Lat_deg_N']), axis=1)
+hysets_gdf = gpd.GeoDataFrame(hysets_df, geometry=hysets_centroids, crs='EPSG:4326')
+hysets_gdf = hysets_gdf.to_crs(all_regions.crs)
+
+hysets_gdf = hysets_gdf.to_crs(3005)
+
+all_contained_pts = []
+for rc in all_regions['region_code'].unique():
+    print(f'Processing {rc}')
+    region_gdf = all_regions[all_regions['region_code'] == rc].copy()
     
+    region_gdf = region_gdf.to_crs(3005)
+    # simplify the geometry and add a 300m buffer to capture stations that are located just outside the region polygon
+    region_gdf['geometry'] = region_gdf.simplify(100)
+    region_gdf['geometry'] = region_gdf.buffer(500)
+    # do a spatial join to get the hysets points contained within any of the region polygons
+    hysets_in_regions = gpd.sjoin(hysets_gdf, region_gdf, predicate='intersects', how='inner')    
+
+    # drop the index_right column
+    hysets_in_regions = hysets_in_regions.drop(columns=['index_right'])
+    # add 09AG003 to the YKR region
+    if rc == 'YKR':
+        added_stn = hysets_gdf[hysets_gdf['Official_ID'] == '09AG003'].copy()
+        # add the stn to hysets_in_regions
+        hysets_in_regions = gpd.GeoDataFrame(pd.concat([hysets_in_regions, added_stn]), crs=hysets_in_regions.crs)
+    elif rc == 'LRD':
+        added_stn = hysets_gdf[hysets_gdf['Official_ID'] == '10ED002'].copy()
+        hysets_in_regions = gpd.GeoDataFrame(pd.concat([hysets_in_regions, added_stn]), crs=hysets_in_regions.crs)
+        
+    hysets_in_regions['region_code'] = rc
+    all_contained_pts.append(hysets_in_regions)
+
+output = gpd.GeoDataFrame(pd.concat(all_contained_pts), crs=hysets_in_regions.crs)
+output.to_file(os.path.join(HYSETS_DIR, 'HYSETS_BCUB_stations_R0.geojson'), driver='GeoJSON')
+print(f'{len(output)} stations found in the region polygons.')
\ No newline at end of file
diff --git a/setup_scripts/polygonize_from_NALCMS.py b/setup_scripts/polygonize_from_NALCMS.py
new file mode 100644
index 0000000..b618a91
--- /dev/null
+++ b/setup_scripts/polygonize_from_NALCMS.py
@@ -0,0 +1,142 @@
+from time import time
+import os
+# os.environ['USE_PYGEOS'] = '0'
+import geopandas as gpd
+import pandas as pd
+import dask_geopandas as dgpd
+import numpy as np
+from multiprocessing import Pool
+
+from osgeo import gdal, ogr, osr
+
+from shapely import Polygon
+from basin_processing_functions import get_crs_and_resolution
+
+BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
+NALCMS_DIR = os.path.join(BASE_DIR, 'input_data/', 'NALCMS/')
+DATA_DIR = os.path.join(BASE_DIR, 'input_data/BasinATLAS/HydroBASINS/')
+id_list_fpath = os.path.join(DATA_DIR, 'HYDRO_basin_ids.csv')
+output_folder = os.path.join(BASE_DIR, 'input_data/region_bounds')
+
+
+DEM_source = 'USGS_3DEP'
+mosaic_path = os.path.join(BASE_DIR, f'processed_data/{DEM_source}_DEM_mosaic_4269.vrt')
+dem_crs, (w_res, h_res) = get_crs_and_resolution(mosaic_path)
+
+region_df = gpd.read_file(os.path.join(BASE_DIR, 'region_bounds'))
+
+
+def polygonize_raster(output_fpath, crs, layer_name, target_value=0, overlap_size=1, tile_size=500, bbox=(-2351328.0, 2447625.0, -676154.0, 305779.0)):
+    print(f'    Processing the NALCMS data to extract vector polygons representing {layer_name} from the NALCMS raster.')
+        
+    # we crop each DEM to the Hydrobasins polygons after we add a buffer
+    # in order to prevent restricting the basin delineation to the bounds,
+    # since in many places the higher resolution 3DEP DEM will 
+    nalcms_path = os.path.join(BASE_DIR, 'input_data', 'NALCMS', 'NA_NALCMS_landcover_2020_30m.tif')
+    
+    # Open the raster
+    src_ds = gdal.Open(nalcms_path)
+    src_ds = gdal.Translate('temp_file.tif', src_ds, projWin=bbox)
+    srcband = src_ds.GetRasterBand(1)
+    src_crs = src_ds.GetProjection()
+
+    # Prepare spatial reference from the source projection
+    srs = osr.SpatialReference()
+    srs.ImportFromWkt(src_crs)
+
+    x_size = src_ds.RasterXSize
+    y_size = src_ds.RasterYSize
+    n_x_tiles = int(np.ceil(x_size / tile_size))
+    n_y_tiles = int(np.ceil(y_size / tile_size))
+
+    x_res = src_ds.GetGeoTransform()[1]
+    y_res = src_ds.GetGeoTransform()[5]
+    diag_res = np.sqrt(x_res**2 + y_res**2)
+    
+    # Create an output datasource
+    drv = ogr.GetDriverByName('ESRI Shapefile')
+    if os.path.exists(output_fpath):
+        drv.DeleteDataSource(output_fpath)
+    dst_ds = drv.CreateDataSource(output_fpath)
+    dst_layer = dst_ds.CreateLayer(layer_name, srs=srs, geom_type=ogr.wkbPolygon)
+
+    # Add a single ID field
+    fd = ogr.FieldDefn('DN', ogr.OFTInteger)
+    dst_layer.CreateField(fd)
+    dst_field = dst_layer.GetLayerDefn().GetFieldIndex("DN")
+
+    n_tile = 0
+    
+    # having to do buffer steps in the subsequent step.
+    # Process in tiles to manage memory
+    for i in range(0, n_x_tiles * tile_size, tile_size):
+        n_tile += 1
+        if n_tile % 100 == 0:
+            print(f'   ...processing tile {n_tile} of {n_x_tiles}.')
+        for j in range(0, n_y_tiles * tile_size, tile_size):
+            x_off = i
+            y_off = j
+            x_size_tile = min(tile_size + overlap_size, x_size - x_off)
+            y_size_tile = min(tile_size + overlap_size, y_size - y_off)
+            
+            # Read raster data as an array
+            data = srcband.ReadAsArray(x_off, y_off, x_size_tile, y_size_tile)
+            mask = np.where(data == target_value, 1, 0)
+
+             # Create a memory dataset for the mask
+            mem_drv = gdal.GetDriverByName('MEM')
+            mask_ds = mem_drv.Create('', x_size_tile, y_size_tile, 1, gdal.GDT_Byte)
+            mask_ds.SetGeoTransform((src_ds.GetGeoTransform()[0] + x_off * src_ds.GetGeoTransform()[1],
+                                      src_ds.GetGeoTransform()[1],
+                                      src_ds.GetGeoTransform()[2],
+                                      src_ds.GetGeoTransform()[3] + y_off * src_ds.GetGeoTransform()[5],
+                                      src_ds.GetGeoTransform()[4],
+                                      src_ds.GetGeoTransform()[5]))
+            mask_ds.SetProjection(src_ds.GetProjection())
+            mask_band = mask_ds.GetRasterBand(1)
+            mask_band.WriteArray(mask)
+
+            # Polygonize the mask
+            gdal.Polygonize(mask_band, None, dst_layer, dst_field, [], callback=None)
+
+    srcband = None
+    src_ds = None
+    dst_ds = None
+
+    # DN == 1 is the target geometry value, filter and re-save
+    print('   ...filtering and re-saving the geometries.')
+    gdf = gpd.read_file(output_fpath)
+    gdf = gdf[gdf['DN'] == 1]
+    gdf['area'] = gdf.geometry.area / 1e6
+
+    gdf['geometry'] = gdf.simplify(diag_res/2)
+    
+    gdf = gdf[gdf['area'] > 0.1]
+    gdf.sort_values('area', ascending=False, inplace=True)
+    print(f'   ...{len(gdf)} {layer_name} polygons found.')
+    # gdf = gdf.dissolve()
+    gdf = gdf.to_crs(f'EPSG:{crs}')
+    gdf.to_file(ocean_polygon_fpath, driver='ESRI Shapefile')
+    
+# extract the ocean mask for using to clip the DEM and form the 
+# coastline of region polygons
+ocean_polygon_fpath = os.path.join(BASE_DIR, NALCMS_DIR, f'NALCMS_ocean_polygon_{dem_crs}.shp')
+if not os.path.exists(ocean_polygon_fpath):    
+    polygonize_raster(ocean_polygon_fpath, dem_crs, 'ocean_mask', 
+                      target_value=0, overlap_size=1, tile_size=500,
+                      bbox=(-2351328.0, 2447625.0, -676154.0, 305779.0))
+
+# extract perennial ice mass polygons 
+lakes_polygon_fpath = os.path.join(BASE_DIR, NALCMS_DIR, f'NALCMS_ice_mass_polygons_{dem_crs}.shp')
+if not os.path.exists(ocean_polygon_fpath):    
+    polygonize_raster(ocean_polygon_fpath, dem_crs, 'ocean_mask', 
+                      target_value=19, overlap_size=1, tile_size=500,
+                      bbox=)
+    
+# extract lakes polygons from the NALCMS raster to use for filtering pour points
+lakes_polygon_fpath = os.path.join(BASE_DIR, NALCMS_DIR, f'NALCMS_lakes_polygons_{dem_crs}.shp')
+if not os.path.exists(ocean_polygon_fpath):    
+    polygonize_raster(ocean_polygon_fpath, dem_crs, 'ocean_mask', 
+                      target_value=18, overlap_size=1, tile_size=500,
+                      bbox=)
+    
diff --git a/setup_scripts/process_flow_accumulation.py b/setup_scripts/process_flow_accumulation.py
index 36f81cf..6ee1f2a 100644
--- a/setup_scripts/process_flow_accumulation.py
+++ b/setup_scripts/process_flow_accumulation.py
@@ -8,6 +8,7 @@
 import rioxarray as rxr
 
 from whitebox.whitebox_tools import WhiteboxTools
+from basin_processing_functions import retrieve_raster
 
 wbt = WhiteboxTools()
 # change to True for verbose output
@@ -15,6 +16,8 @@
 
 DEM_source = 'USGS_3DEP'
 
+minimum_basin_area = 1 # km^2
+
 BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
 DATA_DIR = os.path.join(BASE_DIR, 'input_data/')
 
@@ -25,12 +28,6 @@
 region_files = os.listdir(DEM_DIR)
 region_codes = sorted([e.split('_')[0] for e in region_files])
 
-def retrieve_raster(fpath):
-    rds = rxr.open_rasterio(fpath, masked=True, mask_and_scale=True)
-    crs = rds.rio.crs.to_epsg()
-    affine = rds.rio.transform(recalc=False)
-    return rds, crs, affine
-
 test_dem, crs, affine = retrieve_raster(os.path.join(DEM_DIR, processed_files[0]))
 
 
@@ -42,6 +39,7 @@ def retrieve_raster(fpath):
     filled_dem_file = f'{region}_{DEM_source}_{crs}_dem_filled.tif'
     out_d8_file = f'{region}_{DEM_source}_{crs}_fdir.tif'
     out_accum_file = f'{region}_{DEM_source}_{crs}_accum.tif'
+
     out_stream_file = f'{region}_{DEM_source}_{crs}_stream.tif'
     stream_link_file = f'{region}_{DEM_source}_{crs}_link.tif'
 
@@ -50,7 +48,6 @@ def retrieve_raster(fpath):
     accum_path = os.path.join(DEM_DIR, out_accum_file)
     stream_path = os.path.join(DEM_DIR, out_stream_file)
     stream_link_path = os.path.join(DEM_DIR, stream_link_file)
-    
     if not os.path.exists(filled_dem_path):
         wbt.fill_depressions(
             dem_path,
@@ -60,7 +57,7 @@ def retrieve_raster(fpath):
     if not os.path.exists(d8_path):
         wbt.d8_pointer(
             filled_dem_path,
-            d8_path, 
+            d8_path,
         )
     if not os.path.exists(accum_path):
         wbt.d8_flow_accumulation(
@@ -73,17 +70,15 @@ def retrieve_raster(fpath):
     # to test if there is precision overflow, look to see if 
     # a) the maximum accumulation value is less than expected and 
     # b) the maximum accumulation value is near a power of 2 (i.e. 2^15)
-
     acc, _, _ = retrieve_raster(os.path.join(DEM_DIR, out_accum_file))
     
     # UGS 3DEP is 1 arcsecond resolution
     # so the projected resolution varies with latitude.
     resolution = acc.rio.resolution()
-    dx, dy = abs(resolution[0]), abs(resolution[1])
+    dx, dy = abs(resolution[0]), abs(resolution[1])    
     
-    # determine the threshold number of cells 
+    # determine the threshold number of cells
     # corresponding to the minimum drainage area
-    minimum_basin_area = 1 # km^2
     threshold = int(minimum_basin_area * 1E6 / (dx * dy))
     
     if not os.path.exists(stream_path):
@@ -98,7 +93,7 @@ def retrieve_raster(fpath):
         wbt.stream_link_identifier(
             d8_path, 
             stream_path, 
-            stream_link_path, 
+            stream_link_path,
             esri_pntr=False, 
-            zero_background=False, 
+            zero_background=False,
         )
\ No newline at end of file
diff --git a/setup_scripts/process_hysets_polygons_climate.py b/setup_scripts/process_hysets_polygons_climate.py
new file mode 100644
index 0000000..f011fd0
--- /dev/null
+++ b/setup_scripts/process_hysets_polygons_climate.py
@@ -0,0 +1,652 @@
+
+import psycopg2
+import psycopg2.extras as extras
+import os
+import warnings
+import re
+from time import time
+import pandas as pd
+import random
+from shapely.validation import make_valid
+
+import numpy as np
+import multiprocessing as mp
+
+os.environ['USE_PYGEOS'] = '0'
+import geopandas as gpd
+
+
+conn_params = {
+    'dbname': 'basins',
+    'user': 'postgres',
+    'password': 'pgpass',
+    'host': 'localhost',
+    'port': '5432',
+}
+schema_name = 'basins_schema'
+
+BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
+
+#########################
+# update these file paths
+#########################
+DATA_DIR = os.path.join(BASE_DIR, 'input_data/')
+PROCESSED_DATA_DIR = os.path.join(BASE_DIR, 'processed_data/')
+
+
+daymet_dir = os.path.join(PROCESSED_DATA_DIR, 'DAYMET/')
+
+dtype_dict = {
+    'double': 'FLOAT',
+    'int64': 'INT',
+    'float64': 'FLOAT',
+    'string': 'VARCHAR(255)',
+    'object': 'VARCHAR(255)',
+    'bool': 'SMALLINT',
+}
+
+geom_dict = {
+    'geometry': 'geom',
+    'centroid_geometry': 'centroid',
+    'basin_geometry': 'basin',
+}   
+
+
+# names of daymet climate parameter indices
+
+# PostgreSQL data type mapping
+postgres_types = {
+    'int64': 'INTEGER',
+    'float64': 'DOUBLE PRECISION',
+    'bool': 'BOOLEAN',
+    'datetime64[ns]': 'TIMESTAMP',
+    'object': 'TEXT',
+    # Add more mappings as needed
+}
+
+
+def basic_table_change(query):
+    cur.execute(query)
+    conn.commit()
+    
+
+def basic_query(query):
+    cur.execute(query)
+    result = cur.fetchall()
+
+    if len(result) > 0:
+        return [e[0] for e in result]
+    else:
+        return None
+
+
+def add_table_columns(schema_name, table_name, new_cols):
+    
+    # print(f'    adding new cols {new_cols}.')
+    # add the new columns to the table
+    
+    for col in new_cols:
+        if 'land_use' in col:
+            dtype = 'INT'
+        elif 'FLAG' in col:
+            dtype = 'INT'
+        elif ('prcp' in col) & ~('duration' in col):
+            dtype = 'INT'
+        elif 'sample_size' in col:
+            dtype = 'INT'
+        else:
+            dtype = 'FLOAT'
+
+        cur.execute(f'ALTER TABLE {schema_name}.{table_name} ADD COLUMN IF NOT EXISTS {col} {dtype};')
+    conn.commit()
+
+
+def alter_column_names(schema_name, old_cols, new_cols):
+
+    table_name = f'basin_attributes'
+    for i in range(len(old_cols)):
+        print(f'    renaming {old_cols[i]} to {new_cols[i]}')
+        cur.execute(f'ALTER TABLE {schema_name}.{table_name} RENAME COLUMN {old_cols[i]} TO {new_cols[i]};')
+
+    conn.commit()
+    
+
+
+def retrieve_unprocessed_ids(n_ids, check_cols):
+    id_query = f"""SELECT id FROM basins_schema.basin_attributes """
+    n = 0
+    for c in check_cols:
+        if n == 0:
+            id_query += f"WHERE ({c} IS NULL OR {c} != {c}) "
+            n = 1
+        else:
+            id_query += f"OR ({c} IS NULL OR {c} != {c}) "
+    id_query += f"LIMIT {n_ids};"
+
+    cur.execute(id_query)
+    res = cur.fetchall()
+    return [e[0] for e in res]
+
+
+def check_for_basin_geometry(id_list):
+    # check if the basin geometry exists for each id
+    q = f"""SELECT id FROM basins_schema.basin_attributes WHERE id IN ({','.join([str(e) for e in id_list])}) AND basin IS NULL;"""
+    cur.execute(q)
+    res = cur.fetchall()
+    
+    if len(res) > 0:
+        print(f'    {len(res)}/{id_list} basins do not have a valid geometry.')
+        print(f'    Try first running derive_basins.py to create basin geometries.')
+        
+    return res
+
+
+def get_unprocessed_attribute_rows(column, table, region=None):
+
+    id_query = f"""
+    SELECT watershed_id, official_id FROM basins_schema.{table} 
+    WHERE ({column} IS NULL OR {column} != {column})"""
+    
+    if region is not None:
+        id_query += f"AND (region_code = '{region}') "
+    
+    id_query += f"ORDER by watershed_id ASC;"
+    cur.execute(id_query)
+    results = cur.fetchall()
+    df = pd.DataFrame(results, columns=['watershed_id', 'official_id'])
+    return list(df['watershed_id'].values)
+
+
+def update_database(new_data, schema_name, table_name, column_suffix=""):
+    
+    # update the database with the new land use data
+    # ids = tuple([int(e) for e in new_data['id'].values])
+    
+    data_tuples = list(new_data.itertuples(index=False, name=None))
+    
+    cols = new_data.columns.tolist()
+    set_string = ', '.join([f"{e}{column_suffix} = data.v{j}" for e,j in zip(cols[1:], range(1,len(cols[1:])+1))])
+    v_string = ', '.join([f"v{e}" for e in range(1,len(cols[1:])+1)])
+    
+    query = f"""
+    UPDATE {schema_name}.{table_name} AS basin_tab
+        SET {set_string}
+        FROM (VALUES %s) AS data(watershed_id, {v_string})
+    WHERE basin_tab.watershed_id = data.watershed_id;
+    """
+
+    t0 = time()
+    with psycopg2.connect(**conn_params) as conn:
+        with conn.cursor() as cur:
+            extras.execute_values(cur, query, data_tuples)
+            # commit the changes
+            conn.commit()
+            t1 = time()
+            ut = len(data_tuples) / (t1-t0)
+            print(f'    {t1-t0:.1f}s to update {len(data_tuples)} polygons ({ut:.1f}/second)')
+
+
+
+def check_all_null_or_nan(values):
+    """Check if all values in a list are null or nan."""
+    return all(x is None or (isinstance(x, float) and np.isnan(x)) for x in values)
+
+
+def nearest_pixel_query(bid, basin_geom_table, raster_table):
+    q = f"""
+    SELECT
+        b.watershed_id,
+        b.Drainage_Area_km2,
+        ST_Distance(b.centroid, ST_Centroid(vals.geom)) AS dist_to_nearest_pixel,
+        vals.val AS nearest_pixel_value
+    FROM
+        {basin_geom_table} b,
+        LATERAL (
+            SELECT (ST_PixelAsPoints(r.rast)).*
+            FROM {raster_table} r
+            ORDER BY b.centroid <-> (ST_PixelAsPoints(r.rast)).geom LIMIT 1
+        ) AS vals
+    WHERE 
+        b.watershed_id = {bid};
+    """
+    # create a new connection for each process
+    with psycopg2.connect(**conn_params) as conn:
+        with conn.cursor() as cur:
+            cur.execute(q)
+            # Fetch the results
+            results = cur.fetchall()
+            return results[0]
+
+
+def reformat_daymet_result(results, param, basin_geom_table, raster_table):
+    # the result is a lis of tuples, where the first element is the basin id
+    # and the second is the array of values associated with the bid
+    # format a dataframe with the parameter name as the column name
+    # and bid as the id column, where the mean of bid values is in the param column
+    bids, mean_vals, areas, n_samples = [], [], [], []
+    for bid, area, values in results:        
+        # check if there are no values for the basin or if all values are null
+        if (len(values) == 0) | check_all_null_or_nan(values):
+            print(f'    No values found for basin {bid}: {area}km^2')
+            # query the neraest pixel value for basins too small or irregularly
+            # shaped to intersect a raster pixel
+            bid, _, distance, nearest_px_val = nearest_pixel_query(bid, basin_geom_table, raster_table)
+            if distance > 1000:
+                print(f'    Nearest pixel is greater than raster resolution: {distance:.1f}m.')
+                continue
+            mean_vals.append(nearest_px_val)
+            areas.append(area)
+            n_samples.append(1)
+            bids.append(bid)
+        else:
+            mean_vals.append(round(np.mean(values), 3))
+            n_samples.append(len(values))
+            areas.append(area)
+            bids.append(bid)
+    
+    df = pd.DataFrame()
+    df['watershed_id'] = bids
+    df[param] = mean_vals
+    # df['samples_size'] = n_samples
+    # df['area'] = areas
+    if ('prcp_freq' in param):
+        # for frequency, convert to percentage and store as integer
+        df[param] = (df[param] * 100.0).round(0)
+    if param == 'prcp':
+        df[param] = df[param].round(0).astype(int)
+    df.set_index('watershed_id', inplace=True)
+    return df
+
+
+def clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param):
+    
+    ids = ','.join([str(int(e)) for e in id_list])
+    if len(id_list) == 0:
+        print('No ids found in the list.')
+        return pd.DataFrame()
+    
+    # note in the ST_Clip function, the last argument is TRUE, which means
+    # that the output gets cropped to the extent of the input polygon
+    # the second argument is the band number, which is 1 for daymet rasters
+
+    q = f"""
+    WITH selected_basins AS (
+        SELECT watershed_id, basin_geometry, Drainage_Area_km2
+        FROM {basin_geom_table}
+        WHERE watershed_id IN ({ids})
+    ), clipped_rasters AS (
+        SELECT 
+            b.watershed_id,
+            b.Drainage_Area_km2,
+            ST_Clip(r.rast, 1, b.basin_geometry, TRUE) AS rast_clipped
+        FROM 
+            {raster_table} r
+        JOIN selected_basins b ON ST_Intersects(r.rast, b.basin_geometry)
+    ), raster_values AS (
+        SELECT 
+            c.watershed_id, c.Drainage_Area_km2, vals.val
+        FROM 
+            clipped_rasters c
+            CROSS JOIN LATERAL ST_PixelAsPoints(c.rast_clipped) AS vals
+    ) SELECT 
+        sb.watershed_id, sb.Drainage_Area_km2, COALESCE(ARRAY_AGG(rv.val), ARRAY[]::int[]) AS pixel_values
+    FROM 
+        selected_basins sb
+    LEFT JOIN raster_values rv ON sb.watershed_id = rv.watershed_id
+    GROUP BY
+        sb.watershed_id, sb.Drainage_Area_km2;
+    """
+    
+    # create a new connection for each process
+    with psycopg2.connect(**conn_params) as conn:
+        with conn.cursor() as cur:
+            cur.execute(q)
+            # Fetch the results
+            results = cur.fetchall()
+    
+    df = reformat_daymet_result(results, param, basin_geom_table, raster_table)
+    return df
+
+
+def process_raster(inputs):
+    raster_set, id_list, schema_name, table_name, polygon_table, column_suffix, param = inputs
+    
+    t1 = time()
+    times = []
+    
+    raster_table = f'{schema_name}.{table_name}'
+    basin_geom_table = f'{schema_name}.{polygon_table}'
+
+    if table_name.startswith('daymet'):
+        df = clip_daymet_values_by_polygon(raster_table, basin_geom_table, id_list, param)
+    else:
+        print(f'    Unknown raster table name: {table_name}')
+    t2 = time()
+    times.append(t2-t1)
+    ut =  len(id_list) / sum(times)
+    # sort by id
+    df.sort_index(inplace=True)
+    df = df.reset_index(drop=False) 
+    return df
+
+
+def averaging_functions(group):
+    # try:
+    #     unique_ids = list(set(group['id'].values))
+    # except Exception as ex:
+    #     for c in group.columns:
+    #         print(group[[c]].head())
+    #     raise ex
+
+    # if len(unique_ids) > 1:
+    #     raise Exception('More than one ID found in the group', unique_ids)
+    # else:
+    #     obj_id = unique_ids[0]
+
+    permeability_col = 'logk_ice_x'
+    porosity_col = 'porosity_x'
+    original_basin_area = list(set(group['area'].values))
+        
+    cols = ['id', 'porosity_x100', 'logk_ice_x100', 'k_stdev_x100', 'permafrost_FLAG', 'soil_area_sum',  'area', 'soil_FLAG']
+    dtypes = ['int', 'int', 'int', 'int', 'int', 'float', 'float', 'int']
+    type_dict = dict(zip(cols, dtypes))
+
+    total_area = round(group['soil_polygon_areas'].sum(), 2)
+
+    group = group[group['soil_polygon_areas'] > 0]
+    if group.empty:
+        data = [[obj_id, None, None, None, 1, None, original_basin_area[0]]]
+        df = pd.DataFrame(data, columns=cols)
+        return df.astype(type_dict)
+    
+    group['frac_areas'] = group['soil_polygon_areas'] / group['soil_polygon_areas'].sum()
+    avg_porosity = np.average(group[porosity_col], weights=group['frac_areas'])
+    # drop any rows with 0 permeability
+    # group = group[group[permeability_col] > 0]
+    # don't take the log because the values are already log transformed
+    geom_avg_permeability = np.average(group[permeability_col], weights=group['frac_areas'])
+    perm_stdev = np.average(group['k_stdev_x1'], weights=group['frac_areas'])
+    permafrost_flag = group['prmfrst'].values.any()
+
+    if len(original_basin_area) > 1:
+        raise Exception('More than one basin area found in the group', original_basin_area)
+
+    data = [[obj_id, avg_porosity, geom_avg_permeability, perm_stdev, permafrost_flag, total_area, original_basin_area[0]]]
+    df = pd.DataFrame(data, columns=cols)
+
+    return df.astype(type_dict)
+    
+
+def get_basin_geometries(basin_ids):
+    
+    basin_id_str = ','.join([str(int(e)) for e in basin_ids])
+    q = f"""
+    SELECT id, basin 
+    FROM basins_schema.basin_attributes
+    WHERE id IN ({basin_id_str});
+    """
+    t0 = time()
+    with warnings.catch_warnings():
+        # ignore warning for non-SQLAlchemy Connecton
+        # see github.com/pandas-dev/pandas/issues/45660
+        warnings.simplefilter('ignore', UserWarning)
+        basin_df = gpd.read_postgis(q, conn, geom_col='basin')
+    
+    t1 = time()
+    # print(f'    Basin geometry query time = {t1-t0:.1f}s for {len(basin_ids)} rows')
+
+    return basin_df
+
+
+def fix_geoms(p):
+    if p.is_valid:
+        return p
+    fixed_p = make_valid(p.buffer(0))
+    if not fixed_p.is_valid:
+        print(f'   Couldnt fix geometry')
+    return fixed_p
+
+      
+def get_id_list(n_ids, check_cols, use_test_ids=False):
+
+    test_ids = [
+        (770158, 2.04), (1089918, 8.49), (770161, 1.53), (770162, 1.20), (770165, 2.99),
+        (1119937, 4.75), (334767, 2.09), (1089940, 53.39), (1131591, 1.82), (770169, 1.05)
+        ]
+    if use_test_ids:
+        id_list = test_ids
+    else:
+        ta = time()
+        id_list = retrieve_unprocessed_ids(n_ids, check_cols)
+
+        tb = time()
+        print(f'    Unprocessed ID query time = {tb-ta:.2f}s for {len(id_list)} rows')
+    return id_list
+
+
+def check_if_table_exists(table_name):
+    """
+    """
+    query = f"""
+    SELECT EXISTS (SELECT 1 FROM information_schema.tables 
+    WHERE table_name = '{table_name}') AS table_exists;
+    """
+    cur.execute(query)
+    return cur.fetchone()[0]
+
+
+def check_if_column_exists(schema_name, table_name, column_name):
+    """Check if a column exists in a table.
+
+    Args:
+        table_name (str): name of the table to check
+
+    Returns:
+        bool: true or false if the index exists
+    """
+    query = f"""
+    SELECT EXISTS (
+        SELECT 1
+        FROM   information_schema.columns
+        WHERE
+            table_schema = '{schema_name}'
+            AND table_name = '{table_name}'
+            AND column_name = '{column_name}'
+    ) as column_exists;
+    """
+    cur.execute(query)
+    return cur.fetchone()[0]
+
+
+def create_spatial_index(schema_name, table_name, geom, geom_idx_name):
+    print(f'Creating spatial index for {schema_name}.{table_name}') 
+    query = f'CREATE INDEX {geom_idx_name} ON {schema_name}.{table_name} USING GIST ({geom});'
+    cur.execute(query)
+    conn.commit()
+
+
+def create_spatial_index_on_raster(schema, table_name, geom):
+    """
+    Add a PostGIS GIST index on the raster tiles in a table.
+    https://gis.stackexchange.com/a/416332
+    """
+    
+    idx_name = f'{table_name}_raster_idx'
+    geom_idx_exists = check_spatial_index(table_name, idx_name, schema)
+    
+    if not geom_idx_exists:
+        print(f'Creating spatial index {table_name}_geom_idx')
+        query = f'CREATE INDEX {idx_name} ON {schema}.{table_name} USING GIST(ST_Envelope(rast));'
+        cur.execute(query)
+    else:
+        print(f'    Spatial index {table_name}_geom_idx already exists')
+        
+    tile_idx_name = f'{table_name}_tile_idx'
+    tile_extent_idx_exists = check_spatial_index(table_name, tile_idx_name, schema)
+    tile_col_exists = check_if_column_exists(schema, table_name, 'tile_extent')
+
+    if (not tile_col_exists):
+        print(f'Creating spatial index for {schema}.{table_name}')
+        query = f"""
+        SELECT AddGeometryColumn ('{schema}','{table_name}','tile_extent', 3005, 'POLYGON', 2);
+        UPDATE {schema}.{table_name}
+        SET tile_extent = ST_Envelope(rast);
+        """
+        cur.execute(query)
+        conn.commit()
+        
+    if not tile_extent_idx_exists:
+        query = f"""
+        CREATE INDEX {tile_idx_name} ON {schema}.{table_name} USING GIST(ST_Envelope(tile_extent));
+        """
+        cur.execute(query)
+        conn.commit()
+    else:
+        print(f'    Spatial index {table_name}_tile_extent_idx already exists')
+                
+    print('Spatial index queries completed')
+
+
+def check_spatial_index(table_name, idx_name, schema_name):
+    """Check if a spatial index exists for the given table.  If not, create it.
+
+    Args:
+        table_name (str): name of the table to check
+
+    Returns:
+        bool: true or false if the index exists
+    """
+    query = f"""
+    SELECT EXISTS (
+        SELECT 1
+        FROM   pg_indexes
+        WHERE
+            schemaname = '{schema_name}'
+            AND tablename = '{table_name}'
+            AND indexname = '{idx_name}'
+    ) as index_exists;
+    """ 
+    cur.execute(query)
+    return cur.fetchone()[0]
+
+    
+def table_setup(schema_name, daymet_params):
+    """Check if DEM, NALCMS, GLHYMPS, and Daymet tables exist in the database.
+    If not, add them and create spatial indices.
+
+    Args:
+        schema_name (string): name of the schema to add the tables to
+        nalcms_year: year of the NALCMS data to add to the database.  
+        There must be a corresponding file in the input data directory.
+    """
+    # add the DEM raster as a database table
+    # dem_fpath = os.path.join(common_data, 'DEM/DEM_3005.tif')
+    raster_fname = 'USGS_3DEP_DEM_mosaic_clipped_3005.vrt'
+    raster_fpath = os.path.join(PROCESSED_DATA_DIR, raster_fname)
+    table_name = f'usgs_3dep'
+    dem_table_exists = check_if_table_exists(table_name)
+    if not dem_table_exists:
+        create_raster_table(schema_name, raster_fpath, table_name)
+        create_spatial_index_on_raster(schema_name, table_name.lower(), 'rast')
+    
+    # add the land use raster to the database
+    # use the clipped version.
+    for yr in [2010, 2015, 2020]:
+        table_name = f'nalcms_{yr}'
+        nalcms_table_exists = check_if_table_exists(table_name)
+        if not nalcms_table_exists:
+            print(f'    processing NALCMS {yr}')
+            nalcms_fpath = os.path.join(nalcms_dir, f'NA_NALCMS_landcover_{yr}_30m_3005.tif')            
+            create_raster_table(schema_name, nalcms_fpath, table_name)
+            create_spatial_index_on_raster(schema_name, table_name, 'rast')
+        else:
+            print(f'    NALCMS {yr} table already exists.')
+
+    # add the climate use rasters to the database
+    for param in daymet_params:
+        table_name = f'daymet_{param}'
+        daymet_param_table_exists = check_if_table_exists(table_name)
+        if not daymet_param_table_exists: 
+            print(f'    processing daymet {param}')
+            daymet_fpath = os.path.join(daymet_dir, f'{param}_mosaic_3005.tiff')
+            create_raster_table(schema_name, daymet_fpath, table_name)
+            create_spatial_index_on_raster(schema_name, table_name, 'rast')
+    
+    # add the GLHYMPS soil geometry to the database
+    # use the clipped version.
+    # table_name = f'glhymps'
+    # glhymps_table_exists = check_if_table_exists(table_name)
+    # if not glhymps_table_exists:
+    #     glhymps_geom_col = 'geometry'
+    #     add_vector_layer_to_db(schema_name, glhymps_fpath, table_name)
+        
+    # check for spatial index on the glhymps geometries
+    # careful here, the ogr2ogr command will prepend wkb_ onto the geometry column name
+    # geom_idx_name = f'{table_name}_geom_idx'
+    # geom_index_exists = check_spatial_index(table_name, geom_idx_name, schema_name)
+    # print(f'   Spatial index {geom_idx_name} exists: {geom_index_exists}')
+    # if not geom_index_exists:
+    #     create_spatial_index(schema_name, 'glhymps', glhymps_geom_col, geom_idx_name)
+
+    # check if the basin attributes table has a spatial index
+    basin_geom_idx_name = 'basin_geom_idx'
+    basin_index_exists = check_spatial_index('basin_attributes', basin_geom_idx_name, schema_name)
+    if not basin_index_exists:
+        create_spatial_index(schema_name, 'basin_attributes', 'basin', basin_geom_idx_name)
+            
+
+def main():
+
+    taa = time()
+    # query the columns in the basin_attributes table
+    daymet_params = ['prcp', 'tmin', 'tmax', 'vp', 'swe', 'srad', 
+                     'high_prcp_freq','low_prcp_freq', 'high_prcp_duration', 'low_prcp_duration']
+
+    # check if all raster tables have been created
+    # table_setup(schema_name, daymet_params)
+    new_cols = daymet_params 
+    add_table_columns(schema_name, 'hysets_basins', new_cols)
+
+    t0 = time()
+    ## Add climate data to the database
+    for param in daymet_params:
+        daymet_ids = get_unprocessed_attribute_rows(param, 'hysets_basins')
+        print(f' Processing {len(daymet_ids)} Daymet {param} rows.')
+        
+        if len(daymet_ids) > 0:
+            # basin_geometry_check = check_for_basin_geometry(daymet_ids)
+            print(f'    Processing {len(daymet_ids)} climate index rows.')
+            rows_per_batch = 5000
+            table_name = f'daymet_{param}'
+            column_suffix = ''
+            if len(daymet_ids) > rows_per_batch:
+                n_iterations = int(len(daymet_ids) / rows_per_batch) 
+                batches = np.array_split(daymet_ids, n_iterations)
+                input_data = [(param, id_list, schema_name, table_name, 'hysets_basins', column_suffix, param) for id_list in batches]
+            else:
+                n_iterations = 1
+                input_data = [(param, daymet_ids, schema_name, table_name, 'hysets_basins', column_suffix, param)]
+                    
+            t0 = time()
+            n_processed = 0
+            with mp.Pool() as p:
+                daymet_results = p.map(process_raster, input_data)
+            
+            daymet_df = pd.concat(daymet_results)
+
+            update_database(daymet_df, schema_name, 'hysets_basins', column_suffix=column_suffix)
+            t1 = time()
+            t_hr = (t1-t0) / 3600
+            print(f'    Processed {len(input_data)} daymet batches in {t_hr:.2f}h ({len(daymet_df)} rows)')
+
+
+    tbb = time()
+    print(f'Finished postgis database extension in {tbb - taa:.2f} seconds.')
+    
+
+with psycopg2.connect(**conn_params) as conn:
+    cur = conn.cursor() 
+    main()
+
+cur.close()
+conn.close()
diff --git a/setup_scripts/retrieve_and_process_daymet.py b/setup_scripts/retrieve_and_process_daymet.py
index fe88e5d..5bb8e13 100644
--- a/setup_scripts/retrieve_and_process_daymet.py
+++ b/setup_scripts/retrieve_and_process_daymet.py
@@ -165,7 +165,7 @@ def create_tile_mosaic(param, output_fpath, file_pattern):
 
 # completed 
 # ['srad', 'swe', 'tmax', 'tmin', 'vp']
-daymet_params = ['prcp']
+daymet_params = ['prcp', 'srad', 'swe', 'tmax', 'tmin', 'vp']
 
 years = list(range(1980, 2023))
 
diff --git a/validation/Basin_perimeter_comparison.ipynb b/validation/Basin_perimeter_comparison.ipynb
index 3787dbc..aa7221b 100644
--- a/validation/Basin_perimeter_comparison.ipynb
+++ b/validation/Basin_perimeter_comparison.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 43,
+   "execution_count": 1,
    "id": "add78ffa-f525-4fd5-830d-e122f43eaee6",
    "metadata": {},
    "outputs": [],
@@ -30,7 +30,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 2,
    "id": "45cc93fa-8005-4843-a11b-626b429a4683",
    "metadata": {},
    "outputs": [],
@@ -41,7 +41,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 3,
    "id": "47ae18b6-6f09-4115-a298-198a4fd417c1",
    "metadata": {},
    "outputs": [],
@@ -54,7 +54,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 32,
+   "execution_count": 4,
    "id": "50b79140-031a-48c3-b184-2822171a3360",
    "metadata": {},
    "outputs": [],
@@ -68,21 +68,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 55,
+   "execution_count": 5,
    "id": "eb96f0b4-bc86-4846-8469-886a6c8fb775",
    "metadata": {},
    "outputs": [],
    "source": [
     "# retrieve the station (pour point) location coordinates\n",
     "wsc_pour_point_fpath = f'{example_stn}/PourPoint/{example_stn}_PourPoint_PointExutoire.shp'\n",
-    "latest_wsc_ppt = gpd.read_file(wsc_geom_folder + wsc_pour_point_fpath)\n",
+    "latest_wsc_ppt = gpd.read_file(wsc_geom_folder + wsc_pour_point_fpath, engine='pyogrio', use_arrow=True)\n",
     "latest_wsc_ppt = latest_wsc_ppt.to_crs(3005)\n",
     "latest_wsc_ppt.to_file('data/07FD001_pour_point.geojson')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 6,
    "id": "ed86ebe9-23bb-4c0e-bb99-31587c18484c",
    "metadata": {
     "tags": []
@@ -147,7 +147,7 @@
        "      <td>1</td>\n",
        "      <td>HYDAT</td>\n",
        "      <td>2712.000000</td>\n",
-       "      <td>POLYGON ((-68.30417 47.98750, -68.29805 47.970...</td>\n",
+       "      <td>POLYGON ((-68.30417 47.9875, -68.29805 47.9700...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>3</th>\n",
@@ -157,7 +157,7 @@
        "      <td>0</td>\n",
        "      <td>HYDAT</td>\n",
        "      <td>2245.763823</td>\n",
-       "      <td>POLYGON ((-68.59050 47.23913, -68.58887 47.238...</td>\n",
+       "      <td>POLYGON ((-68.5905 47.23913, -68.58887 47.2389...</td>\n",
        "    </tr>\n",
        "    <tr>\n",
        "      <th>4</th>\n",
@@ -191,12 +191,12 @@
        "                                            geometry  \n",
        "0  POLYGON ((-69.27594 47.81781, -69.27511 47.817...  \n",
        "1  POLYGON ((-68.95533 47.20243, -68.95589 47.202...  \n",
-       "2  POLYGON ((-68.30417 47.98750, -68.29805 47.970...  \n",
-       "3  POLYGON ((-68.59050 47.23913, -68.58887 47.238...  \n",
+       "2  POLYGON ((-68.30417 47.9875, -68.29805 47.9700...  \n",
+       "3  POLYGON ((-68.5905 47.23913, -68.58887 47.2389...  \n",
        "4  POLYGON ((-67.75627 47.07445, -67.75627 47.108...  "
       ]
      },
-     "execution_count": 13,
+     "execution_count": 6,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -210,7 +210,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 30,
+   "execution_count": 7,
    "id": "f1ebea7c-ae70-42c3-9c56-01263a99d39b",
    "metadata": {},
    "outputs": [],
@@ -223,45 +223,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 9,
    "id": "1da48e15-b0c8-42c2-9503-bfbd3f2c2421",
    "metadata": {
     "tags": []
    },
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<Projected CRS: EPSG:3005>\n",
-       "Name: NAD83 / BC Albers\n",
-       "Axis Info [cartesian]:\n",
-       "- E[east]: Easting (metre)\n",
-       "- N[north]: Northing (metre)\n",
-       "Area of Use:\n",
-       "- name: Canada - British Columbia.\n",
-       "- bounds: (-139.04, 48.25, -114.08, 60.01)\n",
-       "Coordinate Operation:\n",
-       "- name: British Columbia Albers\n",
-       "- method: Albers Equal Area\n",
-       "Datum: North American Datum 1983\n",
-       "- Ellipsoid: GRS 1980\n",
-       "- Prime Meridian: Greenwich"
-      ]
-     },
-     "execution_count": 15,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "# open polygon from BCUB\n",
-    "bc_df = gpd.read_file('data/intersecting_polygons.geojson')\n",
-    "bc_df.crs"
+    "# bc_df = gpd.read_file('data/intersecting_polygons.geojson')\n",
+    "# bc_df.crs"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": null,
    "id": "5d334509-eb8b-4469-9309-cbc13e3eaa8a",
    "metadata": {},
    "outputs": [],
@@ -271,7 +247,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 47,
+   "execution_count": null,
    "id": "096e8517-382f-4354-88ba-a72e1becdb1e",
    "metadata": {},
    "outputs": [],
@@ -289,231 +265,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 48,
+   "execution_count": null,
    "id": "ee27860c-dbd9-4da8-bdca-fe6cdea5d805",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
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-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>id</th>\n",
-       "      <th>centroid</th>\n",
-       "      <th>pour_pt</th>\n",
-       "      <th>area</th>\n",
-       "      <th>drainage_area_km2</th>\n",
-       "      <th>acc_polygon</th>\n",
-       "      <th>ppt_acc</th>\n",
-       "      <th>ppt_lon_m_3005</th>\n",
-       "      <th>ppt_lat_m_3005</th>\n",
-       "      <th>elevation_m</th>\n",
-       "      <th>...</th>\n",
-       "      <th>NameNom</th>\n",
-       "      <th>Status</th>\n",
-       "      <th>Etat</th>\n",
-       "      <th>Area_km2</th>\n",
-       "      <th>Aire_km2</th>\n",
-       "      <th>Version</th>\n",
-       "      <th>Date</th>\n",
-       "      <th>intersection_area</th>\n",
-       "      <th>percentage</th>\n",
-       "      <th>distance_to_wsc_ppt</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>0</th>\n",
-       "      <td>658320</td>\n",
-       "      <td>0101000020BD0B0000FF53BE6CD27F3441335966550ED9...</td>\n",
-       "      <td>POINT (1329411.7173827535 1225854.8015764449)</td>\n",
-       "      <td>3461.15</td>\n",
-       "      <td>3461.146533</td>\n",
-       "      <td>9256098</td>\n",
-       "      <td>9255116</td>\n",
-       "      <td>1.329412e+06</td>\n",
-       "      <td>1.225855e+06</td>\n",
-       "      <td>925.700012</td>\n",
-       "      <td>...</td>\n",
-       "      <td>KISKATINAW RIVER NEAR FARMINGTON</td>\n",
-       "      <td>active</td>\n",
-       "      <td>en service</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>Prerelease/Préliminaire</td>\n",
-       "      <td>2021-12-17</td>\n",
-       "      <td>3.442116e+09</td>\n",
-       "      <td>95.445933</td>\n",
-       "      <td>10371.146816</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>1</th>\n",
-       "      <td>650176</td>\n",
-       "      <td>0101000020BD0B00001BC14AA6130F3541EB9A375F716F...</td>\n",
-       "      <td>POINT (1379920.7640939949 1246197.6488736218)</td>\n",
-       "      <td>3763.95</td>\n",
-       "      <td>3763.949202</td>\n",
-       "      <td>10065880</td>\n",
-       "      <td>10064981</td>\n",
-       "      <td>1.379921e+06</td>\n",
-       "      <td>1.246198e+06</td>\n",
-       "      <td>772.200012</td>\n",
-       "      <td>...</td>\n",
-       "      <td>KISKATINAW RIVER NEAR FARMINGTON</td>\n",
-       "      <td>active</td>\n",
-       "      <td>en service</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>Prerelease/Préliminaire</td>\n",
-       "      <td>2021-12-17</td>\n",
-       "      <td>1.645344e+06</td>\n",
-       "      <td>0.045623</td>\n",
-       "      <td>44218.162482</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>2</th>\n",
-       "      <td>677561</td>\n",
-       "      <td>0101000020BD0B00009E6EC5CA517F34410D198ABF4ADB...</td>\n",
-       "      <td>POINT (1333375.8653826786 1230109.0091861207)</td>\n",
-       "      <td>3495.78</td>\n",
-       "      <td>3495.776037</td>\n",
-       "      <td>9348708</td>\n",
-       "      <td>9347705</td>\n",
-       "      <td>1.333376e+06</td>\n",
-       "      <td>1.230109e+06</td>\n",
-       "      <td>923.799988</td>\n",
-       "      <td>...</td>\n",
-       "      <td>KISKATINAW RIVER NEAR FARMINGTON</td>\n",
-       "      <td>active</td>\n",
-       "      <td>en service</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>Prerelease/Préliminaire</td>\n",
-       "      <td>2021-12-17</td>\n",
-       "      <td>3.476694e+09</td>\n",
-       "      <td>96.404753</td>\n",
-       "      <td>5082.440245</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>3</th>\n",
-       "      <td>702606</td>\n",
-       "      <td>0101000020BD0B000052DE1E6E097E344167BBCED6BEE2...</td>\n",
-       "      <td>POINT (1341922.9552166634 1230457.0807178216)</td>\n",
-       "      <td>3607.36</td>\n",
-       "      <td>3607.356350</td>\n",
-       "      <td>9647105</td>\n",
-       "      <td>9646054</td>\n",
-       "      <td>1.341923e+06</td>\n",
-       "      <td>1.230457e+06</td>\n",
-       "      <td>917.299988</td>\n",
-       "      <td>...</td>\n",
-       "      <td>KISKATINAW RIVER NEAR FARMINGTON</td>\n",
-       "      <td>active</td>\n",
-       "      <td>en service</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>Prerelease/Préliminaire</td>\n",
-       "      <td>2021-12-17</td>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>3617.783147</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>4</th>\n",
-       "      <td>710034</td>\n",
-       "      <td>0101000020BD0B0000BA02324E950134413FF45AF2A8E0...</td>\n",
-       "      <td>POINT (1315546.8680366739 1137966.7398220068)</td>\n",
-       "      <td>3807.78</td>\n",
-       "      <td>3807.783325</td>\n",
-       "      <td>10183105</td>\n",
-       "      <td>10182153</td>\n",
-       "      <td>1.315547e+06</td>\n",
-       "      <td>1.137967e+06</td>\n",
-       "      <td>1263.099976</td>\n",
-       "      <td>...</td>\n",
-       "      <td>KISKATINAW RIVER NEAR FARMINGTON</td>\n",
-       "      <td>active</td>\n",
-       "      <td>en service</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>3606.35</td>\n",
-       "      <td>Prerelease/Préliminaire</td>\n",
-       "      <td>2021-12-17</td>\n",
-       "      <td>1.515030e+06</td>\n",
-       "      <td>0.042010</td>\n",
-       "      <td>95881.904723</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "<p>5 rows × 69 columns</p>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "       id                                           centroid  \\\n",
-       "0  658320  0101000020BD0B0000FF53BE6CD27F3441335966550ED9...   \n",
-       "1  650176  0101000020BD0B00001BC14AA6130F3541EB9A375F716F...   \n",
-       "2  677561  0101000020BD0B00009E6EC5CA517F34410D198ABF4ADB...   \n",
-       "3  702606  0101000020BD0B000052DE1E6E097E344167BBCED6BEE2...   \n",
-       "4  710034  0101000020BD0B0000BA02324E950134413FF45AF2A8E0...   \n",
-       "\n",
-       "                                         pour_pt     area  drainage_area_km2  \\\n",
-       "0  POINT (1329411.7173827535 1225854.8015764449)  3461.15        3461.146533   \n",
-       "1  POINT (1379920.7640939949 1246197.6488736218)  3763.95        3763.949202   \n",
-       "2  POINT (1333375.8653826786 1230109.0091861207)  3495.78        3495.776037   \n",
-       "3  POINT (1341922.9552166634 1230457.0807178216)  3607.36        3607.356350   \n",
-       "4  POINT (1315546.8680366739 1137966.7398220068)  3807.78        3807.783325   \n",
-       "\n",
-       "   acc_polygon   ppt_acc  ppt_lon_m_3005  ppt_lat_m_3005  elevation_m  ...  \\\n",
-       "0      9256098   9255116    1.329412e+06    1.225855e+06   925.700012  ...   \n",
-       "1     10065880  10064981    1.379921e+06    1.246198e+06   772.200012  ...   \n",
-       "2      9348708   9347705    1.333376e+06    1.230109e+06   923.799988  ...   \n",
-       "3      9647105   9646054    1.341923e+06    1.230457e+06   917.299988  ...   \n",
-       "4     10183105  10182153    1.315547e+06    1.137967e+06  1263.099976  ...   \n",
-       "\n",
-       "                            NameNom  Status        Etat  Area_km2  Aire_km2  \\\n",
-       "0  KISKATINAW RIVER NEAR FARMINGTON  active  en service   3606.35   3606.35   \n",
-       "1  KISKATINAW RIVER NEAR FARMINGTON  active  en service   3606.35   3606.35   \n",
-       "2  KISKATINAW RIVER NEAR FARMINGTON  active  en service   3606.35   3606.35   \n",
-       "3  KISKATINAW RIVER NEAR FARMINGTON  active  en service   3606.35   3606.35   \n",
-       "4  KISKATINAW RIVER NEAR FARMINGTON  active  en service   3606.35   3606.35   \n",
-       "\n",
-       "                   Version        Date  intersection_area  percentage  \\\n",
-       "0  Prerelease/Préliminaire  2021-12-17       3.442116e+09   95.445933   \n",
-       "1  Prerelease/Préliminaire  2021-12-17       1.645344e+06    0.045623   \n",
-       "2  Prerelease/Préliminaire  2021-12-17       3.476694e+09   96.404753   \n",
-       "3  Prerelease/Préliminaire  2021-12-17       3.559847e+09   98.710484   \n",
-       "4  Prerelease/Préliminaire  2021-12-17       1.515030e+06    0.042010   \n",
-       "\n",
-       "   distance_to_wsc_ppt  \n",
-       "0         10371.146816  \n",
-       "1         44218.162482  \n",
-       "2          5082.440245  \n",
-       "3          3617.783147  \n",
-       "4         95881.904723  \n",
-       "\n",
-       "[5 rows x 69 columns]"
-      ]
-     },
-     "execution_count": 48,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "# compute the distance from the pour point to the updated WSC pour point\n",
     "# pour_pt_geoms = intersections.copy().set_geometry('pour_pt')\n",
@@ -525,297 +280,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 49,
+   "execution_count": null,
    "id": "c7e2c300-a862-4c50-a990-16926d7d92a4",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "Index(['id', 'centroid', 'pour_pt', 'area', 'drainage_area_km2', 'acc_polygon',\n",
-       "       'ppt_acc', 'ppt_lon_m_3005', 'ppt_lat_m_3005', 'elevation_m',\n",
-       "       'aspect_deg', 'slope_deg', 'region_code', 'land_use_forest_frac_2010',\n",
-       "       'land_use_forest_frac_2015', 'land_use_forest_frac_2020',\n",
-       "       'land_use_shrubs_frac_2010', 'land_use_shrubs_frac_2015',\n",
-       "       'land_use_shrubs_frac_2020', 'land_use_grass_frac_2010',\n",
-       "       'land_use_grass_frac_2015', 'land_use_grass_frac_2020',\n",
-       "       'land_use_wetland_frac_2010', 'land_use_wetland_frac_2015',\n",
-       "       'land_use_wetland_frac_2020', 'land_use_crops_frac_2010',\n",
-       "       'land_use_crops_frac_2015', 'land_use_crops_frac_2020',\n",
-       "       'land_use_urban_frac_2010', 'land_use_urban_frac_2015',\n",
-       "       'land_use_urban_frac_2020', 'land_use_water_frac_2010',\n",
-       "       'land_use_water_frac_2015', 'land_use_water_frac_2020',\n",
-       "       'land_use_snow_ice_frac_2010', 'land_use_snow_ice_frac_2015',\n",
-       "       'land_use_snow_ice_frac_2020', 'logk_ice_x100', 'k_stdev_x100',\n",
-       "       'porosity_x100', 'tmax', 'tmin', 'vp', 'swe', 'srad', 'soil_flag',\n",
-       "       'permafrost_flag', 'prcp_dry_days', 'prcp_dry_duration', 'centroid_x',\n",
-       "       'centroid_y', 'high_prcp_duration', 'low_prcp_duration', 'prcp',\n",
-       "       'high_prcp_freq', 'low_prcp_freq', 'geometry', 'index_right',\n",
-       "       'StationNum', 'NameNom', 'Status', 'Etat', 'Area_km2', 'Aire_km2',\n",
-       "       'Version', 'Date', 'intersection_area', 'percentage',\n",
-       "       'distance_to_wsc_ppt'],\n",
-       "      dtype='object')"
-      ]
-     },
-     "execution_count": 49,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "intersections.columns"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 52,
+   "execution_count": null,
    "id": "6d7ca862-583e-4a95-8145-3872169dd8f5",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
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-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>intersection_area</th>\n",
-       "      <th>percentage</th>\n",
-       "      <th>region_code</th>\n",
-       "      <th>geometry</th>\n",
-       "      <th>distance_to_wsc_ppt</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>11</th>\n",
-       "      <td>3.559850e+09</td>\n",
-       "      <td>98.710565</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>8084.755744</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>32</th>\n",
-       "      <td>3.559850e+09</td>\n",
-       "      <td>98.710560</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>2559.273100</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>115</th>\n",
-       "      <td>3.559850e+09</td>\n",
-       "      <td>98.710560</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>3598.750163</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>33</th>\n",
-       "      <td>3.559849e+09</td>\n",
-       "      <td>98.710558</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>4993.446886</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>49</th>\n",
-       "      <td>3.559849e+09</td>\n",
-       "      <td>98.710558</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>6503.596316</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>70</th>\n",
-       "      <td>3.559849e+09</td>\n",
-       "      <td>98.710558</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>9406.733197</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>29</th>\n",
-       "      <td>3.559849e+09</td>\n",
-       "      <td>98.710556</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>4644.077143</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>5</th>\n",
-       "      <td>3.559849e+09</td>\n",
-       "      <td>98.710556</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>4974.114774</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>31</th>\n",
-       "      <td>3.559848e+09</td>\n",
-       "      <td>98.710505</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>2301.567199</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>28</th>\n",
-       "      <td>3.559848e+09</td>\n",
-       "      <td>98.710505</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>2540.258104</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>19</th>\n",
-       "      <td>3.559848e+09</td>\n",
-       "      <td>98.710505</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>2320.604401</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>3</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>3617.783147</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>66</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>3992.029591</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>105</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>4624.859165</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>21</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>4009.151782</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>98</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>8062.701399</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>22</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>7545.761303</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>61</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>6506.270836</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>9</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>7563.042879</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>84</th>\n",
-       "      <td>3.559847e+09</td>\n",
-       "      <td>98.710484</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>1907.398755</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "     intersection_area  percentage region_code  \\\n",
-       "11        3.559850e+09   98.710565         PCR   \n",
-       "32        3.559850e+09   98.710560         PCR   \n",
-       "115       3.559850e+09   98.710560         PCR   \n",
-       "33        3.559849e+09   98.710558         PCR   \n",
-       "49        3.559849e+09   98.710558         PCR   \n",
-       "70        3.559849e+09   98.710558         PCR   \n",
-       "29        3.559849e+09   98.710556         PCR   \n",
-       "5         3.559849e+09   98.710556         PCR   \n",
-       "31        3.559848e+09   98.710505         PCR   \n",
-       "28        3.559848e+09   98.710505         PCR   \n",
-       "19        3.559848e+09   98.710505         PCR   \n",
-       "3         3.559847e+09   98.710484         PCR   \n",
-       "66        3.559847e+09   98.710484         PCR   \n",
-       "105       3.559847e+09   98.710484         PCR   \n",
-       "21        3.559847e+09   98.710484         PCR   \n",
-       "98        3.559847e+09   98.710484         PCR   \n",
-       "22        3.559847e+09   98.710484         PCR   \n",
-       "61        3.559847e+09   98.710484         PCR   \n",
-       "9         3.559847e+09   98.710484         PCR   \n",
-       "84        3.559847e+09   98.710484         PCR   \n",
-       "\n",
-       "                                              geometry  distance_to_wsc_ppt  \n",
-       "11   POLYGON ((1306830.742 1212985.886, 1306831.703...          8084.755744  \n",
-       "32   POLYGON ((1306830.742 1212985.886, 1306831.703...          2559.273100  \n",
-       "115  POLYGON ((1306830.742 1212985.886, 1306831.703...          3598.750163  \n",
-       "33   POLYGON ((1306830.742 1212985.886, 1306831.703...          4993.446886  \n",
-       "49   POLYGON ((1306830.742 1212985.886, 1306831.703...          6503.596316  \n",
-       "70   POLYGON ((1306830.742 1212985.886, 1306831.703...          9406.733197  \n",
-       "29   POLYGON ((1306830.742 1212985.886, 1306831.703...          4644.077143  \n",
-       "5    POLYGON ((1306830.742 1212985.886, 1306831.703...          4974.114774  \n",
-       "31   POLYGON ((1306830.742 1212985.886, 1306831.703...          2301.567199  \n",
-       "28   POLYGON ((1306830.742 1212985.886, 1306831.703...          2540.258104  \n",
-       "19   POLYGON ((1306830.742 1212985.886, 1306831.703...          2320.604401  \n",
-       "3    POLYGON ((1306830.742 1212985.886, 1306831.703...          3617.783147  \n",
-       "66   POLYGON ((1306830.742 1212985.886, 1306831.703...          3992.029591  \n",
-       "105  POLYGON ((1306830.742 1212985.886, 1306831.703...          4624.859165  \n",
-       "21   POLYGON ((1306830.742 1212985.886, 1306831.703...          4009.151782  \n",
-       "98   POLYGON ((1306830.742 1212985.886, 1306831.703...          8062.701399  \n",
-       "22   POLYGON ((1306830.742 1212985.886, 1306831.703...          7545.761303  \n",
-       "61   POLYGON ((1306830.742 1212985.886, 1306831.703...          6506.270836  \n",
-       "9    POLYGON ((1306830.742 1212985.886, 1306831.703...          7563.042879  \n",
-       "84   POLYGON ((1306830.742 1212985.886, 1306831.703...          1907.398755  "
-      ]
-     },
-     "execution_count": 52,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "# first, sort by the pct overlapping area\n",
     "out_df = intersections[['intersection_area', 'percentage', 'region_code', 'geometry', 'distance_to_wsc_ppt']].sort_values('percentage', ascending=False)\n",
@@ -833,104 +311,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 53,
+   "execution_count": null,
    "id": "941db71a-1409-44d6-8606-da8d8bf878fb",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>intersection_area</th>\n",
-       "      <th>percentage</th>\n",
-       "      <th>region_code</th>\n",
-       "      <th>geometry</th>\n",
-       "      <th>distance_to_wsc_ppt</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>88</th>\n",
-       "      <td>3.559571e+09</td>\n",
-       "      <td>98.702841</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>710.856744</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>63</th>\n",
-       "      <td>3.559619e+09</td>\n",
-       "      <td>98.704168</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>735.258940</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>110</th>\n",
-       "      <td>3.559620e+09</td>\n",
-       "      <td>98.704187</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>975.887553</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>44</th>\n",
-       "      <td>3.559623e+09</td>\n",
-       "      <td>98.704264</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>978.234885</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>90</th>\n",
-       "      <td>3.556946e+09</td>\n",
-       "      <td>98.630036</td>\n",
-       "      <td>PCR</td>\n",
-       "      <td>POLYGON ((1306830.742 1212985.886, 1306831.703...</td>\n",
-       "      <td>1434.273566</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "     intersection_area  percentage region_code  \\\n",
-       "88        3.559571e+09   98.702841         PCR   \n",
-       "63        3.559619e+09   98.704168         PCR   \n",
-       "110       3.559620e+09   98.704187         PCR   \n",
-       "44        3.559623e+09   98.704264         PCR   \n",
-       "90        3.556946e+09   98.630036         PCR   \n",
-       "\n",
-       "                                              geometry  distance_to_wsc_ppt  \n",
-       "88   POLYGON ((1306830.742 1212985.886, 1306831.703...           710.856744  \n",
-       "63   POLYGON ((1306830.742 1212985.886, 1306831.703...           735.258940  \n",
-       "110  POLYGON ((1306830.742 1212985.886, 1306831.703...           975.887553  \n",
-       "44   POLYGON ((1306830.742 1212985.886, 1306831.703...           978.234885  \n",
-       "90   POLYGON ((1306830.742 1212985.886, 1306831.703...          1434.273566  "
-      ]
-     },
-     "execution_count": 53,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "out_df = out_df.sort_values('distance_to_wsc_ppt')\n",
     "out_df.head()"
@@ -938,22 +322,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 54,
+   "execution_count": null,
    "id": "55343886-f6ae-4efa-9230-e450a71a9369",
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "    intersection_area  percentage region_code  \\\n",
-      "88       3.559571e+09   98.702841         PCR   \n",
-      "\n",
-      "                                             geometry  distance_to_wsc_ppt  \n",
-      "88  POLYGON ((1306830.742 1212985.886, 1306831.703...           710.856744  \n"
-     ]
-    }
-   ],
+   "outputs": [],
    "source": [
     "out_df = out_df[out_df.index == 88]\n",
     "out_df.to_file('data/BCUB_polygon_best_overlap.geojson')\n",
@@ -962,323 +334,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 21,
+   "execution_count": null,
    "id": "4fd837dd-1494-4ee0-9abf-57295dd35964",
    "metadata": {},
-   "outputs": [
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-       "    }\n",
-       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
-       "      const bk_div = document.createElement(\"div\");\n",
-       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
-       "      const script_attrs = bk_div.children[0].attributes;\n",
-       "      for (let i = 0; i < script_attrs.length; i++) {\n",
-       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
-       "        toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n",
-       "      }\n",
-       "      // store reference to server id on output_area\n",
-       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
-       "    }\n",
-       "  }\n",
-       "\n",
-       "  function register_renderer(events, OutputArea) {\n",
-       "\n",
-       "    function append_mime(data, metadata, element) {\n",
-       "      // create a DOM node to render to\n",
-       "      const toinsert = this.create_output_subarea(\n",
-       "        metadata,\n",
-       "        CLASS_NAME,\n",
-       "        EXEC_MIME_TYPE\n",
-       "      );\n",
-       "      this.keyboard_manager.register_events(toinsert);\n",
-       "      // Render to node\n",
-       "      const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
-       "      render(props, toinsert[toinsert.length - 1]);\n",
-       "      element.append(toinsert);\n",
-       "      return toinsert\n",
-       "    }\n",
-       "\n",
-       "    /* Handle when an output is cleared or removed */\n",
-       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
-       "    events.on('delete.Cell', handleClearOutput);\n",
-       "\n",
-       "    /* Handle when a new output is added */\n",
-       "    events.on('output_added.OutputArea', handleAddOutput);\n",
-       "\n",
-       "    /**\n",
-       "     * Register the mime type and append_mime function with output_area\n",
-       "     */\n",
-       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
-       "      /* Is output safe? */\n",
-       "      safe: true,\n",
-       "      /* Index of renderer in `output_area.display_order` */\n",
-       "      index: 0\n",
-       "    });\n",
-       "  }\n",
-       "\n",
-       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
-       "  if (root.Jupyter !== undefined) {\n",
-       "    const events = require('base/js/events');\n",
-       "    const OutputArea = require('notebook/js/outputarea').OutputArea;\n",
-       "\n",
-       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
-       "      register_renderer(events, OutputArea);\n",
-       "    }\n",
-       "  }\n",
-       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
-       "    root._bokeh_timeout = Date.now() + 5000;\n",
-       "    root._bokeh_failed_load = false;\n",
-       "  }\n",
-       "\n",
-       "  const NB_LOAD_WARNING = {'data': {'text/html':\n",
-       "     \"<div style='background-color: #fdd'>\\n\"+\n",
-       "     \"<p>\\n\"+\n",
-       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
-       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
-       "     \"</p>\\n\"+\n",
-       "     \"<ul>\\n\"+\n",
-       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
-       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
-       "     \"</ul>\\n\"+\n",
-       "     \"<code>\\n\"+\n",
-       "     \"from bokeh.resources import INLINE\\n\"+\n",
-       "     \"output_notebook(resources=INLINE)\\n\"+\n",
-       "     \"</code>\\n\"+\n",
-       "     \"</div>\"}};\n",
-       "\n",
-       "  function display_loaded() {\n",
-       "    const el = document.getElementById(\"e4727674-7277-473c-9538-110224ff7b7d\");\n",
-       "    if (el != null) {\n",
-       "      el.textContent = \"BokehJS is loading...\";\n",
-       "    }\n",
-       "    if (root.Bokeh !== undefined) {\n",
-       "      if (el != null) {\n",
-       "        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
-       "      }\n",
-       "    } else if (Date.now() < root._bokeh_timeout) {\n",
-       "      setTimeout(display_loaded, 100)\n",
-       "    }\n",
-       "  }\n",
-       "\n",
-       "  function run_callbacks() {\n",
-       "    try {\n",
-       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
-       "        if (callback != null)\n",
-       "          callback();\n",
-       "      });\n",
-       "    } finally {\n",
-       "      delete root._bokeh_onload_callbacks\n",
-       "    }\n",
-       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
-       "  }\n",
-       "\n",
-       "  function load_libs(css_urls, js_urls, callback) {\n",
-       "    if (css_urls == null) css_urls = [];\n",
-       "    if (js_urls == null) js_urls = [];\n",
-       "\n",
-       "    root._bokeh_onload_callbacks.push(callback);\n",
-       "    if (root._bokeh_is_loading > 0) {\n",
-       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
-       "      return null;\n",
-       "    }\n",
-       "    if (js_urls == null || js_urls.length === 0) {\n",
-       "      run_callbacks();\n",
-       "      return null;\n",
-       "    }\n",
-       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
-       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
-       "\n",
-       "    function on_load() {\n",
-       "      root._bokeh_is_loading--;\n",
-       "      if (root._bokeh_is_loading === 0) {\n",
-       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
-       "        run_callbacks()\n",
-       "      }\n",
-       "    }\n",
-       "\n",
-       "    function on_error(url) {\n",
-       "      console.error(\"failed to load \" + url);\n",
-       "    }\n",
-       "\n",
-       "    for (let i = 0; i < css_urls.length; i++) {\n",
-       "      const url = css_urls[i];\n",
-       "      const element = document.createElement(\"link\");\n",
-       "      element.onload = on_load;\n",
-       "      element.onerror = on_error.bind(null, url);\n",
-       "      element.rel = \"stylesheet\";\n",
-       "      element.type = \"text/css\";\n",
-       "      element.href = url;\n",
-       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
-       "      document.body.appendChild(element);\n",
-       "    }\n",
-       "\n",
-       "    for (let i = 0; i < js_urls.length; i++) {\n",
-       "      const url = js_urls[i];\n",
-       "      const element = document.createElement('script');\n",
-       "      element.onload = on_load;\n",
-       "      element.onerror = on_error.bind(null, url);\n",
-       "      element.async = false;\n",
-       "      element.src = url;\n",
-       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
-       "      document.head.appendChild(element);\n",
-       "    }\n",
-       "  };\n",
-       "\n",
-       "  function inject_raw_css(css) {\n",
-       "    const element = document.createElement(\"style\");\n",
-       "    element.appendChild(document.createTextNode(css));\n",
-       "    document.body.appendChild(element);\n",
-       "  }\n",
-       "\n",
-       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.3.3.min.js\"];\n",
-       "  const css_urls = [];\n",
-       "\n",
-       "  const inline_js = [    function(Bokeh) {\n",
-       "      Bokeh.set_log_level(\"info\");\n",
-       "    },\n",
-       "function(Bokeh) {\n",
-       "    }\n",
-       "  ];\n",
-       "\n",
-       "  function run_inline_js() {\n",
-       "    if (root.Bokeh !== undefined || force === true) {\n",
-       "          for (let i = 0; i < inline_js.length; i++) {\n",
-       "      inline_js[i].call(root, root.Bokeh);\n",
-       "    }\n",
-       "if (force === true) {\n",
-       "        display_loaded();\n",
-       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
-       "      setTimeout(run_inline_js, 100);\n",
-       "    } else if (!root._bokeh_failed_load) {\n",
-       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
-       "      root._bokeh_failed_load = true;\n",
-       "    } else if (force !== true) {\n",
-       "      const cell = $(document.getElementById(\"e4727674-7277-473c-9538-110224ff7b7d\")).parents('.cell').data().cell;\n",
-       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
-       "    }\n",
-       "  }\n",
-       "\n",
-       "  if (root._bokeh_is_loading === 0) {\n",
-       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
-       "    run_inline_js();\n",
-       "  } else {\n",
-       "    load_libs(css_urls, js_urls, function() {\n",
-       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
-       "      run_inline_js();\n",
-       "    });\n",
-       "  }\n",
-       "}(window));"
-      ],
-      "application/vnd.bokehjs_load.v0+json": "(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    const el = document.getElementById(\"e4727674-7277-473c-9538-110224ff7b7d\");\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.3.3.min.js\"];\n  const css_urls = [];\n\n  const inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {\n    }\n  ];\n\n  function run_inline_js() {\n    if (root.Bokeh !== undefined || force === true) {\n          for (let i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\nif (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      const cell = $(document.getElementById(\"e4727674-7277-473c-9538-110224ff7b7d\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "from bokeh.plotting import figure, show\n",
     "from bokeh.models import ColumnDataSource\n",
@@ -1288,7 +347,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 22,
+   "execution_count": null,
    "id": "13955800-2c55-49b3-8ec6-48370f4dd2a0",
    "metadata": {},
    "outputs": [],
@@ -1325,7 +384,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 29,
+   "execution_count": null,
    "id": "a94f7554-12c4-486c-9292-0e39eeddc04a",
    "metadata": {},
    "outputs": [],
@@ -1338,7 +397,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 26,
+   "execution_count": null,
    "id": "f1d664f8-8fd1-4319-a7e8-4e440315bc71",
    "metadata": {},
    "outputs": [],
@@ -1348,58 +407,10 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 27,
+   "execution_count": null,
    "id": "0a359850-da80-471b-aeac-6d118728039b",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "\n",
-       "  <div id=\"e02b8aa2-9b54-4683-b087-1cc7dc1349a7\" data-root-id=\"p1001\" style=\"display: contents;\"></div>\n"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "application/javascript": [
-       "(function(root) {\n",
-       "  function embed_document(root) {\n",
-       "  const docs_json = {\"4004ea33-0ccb-42b9-9615-21aa1241e782\":{\"version\":\"3.3.3\",\"title\":\"Bokeh 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DUVV64VOpLQDUOVwlB6ktAbJB+pTrqS0DEMMljLupLQFFMosEa6ktAlQOfIQfqS0D5g9/F/OlLQFsN41f06UtAquyInu/pS0CHfVaU8OlLQFWDkpfv6UtAMzZYy+zpS0Ct4y8C6ulLQF9LpK7h6UtAsZeR2sHpS0BhAkMFsOlLQJyHPTuA6UtADjuvxS/pS0DQnXOZFelLQIlbCFb76EtABMXPTN7oS0Aehsrq1uhLQDdjGrjJ6EtAQCDyXsHoS0DIN2OEr+hLQFnOceqa6EtAszIDXYfoS0Cy57Mie+hLQDcKfFda6EtAkfd/gknoS0AgxWREPuhLQPHDnyAy6EtAidkGhh3oS0B3HM1rDuhLQHvwEXMB6EtAL/ru6fnnS0A39MEy9udLQBhFrL7t50tAJv5GrcPnS0ARANJauOdLQFg/CbWk50tAdA6toZbnS0BWaObqg+dLQCsUewV150tA4siFyD7nS0Ca55JbJ+dLQHBPAeQP50tAKlsfoenmS0Aze6M6w+ZLQElO5L6f5ktA+GCTTofmS0BVji0xeuZLQLuQ891x5ktAKVmh92/mS0BPbyzmb+ZLQAIRBv5t5ktAk7xKFm7mS0D1rNMEbuZLQK2zQudu5ktAOge0U3fmS0CGB705h+ZLQEjE7reN5ktAfchO8ZjmS0BItyAmpOZLQE73Hwuk5ktAXTS18KXmS0AjhVLrpeZLQGsFcRGk5ktATcQcg5zmS0DN0BKtmuZLQPukswOW5ktAFpgoJJTmS0Dpqds0keZLQHHYa1GR5ktAzslPoIvmS0DBwOshhOZLQCRosM965ktA/tx9THPmS0CfgeGUbeZLQP9UO+Fq5ktAXj5182fmS0ApccwIaOZLQJceLwxn5ktAZcn+dGHmS0AHKMbMWuZLQJqtVm9S5ktAOIFxXEXmS0CwDlE2OeZLQEDOCJcX5ktAQTh2KAHmS0Cwvgwp8+VLQG5smyHW5UtAwn0e78rlS0DpmoEYyOVLQBojWce+5UtAUOiWbKjlS0ANM0Drn+VLQFJ4x56H5UtAad/YyoPlS0Cm/Ns6f+VLQPvZ1Qxy5UtAGj6g22flS0DeQketW+VLQMAgzetX5UtA6YMseELlS0BGXekkN+VLQDLTHOQr5UtA3ksVVxjlS0CFhIDNEOVLQLmZ6pkD5UtA8zTawwHlS0CIW2+CzORLQMbGdye05EtA3hc5po/kS0BZn75HeORLQO9DSMRx5EtAHBBUDF7kS0BLe3ziQ+RLQPeh+XM85EtA5dUcZy3kS0A0/s/EKORLQD+pYfIY5EtAx+F3ZhHkS0BT5wSGD+RLQL7tDDcG5EtAydGg/vnjS0D/NPA79+NLQEXxebHv40tAeTVL/9vjS0BYyufsz+NLQLQM593C40tAw0qKcbnjS0BlmkqIt+NLQDhqGQSx40tAOiPmc53jS0DdI8gGZ+NLQNd27mtU40tAuokqYUXjS0CbAT9hC+NLQHNoh+jl4ktAq+wfBNfiS0Djl+28reJLQJoKbjSY4ktAhyWH6o7iS0DgMRqeg+JLQK7divJ84ktA9IRHUHniS0Ba0A3qbuJLQN+1XWtm4ktAr2rZX1jiS0C0Ah2PVOJLQN/P7tI+4ktAtq+QtDniS0BRqggtJ+JLQDIIEGsV4ktAJPH2UP3hS0DFwGXo9OFLQMHKjc7r4UtANFfIJ+fhS0BjJAB04uFLQLEwUC7a4UtAl7wGjNThS0DYOGSbxeFLQJ9DGRe/4UtAP54yq7XhS0BzZttzneFLQKW3xAaV4UtAkOPw5HvhS0D1HIN7SeFLQNUratIb4UtAB23XkOfgS0CA6SF4zuBLQJshADi24EtACwrBTEngS0CP5QPzMeBLQEaIYRAj4EtAvoC/TiDgS0DWgpNEIeBLQDAoAaEd4EtA9E1MdxTgS0DQXMCbE+BLQD0H/bwR4EtAR3XptRLgS0CRwJT4EeBLQC4AlvoR4EtAW8vlJRDgS0CPQ96OCuBLQIbrkIn+30tAfl+VePHfS0Aczfqc1N9LQAiTgyjL30tA4Gic+r7fS0DGtJslsN9LQF4cLG6s30tAOaYZuKffS0BYavX2o99LQKagw2Wd30tAVmz72pffS0AJmGdikN9LQMzClSiF30tAcaHKVHTfS0BbTD0pWN9LQDlAy4hF30tAwP4MWDrfS0D8TFlnK99LQHw/pR8U30tAnDMpEgffS0D35IIc3N5LQLl6tMnF3ktAAtQnaLzeS0Ah1mWvud5LQE3NP3au3ktAhd5nPqLeS0AgC3zYmt5LQBHXyO2Y3ktAVD5OT1reS0BALHInT95LQIZQqIs63ktAMElzax/eS0BWLkb3CN5LQLmAxb793UtASXQXR/bdS0DCl7yA5d1LQPKWaCbe3UtAqamkPN3dS0AJeJ8+3d1LQHC6IiHf3UtAmnLZ4+PdS0DxARKe591LQC813Mnl3UtAaaquUN/dS0AuD3OY291LQOH95evW3UtAxGWkl77dS0AFOKLtq91LQG2+PDeJ3UtA2cjozHLdS0D0x56+V91LQBTYTxg33UtA2LUzoi3dS0DDCUilH91LQOm7CH4U3UtAEedfOgndS0CvM2ye59xLQGFkffvh3EtAQVesZdvcS0A2zrcp0dxLQFWS2RmZ3EtA76ljlZLcS0DYMJaYkNxLQBKxZb+P3EtATJvoAn3cS0BnUtWhZtxLQOBhBtxT3EtA2jVF4EXcS0CY85GjH9xLQLl1Idf/20tAaHyiL+DbS0DjMg+v19tLQAz9SCi120tAwPYOHG/bS0B19/rZVttLQME+wBtR20tAwDxVDDfbS0AqbKBCM9tLQOLCUcTy2ktA1iQ7Td7aS0D/UmxdztpLQLmOHuq32ktAcXNsoq7aS0CJScsqp9pLQGtpdmOV2ktAQbWHS3vaS0DH0wWedtpLQAdhFPVj2ktAXdO1lkzaS0ATAz2kPdpLQBhbeX0x2ktAC5NOyR7aS0CaPDvZANpLQKR/oQXw2UtA56ahbunZS0DsSAPs4dlLQE7EUizQ2UtA00iqeq/ZS0CStxLdmtlLQMGdpxuX2UtABa5/ZZLZS0DvngbwfNlLQGWJhclw2UtAH8A4EW3ZS0B2GYPDVdlLQGH0tZ5J2UtALFKYzDjZS0DpB7RiItlLQMLSPFcG2UtATXYEIe3YS0ATa3djz9hLQMryasqf2EtAw4j9pZLYS0BER90BcNhLQDk+exc32EtApYWfYAjYS0C5Lbj28NdLQC3bW1/e10tAJkFhuMnXS0C0g/EQnNdLQGu6LbeS10tAlfx1Mm7XS0A88IALYtdLQLxSYZxa10tAPEJ5/jjXS0BhQo8vGddLQIBOSKX31ktAmjL9oNvWS0D9rUzhydZLQH+Azyu41ktA8+Q2jpbWS0DBzVSIh9ZLQMC7OSKA1ktAfjamhV3WS0DMOZGdTdZLQC/VT0kn1ktA/dTAdRbWS0BhqpOyE9ZLQEtFgmcK1ktAHi4dBgLWS0B+BjUy/tVLQAku+tDm1UtACSo13srVS0DeRmQOuNVLQFubz4uj1UtAb7+bv6DVS0BSkVJcl9VLQGX3RfiN1UtA05HQwXPVS0CySTlda9VLQITLx65n1UtAceyxGCjVS0BIkUxZFtVLQFEaR3La1EtAAOaj99PUS0Dr97EN0tRLQOSMW0vP1EtAwMtDe7zUS0BBOaoKtdRLQCO5Uoit1EtA2KqhnavUS0BUfkB3dNRLQJNaw9pS1EtA4VcX6kLUS0C5UPKKKtRLQJOF0+IJ1EtADlo+TvXTS0DoN5l58dNLQOWpFgTb00tAn2y2ntPTS0BIXgW00dNLQEiR+FnI00tAjRUXQqzTS0Dskyuop9NLQCUrQvui00tAIRtO9JTTS0CV3alGkNNLQFTsIbR600tA8aM6ul3TS0CSNW19U9NLQGDsX/Q900tAtbD0YifTS0BxPc/hEtNLQJx8KNsE00tAgbCYgPvSS0BGCWGl6tJLQGgemRHV0ktARerY1snSS0A7GzjIrdJLQPQwRsGf0ktALBBRepbSS0DjOJhpldJLQKb5sJ+E0ktAL+rHhGrSS0CdnPhvQNJLQF+ZYcQ60ktAswxxGSjSS0AhhRn3/9FLQPNWr4XN0UtADFMW8LjRS0DxOFuZoNFLQK6ssxWM0UtAL4LT44DRS0A98uJfbNFLQFG5kIFb0UtA4w/SYk/RS0DYsVMRRtFLQLtb3Uc00UtAobz+rS/RS0AYWLV7JNFLQDhWz6cg0UtAbkyB///QS0DosT1S+9BLQC8FHXr50EtAUG+qrvbQS0BasTBl3NBLQI/39dnH0EtAC94DwK3QS0CYd/PGnNBLQKr/xwSa0EtA6Z5RNHvQS0AwezdVeNBLQFn91UZp0EtAMpvFzWHQS0BjlsUdX9BLQNwLi6VW0EtAB9qBoEfQS0A00rzKN9BLQA/2bcgM0EtA7atP//rPS0AjTgA13c9LQDYWLFm+z0tA9KDqDqTPS0DERNvvmM9LQOkQV4yCz0tABztlpXHPS0DE/VDOb89LQBucfnlWz0tAl/2MCE/PS0BAmaUoTc9LQCl51W1Kz0tA81T86UPPS0BUNb5SPc9LQLWwF3I7z0tA/QBaFjPPS0D5ItHTGc9LQKT0AnwPz0tAN6gA/PnOS0DBzkeY8M5LQKsDQB/pzktAVzW6UOfOS0BnVr7t3c5LQPsekhrNzktAACz+y8LOS0Do8Ij4sc5LQOfu/yWhzktAgJwmXJ3OS0AUxGx7m85LQFxR1LCXzktA8x+oE4POS0Dk0MRDcc5LQCGNbupnzktA9pmtO2TOS0DQo1BTYc5LQNWXf0NUzktAFKBhwkzOS0BlwrxVRM5LQERaNQU7zktA5MKP3i7OS0C0hVH3Hs5LQIgp95MVzktAyX/uKQvOS0DHNVLkAM5LQMeBExv9zUtATaa8tvTNS0ADT0GI6M1LQDag9SjQzUtA88FbIsLNS0B4ZVBtsM1LQIjcx8+bzUtA0Avcxo7NS0BJpn2/jc1LQJ+Kzt6LzUtAG5hvjIPNS0C//KQAb81LQHTIAM9EzUtA9WIOQDLNS0BWoTk5I81LQOpuZq0OzUtA3ZzMPfnMS0DKJxrH78xLQGmY4MLkzEtAA42LPdDMS0AX0yScycxLQNqfwlPAzEtAMBy78LXMS0BZmitVssxLQFm4/i2mzEtAouVWYaPMS0A4M26VoMxLQGgF2hiZzEtAkt/MNpfMS0ABIr9JlsxLQPgnVlKWzEtAImSL147MS0B2loZyhsxLQGkwqAR+zEtAsujvdXfMS0BqEM1Ga8xLQFRNOKpJzEtA3eo15yfMS0B8zjeLH8xLQBo+CL8czEtATi+3PBXMS0BTW/VJBsxLQFyi6iz6y0tAaw7e/uzLS0CXRoJf2ctLQDfMXCLPy0tAEct6X8zLS0Bno0b9wstLQFd0Nnq7y0tAeYW9sanLS0B4NghmkctLQDSVsyGGy0tARzP7G3jLS0DnB7MYW8tLQJCGQXBHy0tA7Ig2eSrLS0B0s7Q3HstLQO2lkJsJy0tAWTlh7ejKS0CkkInTyspLQNbk1Ri4yktA2GQnBZvKS0At3eOgkspLQHv7z66DyktAvfjZnXXKS0B5qX9NbMpLQP+7D/FjyktAa+eXokvKS0BJ+vnLO8pLQHgZpYgiyktAGME4uPTJS0Cpx2Z83MlLQIp2nfnUyUtAD9AsX9DJS0DuH+l4sclLQD2PyIaUyUtACLeoyIHJS0BpgqD3VMlLQLrQOwZFyUtApbziWEDJS0BfJDfUOclLQCsTNvcoyUtADCWPUSXJS0AUqMpzFMlLQCJ5MpUEyUtAK5T0ueXIS0D7rn14y8hLQAnfqYqtyEtAlH167YvIS0A4e6phhMhLQETwcQZ8yEtAOwKAHHrIS0A68rYobMhLQGkiOqtVyEtAPzHqe0nIS0BhQOACQshLQI+fSPUyyEtAqmibPiLIS0B77VYsBMhLQI8cXdD7x0tA6mwV8vjHS0BOZAuA8sdLQIFQywfrx0tArpINE+nHS0CnaFRp1sdLQJsSn2HIx0tAV/LHDa/HS0BnOX6ypsdLQBIFzzGex0tAk3du15THS0D6HvmzesdLQGOTvEdxx0tAc0CQmG3HS0AHalM9ZcdLQJB6z4hfx0tAGNBl5lnHS0B5fJMqOsdLQFLENtcgx0tAipk7AhHHS0BYSkAA9MZLQAo+K6jpxktAB0FvTeHGS0BIBVnf2MZLQD627h7UxktAKEZ+U9HGS0AHtOBXwsZLQIPQSQi5xktAWitawJHGS0BPmmYkfMZLQB2zhtRyxktA01pWQ13GS0DUrEZYT8ZLQOcAiilCxktAdCc7FzXGS0BRP0qHL8ZLQGlqd1QkxktAafM3wh7GS0AD5cUVGcZLQG8EBDsKxktAybIG4ADGS0D+ppW09cVLQARA6LXmxUtALzDlYt3FS0BMy1gM1cVLQCnJ9GrRxUtA6bNPqc3FS0A2UA5DxMVLQGcZ6+2fxUtA38O54ZLFS0ANyE56isVLQEn9XKR4xUtAfRIStWnFS0CQ+1ZYYcVLQHDQqnhexUtA8FbjLVbFS0B7eNGCUMVLQMEAh5JBxUtA6dkgKynFS0Dz6VRzJcVLQJe4FhkcxUtAsaurahjFS0DHLmkQD8VLQBX/VqP4xEtAsOPXk+nES0AwfWcC5cRLQGC1DdHYxEtAVojUQrbES0ALUqLyncRLQDECS5eGxEtAqoOIUHzES0B94KXMdMRLQECEHwxkxEtAhVc9YF7ES0Ao2qb8VMRLQAhnxi5TxEtAPqwsrkrES0DkDoXjOsRLQCZwl9wsxEtACfF9GynES0Bgs0cIDMRLQAq0fOP/w0tA6zRjIvzDS0BAck3p78NLQLisEGPNw0tAg6kwmrvDS0C2L7WyuMNLQJq13QmYw0tAGbnjxIzDS0AP51HGf8NLQCDOYwR8w0tAAAk9tHLDS0AcqwrQYMNLQL+h7/xPw0tABgCd1UTDS0BjPnxAMMNLQHwg4Tciw0tAkgpjeB3DS0DwJ1cJ+sJLQNQkhJDxwktAorZIBc7CS0Bu8u5EoMJLQJ+Ch8yJwktAmLX7X3LCS0AxGMBUZsJLQDS74fAiwktAMwkL7AbCS0DK2vJz/sFLQKgNeujbwUtA9PCBZNTBS0CVlUOxs8FLQAH5c8CkwUtAAT1x+YLBS0DxnCcdc8FLQHVGP60xwUtAhAe8giPBS0BXeU5cCcFLQBgVWgvwwEtAmddJnufAS0BwgJA00cBLQDaf/KjJwEtA2VEe28fAS0ABW7yXvMBLQGYDKDSzwEtAj+A+xqrAS0Af4Rwxl8BLQHCfBo2SwEtAZ7UCqIHAS0CYkmNad8BLQBmFvj1NwEtAg/3xekrAS0BIzErSNsBLQJaGxIQrwEtAbPmnch/AS0CnWXk5FMBLQI+/ebP+v0tASRGTif6/S0DtExrX679LQPkzaMfRv0tAouJl3s6/S0Aqih0brr9LQLY0U86Vv0tAF6Rz+pG/S0C3DWK7ib9LQEDMJcJ3v0tAq6JYPnC/S0DKu5+Xbb9LQDY1SrBbv0tAWKDNrFC/S0ArUGNmUr9LQEScFAdMv0tAb/xJHDy/S0C/iHS0NL9LQEvVZjErv0tAE+PYYSm/S0BCByDMJb9LQBnlpi4iv0tAj40fGyK/S0A/BIlLIL9LQBwsux4Uv0tAq3smMxK/S0AMc9KgDb9LQNCK1MD+vktAp325Cvq+S0BoSeB5475LQI23pvfPvktA+tl7nca+S0ArAoOuwb5LQPglnpC2vktAKL8mh6m+S0BUf/dtjL5LQObGTaqJvktAOQ22HYK+S0BQyTJkf75LQH6hNxdqvktAS9jYDk6+S0BevVGYKL5LQNmlX/IkvktA6Su89gW+S0CjfKvv6L1LQD86tLbTvUtAAH5SL7C9S0CLQzXZir1LQCyzWC9rvUtA8De70WG9S0BGyjQMMr1LQDckES4lvUtA2EiLABW9S0DjkW29/7xLQBK1HtLwvEtAfERkSdq8S0CzIrwNz7xLQMfZX9bBvEtA1iJ2zpi8S0DPdAq6ibxLQBpAp3Z/vEtAn4W6a3C8S0DkAD4IWbxLQBKtHJRPvEtAZ/4AJzi8S0BYs0K8LrxLQBtBO8sfvEtAH7rC8A68S0DWeXEI87tLQC/JbFbeu0tAr5l+IdW7S0DZrU25u7tLQKPVzD61u0tA3WRaiaO7S0AN7LJ+hLtLQBEcYTV8u0tAf9flcHq7S0Dv5ePsc7tLQAJNzpppu0tAPMMpuki7S0AS8U6/PbtLQJtUP2wyu0tACxRv2Su7S0BgGHSlErtLQAgccM0Fu0tAbQRdYO66S0CyOViD4LpLQKYcG23UuktABWwOSre6S0ATE/Vrs7pLQDNlntGguktAu2+faYq6S0BqNpxaf7pLQGCJcpxtuktA0JHUMGa6S0AZ8gJrY7pLQEPzkXhfuktA51RmqFy6S0Bsm6fpXLpLQFvI2uFauktAhkqzflW6S0A+h8kmSbpLQGPTiYVTuktAS7fSKVe6S0DtL43JXLpLQBbL/ClpuktApYxOiXC6S0C7m8RGd7pLQIK7K6l9uktALrkqU4O6S0CahDRlkrpLQKzlA6ycuktAEUTxWKO6S0D6yho0tbpLQFdB3fG6uktAUtpZA7q6S0AxpURrtbpLQNRrIwaQuktA8dg6a4m6S0Cn9KKchrpLQEgab6eEuktA5v+Kpnq6S0Ab3uTYdrpLQOF7MqtpuktAKOSyjVy6S0B8O/6CUrpLQENBJg9HuktAwRg3k0G6S0AMA64cO7pLQJTw82g1uktAW/XBuC+6S0BW8r+cJrpLQIIpltchuktA0NGL9hK6S0BYQO+aC7pLQM4f6HX/uUtAdwY06Pa5S0AK8uE287lLQKmc/ynluUtAc36j7b25S0Cf1Duio7lLQKtNSQGiuUtAs734CqG5S0DOwstknLlLQHC2O9aSuUtAT0gf65C5S0CQ4ObEhrlLQMPjGIx7uUtAKEWMjW+5S0C+KrRsYLlLQKB+4C9IuUtAjcTPQiy5S0AJqiJWK7lLQMlyurUXuUtACS0hFQK5S0DLnfM8ALlLQFYfQtv4uEtA34v45ui4S0BzLxmP3rhLQCXRMwzLuEtAHFv5s7+4S0AYJLkGurhLQFCrUaqluEtAnXVnPH24S0Df5vVQcLhLQIC1l8VouEtAdv/QTVS4S0BMSykLRrhLQN5igko3uEtAh0JrtS+4S0Cd0AjJEbhLQDKVZNvxt0tA1HhcoNm3S0Aq5FnV1LdLQNZEof25t0tAPb2/n6y3S0Bp6ypbprdLQEvGP3Ojt0tAjolL/Zi3S0CX0Sg0e7dLQDgIg51ot0tAXGUifFq3S0D/ueNFTbdLQHFg+wFDt0tAmRD8OjO3S0A4QmuKL7dLQJVosf0st0tAdcNnbCG3S0BoW3jxDbdLQFIWnR0Kt0tAdyXdxAC3S0DxR82b5rZLQExRw8vUtktAmK93Xq62S0B/0VTYl7ZLQNnpTLaOtktAkMPqpoy2S0BnKa0nibZLQJKppINytktAi1ZffmO2S0Bm/VmlVLZLQF+x1T5NtktAW1QqOUu2S0DuzGHqM7ZLQKWux9oltktA+DtbRyK2S0CUF1/VFbZLQAtR/3IQtktAfWhvlQy2S0D/nVBp87VLQM0aj5vftUtAZpK2MMy1S0AzL3YevLVLQPujhm6qtUtAnY6kapy1S0AZlQtqf7VLQPA3KSV0tUtAXemGV2a1S0CqT4mQX7VLQNkwEMxdtUtA4tmehlO1S0DGxMFAOLVLQOKaiKwltUtA3YwSdRi1S0BN1uNW8rRLQFHgSDPltEtAKi5MG9i0S0C8AHJk07RLQEnrZrvMtEtAhei3WcO0S0Agp1CZv7RLQA05Pka4tEtAeEWh5p20S0A/Z714fLRLQCAmn5NotEtAWB9Wv1+0S0Bj6NP1R7RLQJJFNgRFtEtAL7oKNim0S0C2Bg9wFLRLQESNsFIItEtAoTfulwa0S0Cbry6I97NLQHqLwxDus0tAmiQpZemzS0BXPwdH3bNLQMhrI+DIs0tAz80xn7qzS0C4ORuzq7NLQFmUK4ySs0tAKXPhF4mzS0AoxJhrhrNLQGZRXux8s0tA3WPKo3WzS0DmFJDVcbNLQAjRe0xss0tA9BS5emqzS0DMIAMob7NLQBNM3bFys0tA5NtveHezS0AgpApgebNLQBaYh0x5s0tA2KnYVnuzS0BagB4mfrNLQN/o7p2Fs0tAAm2GtoSzS0DYJNKyhbNLQJ4OFq6Es0tAoISB0IKzS0COo7nogLNLQKMpn95/s0tAe/w2FYCzS0BY2x8lf7NLQB7GLx99s0tAQFnhy4GzS0CpAwh1irNLQNKeXqWSs0tAZpCwTJizS0Bf7XzNn7NLQMchI7mfs0tAndvDuaGzS0AGPT9SpbNLQFC0LH6ks0tAgDIME56zS0AqIpCmlbNLQH3DqxyCs0tAcs1oQW6zS0BzyCPeWLNLQKqW4Z1Os0tAq0tUSUazS0CWe3vDPLNLQJRGJFs0s0tA/QGpljKzS0D/86okK7NLQOiqhLcfs0tA1ppyxxOzS0AEk8+2ELNLQEQGSFoIs0tAvr0bQPyyS0CBJfj177JLQKO3t0nvsktAL+j9TOuyS0COYvW+5rJLQMet0hXgsktA8YJMldyyS0CqSFid2rJLQD9v2MDasktAa5KNsdqyS0D4Nwqr2bJLQA8Ths7ZsktAqNgXxNiyS0As3OfV2bJLQAJ1D+XYsktAlCeR0NiyS0Ccatun2LJLQB8dicrYsktAGvWDBteyS0Dnr1IM07JLQGc07y7TsktAAeN9FdOyS0Dh94WwyrJLQPhYtWnBsktAfHfvnr+yS0A6kJyJv7JLQJhUR926sktArszwRrayS0AZ8JlctLJLQLlqYS22sktAobwGH7iyS0DuFt7YuLJLQJtL0aG+sktA37wKJseyS0DQwUI507JLQFJ4elnesktA8PB+GeKyS0AV17tW+rJLQIH4kMIFs0tAfoYYOCuzS0AA2cg7KLNLQAosHCIds0tA11ENHAyzS0AvhoU8/bJLQFRjF7nlsktAHsYIDtOyS0AjzxFAxLJLQCL6O5y/sktAdS4hxruyS0B7FDbvt7JLQD9hzZGtsktAMGuARKayS0B9RdePkbJLQHvc7XB3sktAuPqVYWuyS0AhZ/PVYbJLQOYeMoJZsktAWbeAvleyS0DoBGVuTLJLQJUPrZQssktApV4OwCiyS0BKXTxtIbJLQFS9lY8esktAHLSYXvaxS0B3QN9x5bFLQNhPhQDfsUtACYQdBsCxS0DMxAdfoLFLQIfFIeiWsUtAclwevI2xS0CxgcCsi7FLQKa7FOx5sUtArLGlMHexS0ARjAXwXLFLQKnwUElasUtANcYEWEuxS0AohvH7QLFLQJYIxsElsUtAHIJ4BAexS0DOT4om9bBLQBAVyRXmsEtA/1sNhsOwS0DbEn2htLBLQK9GLIWnsEtAq2J6Z5mwS0BQycqAirBLQMoimACCsEtAN4egFHSwS0CZRf+jbbBLQPNtOM5bsEtAR3JqG0qwS0BTidJ7NrBLQONqwDQNsEtAIH+JFQGwS0C6nZWl969LQHwjncjmr0tAjy4l7tivS0CvuP7rya9LQARvgLq9r0tAryM+f7OvS0BJfpxUp69LQHwAGaeSr0tAb8vaIoCvS0AGLFcXbq9LQDRi5tVVr0tA8OWWp0qvS0Apb9wJRq9LQDfUs4M+r0tAkpU+ZRavS0AJbqMiCq9LQEIOIj34rktAdkkXk+WuS0DKYeRd3K5LQADmwgTSrktAo4AoMM6uS0DmdDI7wq5LQMDK/mywrktAC3a6aJKuS0CwmgSVj65LQGcakAF8rktA+ey1SneuS0B8jnmeca5LQHBT0wBurktAx4v0K2iuS0DtZ5J0Z65LQJiBMZJlrktArvKMaWWuS0AWd4lFZ65LQKBesXJnrktAd6pqWWmuS0BYh7REaa5LQCbo+bdxrktA6INKO3muS0BQHMJjha5LQFEuCN2MrktAiVcW4peuS0AWz0nEm65LQJEAmN+nrktAEODHGrOuS0DwPU+1tq5LQBpV17i2rktAxjHC47SuS0AH9WpDr65LQJSDeZKrrktAkodLHKauS0CYKCYCpK5LQF6WMrqNrktA9BhDeHWuS0CUGvjDYq5LQPjJWqhUrktA+IRjOEyuS0DEbuoGQa5LQAFsQag4rktA1YycijauS0DoKuz1MK5LQGo1HuswrktAT1F30DKuS0BRFozxMa5LQLKv5rQyrktAAdCpSiyuS0BINFnHJK5LQFbT5c8irktAWPAZKx+uS0BQkYIoEa5LQCKuTi4DrktACruGWP6tS0BcEHrY+a1LQBJ9/dH2rUtA54/+PvOtS0CPwSDc6a1LQMRvflvhrUtAd6H4jN+tS0DCBjvN261LQJcubsTPrUtAlyeN9MmtS0C+2lt7s61LQMoyqsqGrUtAXzEYAIOtS0BaNAnwc61LQIHpRz9xrUtAhDTsL2+tS0DjGRPmZq1LQFL08yVirUtAr0Jeal+tS0DIrYPPS61LQNdttZMwrUtA/X0LWiStS0DoLdC7H61LQH3u5qQVrUtAIYFNcAatS0Cmf+sl7qxLQDLfLQ/grEtAdahod8usS0DwCVGsvaxLQKOZvKitrEtAErUJN6asS0AKLCopiqxLQLFVEt6ArEtAJ/6hZnasS0CTfHeOdaxLQAtC2rVzrEtAC9piJm2sS0C/6oAFX6xLQC8VuDVcrEtAHwkPyFWsS0AmTjpzSqxLQFh1EltLrEtAb9It21GsS0A+vKzLYaxLQLrh2yFprEtAGomND3msS0CJerEyhaxLQGqr4MSLrEtA6KGnT5KsS0DNJ9A5laxLQDo51tSYrEtACmq8aqGsS0BKox7ppqxLQB1hcoysrEtAhz8z8LKsS0BPvpk4vKxLQJofGqvHrEtAb7p1acmsS0BmS9Z7xqxLQA6s/bnCrEtAWZrVVLmsS0AW4wl4qqxLQDYsOOmhrEtAQLM7SZ+sS0D58A2hpKxLQBkJAguwrEtAkLRVlbKsS0BwrTWCt6xLQJBFOnO3rEtAyYW4SbesS0DNOTUtt6xLQOaB8Fe3rEtAhDz8TrasS0B2CmQJuqxLQAFYBgq5rEtArB0TNresS0BaIyBrtaxLQPE+tdGrrEtAwEJT1KusS0AbbB6/q6xLQBRlShmorEtA/gQFIqesS0CJNgtEp6xLQGgdeYCkrEtAaVfUDJusS0DZgZl6k6xLQAlLQcaCrEtANBLPtnOsS0BeSUBZbKxLQJV+qmBNrEtAOJ86w0WsS0AKuIf0Q6xLQCFPJDVArEtApJlz0jasS0Cpch+VL6xLQNGX0dQarEtAX+8x1/CrS0DT/JeP16tLQIj2cdTUq0tAYUXZ19GrS0BpY79wrKtLQFJnhfSkq0tAnVmBqpyrS0BqybsOiKtLQCfnxdV9q0tAbPxatXCrS0A51qmFYatLQGB+Uzdbq0tAqlJ7XTurS0D6R1qPGqtLQDYrcloAq0tA49HJyfmqS0BVnwMc2apLQAc+xnzDqktACeAXGKuqS0BxUGq4k6pLQCXGHBiBqktAhcUUK3GqS0Cdvj3zZapLQIdT2yphqktAvvRBLGGqS0AIdnkDZKpLQEEE9OZjqktAMmSzxWOqS0ACHqZXbKpLQG+/ZjptqktAbfnJN2yqS0CxTBsib6pLQBLsqJ90qktAASlUHnqqS0D52N4geqpLQC+Dl3F3qktAOcZKdnOqS0DNp48MbqpLQOuLbj5nqktAhs8Vk2GqS0DkAOiaQ6pLQPDm1PsxqktAHcQtPR+qS0DQAYipF6pLQDFf8JkHqktAD11+hPqpS0ClsjeE7KlLQLrdP0HiqUtAb4fgNNSpS0A/KDvfyqlLQAuHNFC3qUtA8YnXirCpS0DEKWw5qalLQJljz8SSqUtAc8+VNoypS0CHgzSYg6lLQFt3MCV8qUtAVpjGtXWpS0BkMk7jYalLQB88ZE5AqUtAZ36hWS+pS0BPwG/jGalLQKkXf7/+qEtAxk+2XfWoS0DdgmrF76hLQHgujmLqqEtAKOMA4+GoS0CM1J/w3qhLQFpSrpC8qEtA7HuEPLCoS0CEacgao6hLQB0wCk2VqEtAuyBO2YmoS0BFx8G+gKhLQAAQYX11qEtAv0khnXWoS0Bw7XE3bKhLQNwn/eBjqEtAAM6FEF6oS0AeOj9dTqhLQB6KeWU9qEtAqcSEJDWoS0AiZn3XG6hLQJ/cQU/3p0tA0aKgFu6nS0BU12oUtKdLQC/HcZuBp0tA6WflKW6nS0C9lZ3/UKdLQEjFxChAp0tAVq3UnzynS0Bx0/ojGKdLQInIlqMPp0tAEdnU1A2nS0C4pUKaA6dLQFic+4/ypktAL3J01NKmS0C2arBzyqZLQNM57aDHpktAKg/f6sKmS0CCoqTtw6ZLQOE4j67FpktArwdvicimS0DI9HVnzaZLQHe4KfrQpktAR9PYf9mmS0BK/7c+3qZLQE6RSOrjpktABVDN/uOmS0AbXN+Z5qZLQN0wsH/4pktAuRC3H/2mS0A+KGzPBKdLQJM3iUYZp0tAIiUCFxynS0DItksJK6dLQAj566sxp0tAIMZryzGnS0DC4P6JNadLQCJA/Zw/p0tABAR8iUGnS0Ce16xbRqdLQHFq9GVHp0tAOdbcdkanS0CWizZpSKdLQIMmAVhHp0tAERi3TUinS0C5Z8irRadLQBpugqdEp0tACR+1vESnS0C0sMiYQ6dLQKHzfglAp0tAIcU2nzanS0B5jWg4LqdLQF8GyNwkp0tAwY4s8SSnS0A6WMsZIadLQPfklP8Xp0tADUS2YxKnS0CAvZMACadLQDpRcPAGp0tAO4ThXgSnS0Cum9hx86ZLQPFtVdrupktARFs3re2mS0BX7Xg45qZLQNikvHLXpktAdOOf5NGmS0Dv6eSLxKZLQElXWPmwpktA77ujUq6mS0B5AVP5o6ZLQE7MA5COpktAbUpZVn+mS0DKmcZmb6ZLQOnQXT1npktAdUOHi1+mS0Dgl5FMV6ZLQDsYppNFpktAgSFODjymS0Co0m5FOaZLQAmz7JA1pktAOOCloTSmS0B0GiP4MKZLQDlLfVEppktAqrwueimmS0Bk5XVpKKZLQKQQBq0mpktAaEoQ7SSmS0DZePq/JaZLQBhGzr0lpktADqKbuyWmS0DNDsKNKKZLQDFfZ6gppktAnGbNcSmmS0Bh3RZxKaZLQCc+YZ0rpktAq/USKy+mS0C28+ldLqZLQFZE6DUwpktAvSJmoDmmS0BWe1yxRaZLQIBOhQhQpktAr12I31GmS0Dm6W1XW6ZLQOKhX8NipktAj1uArmSmS0B/E/ycZqZLQDos+s5lpktA26a6eGamS0C568XtY6ZLQBHK3U9cpktAXblDz1WmS0A9Np7pVKZLQGqKNr1HpktAnFg/wTumS0BfVzLrOKZLQElRor0rpktA9rlwph2mS0DVw1yUEaZLQGYqP6EFpktAkSBD0QCmS0BJj+FJ/KVLQBK3f9zzpUtA6FyApvOlS0CxW58H8aVLQAgCqnPdpUtAOCU2eM+lS0AgTkGay6VLQNm/SRLFpUtAmun9asGlS0COICbFraVLQBVCBVyXpUtAJkCpCo6lS0CA8zF4iKVLQKc/3PGApUtA1cXKW3qlS0AladLOcqVLQO62HGZqpUtAUscryWelS0Ae4CGwZaVLQAYQqOVkpUtAjs8uw2WlS0DhE5YLZKVLQIpv9K1mpUtAgP9ptGalS0CAeHEQZKVLQH/LBcljpUtA8sr3JGGlS0DsYfPUV6VLQMTNZ7VKpUtAkd2YGjilS0CtcPIyNaVLQBKj4socpUtABEZUPgqlS0Dz9yYbCaVLQGU68q8BpUtAkSvkAPCkS0AoLXgY7aRLQCa9nyLgpEtAwMcXXM+kS0BzjEPuw6RLQAUjZsu5pEtAW8r6hq+kS0DZR0eprKRLQP9e6LappEtAKS89KpakS0DCwGnqiqRLQDEQWX6CpEtAWfHfuYCkS0Cxxa1wdaRLQK4xMzZrpEtAaoZeMEykS0AHwZ0qMKRLQBEHND73o0tAZ3QK1t6jS0CH2FzfzqNLQLh5jxK/o0tAZndZyrSjS0Bb72w5nqNLQFEwo5KZo0tALNLVQZGjS0DJkIOve6NLQEW0Nl10o0tAvjIi/WijS0AAC00KWqNLQKd5A0NLo0tA2LzFvkKjS0C8vLpJHaNLQNhkfrz3oktAKcSM+OeiS0Dm2pED2aJLQHpjQBfJoktA+/QVZ7aiS0CyEUImqqJLQCh9aieQoktACTmIQG+iS0C2w767WqJLQFKvLTk3oktAevQkiDGiS0BJ1hZIF6JLQFAq+BIPoktAHb/0uQSiS0DTUtGpAqJLQIHq0Gr6oUtAJUmz8+KhS0C6G8gQxqFLQDgUwUmkoUtAyPQ6BWChS0B7hBBTTKFLQCBzV0lAoUtA+YTt4A2hS0ARdHWz/qBLQA2MiynsoEtAxDTyN+mgS0CrT45J2aBLQN7yvcu0oEtA76WrOZWgS0DxQKyKcqBLQAEnu2lYoEtAq9B+RlegS0B4bMvtT6BLQCPUwz9IoEtA5QIOsDWgS0AjRFNfHqBLQJr9MU8coEtABfHFpxigS0BC8VFW/p9LQIR+x9n8n0tAqM8dUPifS0BVkT9V259LQGg+wRTRn0tAqFIR5refS0DWU1Rlrp9LQO1e3dSnn0tAvbFeFJafS0AdPf9chZ9LQPQzash8n0tAyERWk3SfS0CPQko6ap9LQPsjtgJdn0tAJ5dt5FCfS0DJNK1jSJ9LQD6QYyg9n0tANQLYijqfS0B1zMp6Gp9LQDfvcaYJn0tA3r6oJgafS0Ai6vTf6p5LQKp+lDTmnktAWknUc+GeS0BBPq3k255LQHmn7uPLnktAzXEsZLieS0A14hXXpJ5LQPTiJ++SnktAAfJ7wYWeS0BgNTSqe55LQP/PmdV3nktAKzBO/XWeS0AB86cycZ5LQLM+uoVsnktAHsONdWCeS0DEniUeSZ5LQLcvx5U0nktAbmw2YwyeS0A5ACLKBZ5LQPhi00rhnUtAoD3FTtGdS0DrVs5sxJ1LQKLOkdm8nUtAfxpm8a2dS0A2JkwEqZ1LQAmq4DmZnUtAxQffA42dS0B2Ba++g51LQNDhvYR5nUtADh87iXedS0CArZY+a51LQDh+sVxOnUtAomY6oTudS0BDLgX/Np1LQBV1C5wtnUtA8RbU+SidS0AO1YpfBp1LQFmfVRr8nEtAhMuARvicS0BQ7dNe9ZxLQN1qWXXYnEtAid2lsdacS0DoNuHLtZxLQKnpMIKtnEtAlTterqmcS0DxPwGanJxLQKu/nOiZnEtAdltFk4ycS0BgRL6SfpxLQOpiMypqnEtAGcyLxU+cS0BdBGKGRJxLQE0fEKE3nEtANPDGliacS0CRauEX9ptLQKHt0NHmm0tADoYfDuWbS0B4+JAv4ptLQPQ/l0jgm0tAv2A+k9ybS0Dvn3AOyJtLQHQJUFjEm0tAvhL6+aybS0BhlGyEpJtLQOhto0OYm0tACnGL6o6bS0Dmsq6Xh5tLQHs6uCp/m0tAb4YuilmbS0CwAd5dQptLQIp+3Acrm0tA3lgpByqbS0DhLouOBptLQCeuFc0Am0tAbkIqKvqaS0AqLFIX35pLQEVtB2LamktA2MfOPsOaS0CcSKtSoZpLQH8CZRaLmktAG3JaWoeaS0DUGsFohJpLQDp+LNpimktA09l7vlSaS0DR43nbUppLQNNy1eZGmktAjuVFD0SaS0DuvZF2LJpLQIy5XN4LmktAT3WsUvqZS0DGBjde6ZlLQHclDf7WmUtAoyA2zcWZS0AW0KwowplLQPpdbCK/mUtAALKuqaqZS0D2Nh+fnJlLQChalb58mUtAEYyjD2mZS0CK02TBYplLQH9Q4DVZmUtAdb1yXzyZS0CSkR9wK5lLQAF/yi4hmUtA7P5bfQCZS0CvMDxK85hLQM8QWh7KmEtAxny608CYS0AW7XqhtJhLQB2WSgiumEtAmBYA4KGYS0D6NJOBmZhLQGs4UECQmEtAQ7Oq5niYS0Dfk4WEb5hLQMoIFMNrmEtA95WKRGOYS0DovoGoP5hLQDFi2s8TmEtAvvHqxgKYS0CDjyH9/5dLQEkNrYj5l0tA4LRSCOSXS0Agkxn91ZdLQBY6WGfLl0tAaP3Hi8qXS0BvFaOfypdLQMNahZ/Il0tAMKMUvsiXS0Ds0sq6yJdLQKB2twbEl0tAgleua7+XS0DqPk9cvpdLQL4q68y3l0tAX+7GAcKXS0D0wy4V0ZdLQOC1tWzKl0tAxJL4CsKXS0Bc98ueuZdLQNxcoyKkl0tA/MAWp5mXS0ChluGdjpdLQM3CDMqKl0tAW4JetXuXS0Aww9JvSJdLQNX7qaVEl0tA927pwTKXS0A5h6qGJ5dLQImCrCMel0tATghLGRGXS0BcLU2dCZdLQCtXLAkGl0tADdZQ7ueWS0AwX+1O1ZZLQEeXpJC2lktAx1bRa6iWS0AWtKxCnZZLQC9HTzGRlktAos4kPY6WS0CNIhyhiZZLQC/MNsiIlktAqJcPo4iWS0DP7Stqi5ZLQHrpFXKMlktAmk9hooqWS0DirQh4fpZLQGxqI+h5lktAqvFxkW6WS0AYvPgNWZZLQByzTeBMlktAMchv1EGWS0AoxgYzL5ZLQA/TPO8ilktAtsmSuhaWS0ByNd7PCZZLQFyvvi4BlktAE3fXQfSVS0AdMl128pVLQEbppGHylUtAXai8ve6VS0Bpn/Fe5JVLQME5PQvclUtAnXJShtSVS0Av91VoyZVLQM/OQgW+lUtAyr0Z0rSVS0C/sjs/rZVLQL+WaEeslUtAmDl1aayVS0C0lzQgpJVLQIMC32+flUtAyY38EIeVS0Au0Y8PhZVLQDCdx69/lUtA6WiOrHyVS0Af2w8+dZVLQCdx+YlvlUtAql8TIGqVS0C4s15iZZVLQAiaA2JklUtAPEwS8FCVS0Dl7KFASZVLQLgsIepBlUtASZPwyTKVS0BdzbVgEJVLQMMGJp/tlEtAWLYHdd+US0B+WBaJ35RLQAUBTsnblEtA2A0999iUS0DBHh6/wJRLQPJ2+gS6lEtADpXdnrCUS0DNZKmpsJRLQKCrTByslEtAh8hw3KyUS0CXMxB1ppRLQAL+1nmUlEtAZNRSzIOUS0AQGkolcJRLQEIBhS5slEtA9odb4mGUS0BUO7VgTZRLQNyTYHQwlEtAX4tMSSGUS0DNtiCJDpRLQLV5sdcLlEtAiCtqFPiTS0CafkPH35NLQOJyke/Qk0tAsX1FR8qTS0BlEGQZr5NLQAthm+WWk0tAnEEY7ISTS0AH0of5dZNLQE98Q7tsk0tAu+6NXmOTS0DSHDOfX5NLQAtY549ek0tAm0DDaESTS0Bi1D5VOZNLQInE4kkok0tAp1xNsBWTS0DAzRBrCpNLQFnqDDj9kktAI6HpNvKSS0CZ+aCX7JJLQJBq6j/ikktA3Z3Vn9CSS0CVPeMRyJJLQMCtfILDkktAnqQzfMCSS0D/+6hgtpJLQGVT68CjkktAgzkfsIiSS0AZ+eXOd5JLQNAksxJkkktAW4gfGliSS0DhfxljUpJLQHuQmB9GkktA6qCVMiuSS0CNbT+kFZJLQElgVtwDkktAieYBmc6RS0D2cYGMv5FLQNWPY7GukUtAZ67tCayRS0AfxXMCj5FLQGJpjLWDkUtApYBibnuRS0BBusf1VpFLQAB5rcZKkUtAXzurgT2RS0A+nLW4H5FLQNcWk9sPkUtA4K8E6v6QS0DxLdsK/pBLQH18dB38kEtAoNtdavuQS0CAPj5M+5BLQKjPdggAkUtA39PcRAyRS0CSmGpKGJFLQBSMz0YpkUtAGu50a0KRS0AHn16qS5FLQFrGmL5OkUtA5kiPlU6RS0B84kAVZZFLQIQURPZkkUtAGaceX36RS0Arb0U3gpFLQIHA26eWkUtAjJevUaqRS0D0wwRM2JFLQBkUc27lkUtAUyIaweyRS0CWEDJRA5JLQOXOLNkWkktAWSg6Ti6SS0AgFciESZJLQKnetxpMkktAX5KRIE2SS0A1haPrT5JLQLn2PFRakktACV5wSlySS0CiBEeAVZJLQFDH2cpEkktAyLR8GDKSS0BGOJzvI5JLQAXp+u8VkktA4AJyJPiRS0BO4gr625FLQCrvqyvMkUtATzptB8+RS0C2CQscwJFLQLDXGR68kUtAZMEVQb2RS0BM7w3rsZFLQOxZfWaqkUtAuXHNgqiRS0Alvr2ypZFLQH0osvKlkUtAkS3k4aKRS0AXEti4mJFLQCDGmwSIkUtAYjGdgm6RS0BuwPFmYZFLQOe58rdPkUtAv2WUIkqRS0CQmzS8QpFLQJ/WV2spkUtAYsYijReRS0DhQfYr8ZBLQDcTcX/dkEtAsIbGq92QS0BivgCL1JBLQIjCRkrUkEtAbovN772QS0DeN7mqr5BLQCJy8HWnkEtA9HCPoJaQS0BUpIApjZBLQLhk6FSJkEtAmAEx7YGQS0D8Ptm9apBLQKPSGLJckEtA9VS/80eQS0AKKEVMRZBLQLDXyNY8kEtAAHlRVjSQS0ARveOGMpBLQLcUE+UckEtA9BHbJBmQS0CTH4e0EpBLQEizY6QQkEtA/f3VLw2QS0B6OPxmCZBLQAkt9d0BkEtAUt7sTviPS0CIJ5uv6I9LQACF9+Xkj0tAly/MAuCPS0Bg3TLG2I9LQN9CfVbPj0tAKe+R18ePS0C/uD93v49LQFbd/66sj0tADjxjcZWPS0Aikjpkd49LQO8Ys8xyj0tAEusMR2iPS0AY7WJOW49LQKAx6F5Jj0tAdhZgBkCPS0Cjd75nMI9LQJFg9JMsj0tAi744FCWPS0DznYk3Eo9LQGgxG0v1jktA+nBFpt+OS0CVSRQB3o5LQF2NmwPMjktAcpJ9Yq2OS0AQ8Zy7io5LQNf8OtV5jktA1nVo+FmOS0CVJucpSo5LQJTLGWY1jktAQVw15i2OS0CuAnKyIo5LQJSh7a8WjktA5yArPAuOS0BAa5eZBo5LQOJxH2D9jUtAXaaVOO6NS0DyRZd+3I1LQKKNjN3XjUtAwYiAJ9ONS0CW+qZBtY1LQOqzJ3SjjUtAoeaStJ+NS0B3TT2vkY1LQOtpe0yIjUtA+GJjiYeNS0D6rQd6hY1LQDgbn/R+jUtA1sbB2lWNS0AyojBsMI1LQMlZAcAcjUtAIRm1rA+NS0A3Xp+rAI1LQO3fYVn3jEtAgbtsDuyMS0BNgwGi5YxLQHQFz4LljEtABw7WPN2MS0DWpmed2IxLQC6KBcjUjEtAEQHse8uMS0AqJm/ttYxLQA94nBmyjEtAujMPd62MS0CaEXaoq4xLQBHNytCajEtAy1ACk4KMS0DZi9FCW4xLQHdApHxUjEtAnP70uFKMS0Cnes9BSoxLQCz1GCQ+jEtAudmWozWMS0ABigvsI4xLQKvHscAajEtAtKPAWxCMS0C0x7/HB4xLQBdmpQwGjEtAstfoLQKMS0DX4BPe6otLQDA77HTWi0tAE3Qg/cyLS0D5eqk4y4tLQPszuaG0i0tA7/tmHp2LS0D3kTKBmYtLQKXmJGGNi0tAiQ8wg4mLS0DGOb1ncYtLQIrEVelXi0tAmNaGWjiLS0CLEypoNYtLQDeLWZQxi0tAq1/kMBuLS0BsscLK9IpLQATkG9zmiktAKWzOet6KS0Cjrvw50opLQKx8WKe+iktA+jrBgqSKS0AMxowgcIpLQFG3VatXiktAvJt73RyKS0Aa61WwAopLQHHTYVDpiUtASo6IV8mJS0BX/LwCwYlLQKztzmOfiUtAnq+abYKJS0AetO87WolLQGQfUuNQiUtAXVLz90CJS0A/KHv6MYlLQM8b5B4giUtAWTJzYP2IS0DyG4792IhLQO5m3xLJiEtAQlWny66IS0CpHF2JpohLQFFkRuKfiEtA0B/MIJCIS0C+vk5rjIhLQMvvwfmBiEtAW3jM6mSIS0D/lGhrMohLQG7eUHwliEtAtTf5eQiIS0DYxAbOA4hLQEN2JsDyh0tALWWi07aHS0Bo979RoodLQLi0P4+Sh0tAiCWOpHOHS0Dv9m+3VIdLQK3MG8dSh0tA262iAlGHS0ApxQ5qTIdLQDypEWI9h0tAsGLwUTuHS0CisdAdMIdLQNHh0Wggh0tA+/+rbQ6HS0BVMTV58oZLQLjDh8jfhktAAPW4P7yGS0AhpCH8roZLQB6HNnephktA2XvaFqKGS0AbelYChIZLQMkdWw51hktAxVuvomyGS0AtafopZIZLQCF1cltihktAcfQvi0GGS0A/zkBBNoZLQH8tpVcYhktApdnV4fGFS0Bjfny2zIVLQG4vOAm5hUtA67fNxp2FS0DDQjmAZ4VLQIoowPlShUtAlNP+3hiFS0AKAz7I/YRLQL7hw2HzhEtAJDCIFdyES0Dmc/mf1IRLQNk5EY3GhEtAQRAwkrSES0BIbWPSsIRLQIxaygGUhEtAnnF0EXaES0CWFe0LV4RLQDT8arhPhEtAPUcPqU2ES0D+vXT9PIRLQBlzW7gyhEtAwZFwvCOES0DH3BStIYRLQKc3Z6cThEtATMn+u/aDS0DyS4St3INLQMuUR1jQg0tA6Yk72auDS0DqCaUYqINLQJXeQueNg0tA4U7V6XKDS0ChmEVgIINLQMFFzP4Wg0tAwQv3PhODS0B1ycBa5YJLQAfD/xHegktAgnzeAdyCS0Cf2PAfy4JLQIilWA3AgktAWu6Dm6iCS0B8z5E0doJLQEatIb9egktA1Ae/0k6CS0AEHoT/O4JLQMqWfXUagktAXOvHnQeCS0AHgRvq9oFLQPaRRa7cgUtA7svn6deBS0B+wUHEy4FLQIzLyUK2gUtAiSUQ3KyBS0CzO6r1mYFLQF6mtSKXgUtAAguuxo2BS0Azwa41eoFLQNQOFB9vgUtAoXA0vGOBS0CB2HPoYIFLQDQ4POpTgUtAhA2Mf0mBS0BCZdahRoFLQDhHXO42gUtAynTe7yWBS0CWfLGmG4FLQLgzfhQHgUtAMyYSxvuAS0Bqxn9H9YBLQBvUgkf2gEtAOUUDL/WAS0ANN7gr9oBLQLXqhk/1gEtAKI2IZPOAS0BDUCJN8oBLQBkF+EPzgEtAe53wWfGAS0DQj85M8oBLQPlgcD/zgEtAZLCrYfCAS0CMHshM8oBLQIPv5ZT5gEtAGBL4fPqAS0Ah1W15+oBLQIJDWXn7gEtAVyEybf6AS0BFaR1f/4BLQADewlr/gEtAJ06iVv+AS0Dv7BUqAIFLQFuFnusAgUtACClOQQCBS0A/h+3sAIFLQEXJcuwCgUtAzHUNrAOBS0CsHZ9yB4FLQCdOo6AGgUtAicNftAOBS0B4AoncAoFLQIv8xZwCgUtAxsbE/wCBS0BRE/4r/IBLQIRHRDP6gEtAQ/D6ZPaAS0DbSQBI94BLQNXOFYT2gEtAupRcYPeAS0CiY4s6+YBLQG5PEA/9gEtA72fIsP6AS0Do5eakAoFLQAiBVZUAgUtAeqWZTOeAS0ArksvG3YBLQKcf3iTagEtAcBpozNGAS0BJOoYRzIBLQAl1dVrGgEtAtrpU87yAS0Dm6ZOxoYBLQKnjATebgEtAmUl7wJKAS0CJ31uYkoBLQCw04bWQgEtAdXWsxI+AS0CLr0DYj4BLQG+ofMiOgEtAkR7SUYmAS0B6haipgoBLQArKh7x/gEtAnD7Z2X+AS0BmFq+5cIBLQA1NnapvgEtAh5CM0m6AS0AbLtXmboBLQP1IeWlngEtAiz1MrGCAS0BT3E8FXYBLQC/HauFcgEtABTk5+lqAS0BXcf4hW4BLQFXQyV9VgEtA5K6/blaAS0BP8lJtVIBLQNfjCGNVgEtAj7HfIlaAS0A9PltTVYBLQJfc0WdWgEtAtoXNK1eAS0AO7HccV4BLQCfEfBZXgEtAh6Ahi1CAS0C91nN5Q4BLQMLXZIhBgEtAOTDYyz6AS0C3bUGEMoBLQFUDyVIjgEtAobIJuR2AS0AaR+hLFYBLQDuVuSQHgEtAu5ZtbQKAS0B6Kt/nA4BLQGwo5b0DgEtACOULNAGAS0AXQQkkAoBLQD7eKEICgEtALJs9AASAS0BUIQ/LBoBLQHv28+UGgEtA11P2YAmAS0AOpppZC4BLQPHMw10LgEtAKW0sJguAS0DHWA35D4BLQOgoSIUUgEtA7yrP6R2AS0AZPEuxH4BLQIO4V8UfgEtAsDEkniGAS0D+pRFCJoBLQMt2ag0pgEtAwbc2FSiAS0Dh4IIOKIBLQFcKotcngEtAieQoNiKAS0DBG6ElI4BLQB8ePi0igEtAcdHICCSAS0DPOr7rI4BLQMtIuxMkgEtAAxqCFiSAS0AkqXjVI4BLQKDUsfkhgEtAAt7oISKAS0CbYHWnJYBLQCExD0A6gEtA8s8Ywj6AS0DyZe4DS4BLQAfc7rBMgEtAfgl8tUuAS0Dz+iDGSYBLQAFFBb5KgEtAR548sEyAS0Ax1AeDTIBLQK9FbmdOgEtALPqUek6AS0AighYkU4BLQLUQ+6lWgEtApudLrGKAS0B0Kj80aYBLQB5wf/ZvgEtAbZMnCXyAS0BN2fiffoBLQAbRFLN+gEtA4RRJbYKAS0DWJ3sWh4BLQEK4dYOdgEtAja9j56OAS0D5Yj3CpIBLQBji5i6rgEtApnAjI6+AS0AU14eusYBLQIsBptSxgEtA7jfFsLGAS0BhJ9LDsYBLQAIWbbmzgEtAk8EWaraAS0BDq7oet4BLQEXkWES4gEtAFVXfA7iAS0BwIPquu4BLQJqm8Im9gEtAyCT3nL2AS0BCTKScvoBLQKKRR17AgEtA+ZLzVsGAS0DWbryHwIBLQJ0o2yrCgEtA3h3Z/MKAS0BrAbj+woBLQABkq+LFgEtAKSC9s8aAS0C1S/u2xYBLQFAPypvGgEtAOLTK5MWAS0DVX9yexIBLQKz3Ep/FgEtAGWtWwsKAS0C9m9nhwYBLQLfR+trBgEtATry3GsCAS0BFQ8/LwIBLQD+RoMXAgEtAn7uT2MCAS0DmXayqwoBLQLPSnBDIgEtAG7iIZNKAS0DfLpcB5YBLQBN5vBf/gEtA2kFaDRCBS0AYnhx6FYFLQPyYlGQYgUtAUix/dxiBS0AunaHoHIFLQD91Vr8dgUtAkKkXIyKBS0BKnpggI4FLQGcB/dIjgUtAQvDQLiGBS0CYNwcPIIFLQARIq/wggUtAX1/YJSCBS0DJ29+AJoFLQE0oiQEfgUtAtz+W+R+BS0A2EgPyH4FLQN8bjLAfgUtA11WGgCKBS0Bc9j+7IYFLQKcKXHcjgUtAs63niiOBS0ABgY2sO4FLQNYqHS1AgUtAvAAEEUGBS0CMMokkQYFLQAM/6ulCgUtAwMw2+EGBS0AO+/f/QoFLQMIb08xAgUtAkGJ2PzyBS0BaesxeO4FLQDAToyY7gUtAMRdPfDaBS0A1ycGfM4FLQHBPRrgwgUtAtrXGuTCBS0D7BD/NMIFLQCqshvcugUtAMCoH8i2BS0C+Q+G4LoFLQPRHnKssgUtABGudBCuBS0DM1JfxK4FLQLgPcccpgUtAzery7SqBS0AaCQfEKYFLQBxLYIwrgUtAg6xAlyqBS0D6Hp6NK4FLQCpLi58rgUtA9WgNUi6BS0Ch39w+L4FLQA8gBRovgUtA/kz1GDCBS0BKdyPVMoFLQKQo3nU0gUtAqSCpbDWBS0AQP0R/NYFLQMTCYVo1gUtAJ3gFbTWBS0AMUEdYOIFLQLPwuQk6gUtAANF4ATqBS0BlhhwUOoFLQKsQW/Y7gUtAVkDs4jyBS0DBDEK9PIFLQPLp9m5AgUtAqdIeSEGBS0CXLR3WSIFLQC+JfeZSgUtA0KNqp2WBS0DrQMpNaYFLQAQEkbdvgUtANAsJX3KBS0DEO2KPcYFLQB1P1jhzgUtAV0a63neBS0CiGgLJeYFLQORmCbZ6gUtAT1XtfHqBS0DsWhstfoFLQKwh4VB/gUtA2uR/GH+BS0AzTdUzgIFLQJ1lY+aBgUtAfk0OwIKBS0CIm1rwgYFLQK0u4GWGgUtACdFIW4eBS0A8FRGBh4FLQMGtqieLgUtAHgbuno6BS0C/NnLijYFLQPnfwqiOgUtAsz/Ygo6BS0ANkdlHkYFLQAc6pRmRgUtAoRzdLJGBS0AFVi7xk4FLQBA1bCmagUtA3liR6p6BS0CLMCaGr4FLQJK26Nm2gUtAYNIQqbeBS0CorDm8t4FLQBrTFLq4gUtAEqjeV7uBS0Dv/eV+uoFLQKSdJnW6gUtAEgJYdbqBS0Bwq5eBuIFLQGiOzXe4gUtAIrTDcbaBS0CeJXp5t4FLQGx7H3S0gUtAoVx/V7OBS0CQ9lcTtIFLQCftSI26gUtA1vcJVsuBS0AkC3Mdy4FLQIIXi+bOgUtAUxmk8syBS0AOrfeD0IFLQB7OKKLOgUtApFxTjc+BS0CKWqqqzoFLQIpP02TPgUtA5v5fWc+BS0BNYaHt0IFLQFSupcTRgUtAjFMputGBS0AzQGrM0YFLQItfrfHRgUtA0sTxn9WBS0DAOY+c4oFLQIwlv5TtgUtALm5rxPmBS0AtcXKZ/IFLQAyQGN8FgktAdGNS+gSCS0AZkDzLBIJLQLjcYcwDgktA4ou3gfqBS0CknlbC9IFLQJTVvYDkgUtAqhzMueOBS0Bt34zP4YFLQB0VtcTigUtAtrSv48+BS0C11jHKzYFLQDx4ZE7FgUtA9sIrtrqBS0CB87WwrIFLQFurP8epgUtAZzYb2qmBS0D/nI7cp4FLQIz3LDqfgUtAhk8hYZyBS0BRuj1znIFLQGwdo0mdgUtAs58bU52BS0DQOZuipIFLQIYldCqogUtAoAYlnLuBS0DO1VOhvYFLQLC52l+9gUtAJBEZd7+BS0DhaMgxv4FLQH/FrEe8gUtA9dxUp7qBS0ABuRj+sYFLQIbPJ3adgUtAUHy2WpyBS0AuCZMmgYFLQOfy8E99gUtAGs8BOGyBS0CKXjmHWoFLQN25+JRJgUtASQhitUaBS0CDW+L7NIFLQNgalzIvgUtAk97PRx6BS0CuBobrEoFLQBh+dWQLgUtAMApCGe2AS0BvNWCa5oBLQPjhibvigEtAbBWIlOKAS0DVmm0O2oBLQAYaxxDMgEtAc/YfHceAS0ANZa76xoBLQJY614PLgEtANVyMncqAS0BTEiGUyIBLQBLhyAvCgEtALx/ExqOAS0A5SfzvoIBLQKVXXrqVgEtAj9MBKouAS0DvHHd1h4BLQArPz2qHgEtAJc2rfIeAS0CPC1CFhYBLQM7hTnqDgEtAk32RiYGAS0CYDv19gIBLQPuVj5CAgEtASEv2hn2AS0DpqKVRcoBLQN+BZWVugEtAmPmSI2OAS0BzsS6wP4BLQBAK2Og+gEtAMHa5/TyAS0A6AMMOPYBLQGepBWE0gEtAqFPDkDKAS0DmOG6gHIBLQOL+AjIVgEtAjc+6bBKAS0CRIqBsEYBLQPAThLsLgEtAna8j8gOAS0BDtihdAYBLQEYtNEf+f0tA2zyARf5/S0D7oS9D939LQF1iUgfvf0tAGqU+Qu1/S0A1G5OB4H9LQJ4yquvUf0tAL4Ek8dR/S0An9cwC1X9LQFi5dL/Pf0tAftZOZMt/S0CxBOUyxX9LQOTgy3fCf0tAcpyltcB/S0COkgFUvH9LQDdDsJi7f0tAnCkmz7J/S0CeU0APsn9LQDdyNQOzf0tAMXZyKLF/S0BKNFVYsn9LQN2x0Wywf0tA3OV6mbB/S0AionbRrX9LQOHgcCusf0tAHW+Gdql/S0C8f/SZqH9LQNu3D72of0tA1u8kt6B/S0CbL39Qmn9LQAagEw2Vf0tAXPySOYh/S0DpTPQVfn9LQLPGILdsf0tAl47J5zd/S0Coiq4aKn9LQMi/NlIef0tACV/e1xl/S0ClFyG7GX9LQA+a838Tf0tAXjQgHw1/S0Be9WKQCn9LQGVclO0Ef0tAU0Nv7Pd+S0DD33HvuX5LQNdivaykfktAmvU2XoN+S0DnPb92UH5LQGr44Jk2fktALCxX0Bh+S0DvGRHl+31LQMpOJy/rfUtAeSMRjNZ9S0BtHbh3y31LQDoPvAG2fUtAuSBr5Zx9S0Dk0T0gjX1LQENeryB1fUtAuNKpzW19S0BIdSwcbH1LQEyMNS5sfUtA2qqUc2l9S0Bhjp+saX1LQGDp6stofUtAQjI4RWV9S0Ak1N8nW31LQIjJyIRYfUtA/WrRGVB9S0DomX3cRn1LQOqkAW0/fUtAm1CLpS59S0AAogl8FH1LQGrX67oQfUtA+WHNM/x8S0A6KdZa7HxLQD5PBXTQfEtALMNztL98S0D7U3YJrXxLQO28YLmjfEtAPPwL/YZ8S0CN/wgeenxLQJnzH053fEtAv1aMBGR8S0DknOvdWnxLQA9uhBVMfEtAsEaO+D58S0BYm/KaN3xLQAFj2CkifEtAv0GQ/Rh8S0CDS9/vAHxLQP8yrj7ye0tAy8v1fu97S0Cnojjn6ntLQO9D7wvqe0tAlzA11+N7S0CzaUcM43tLQOObhHfee0tAEyl3U9V7S0Cz6qvM0HtLQFTiuUXAe0tA9k+4qq57S0DdfmL/nXtLQFeoyVSNe0tAQnBf63h7S0DUz4ZcZntLQJOCMIJJe0tANIEpPTJ7S0A9shSRLXtLQHE9qNAoe0tAEbllaSJ7S0BGCQruDXtLQPdDQOYMe0tA0wmBmQV7S0AXMi70/3pLQMCOkNIDe0tAJKZbGw97S0CFw0TwMHtLQNhlF8pRe0tA5nrZS1p7S0Dt5WsnbntLQAOqXm98e0tAwig3eop7S0CEF1Tzk3tLQD5PLTyee0tA+bmuU717S0AZxBFVzHtLQEkrePDke0tARANR+vl7S0COZZ1rBHxLQF24lEkGfEtAwOPYcBR8S0DCwbsiGXxLQE+18AsbfEtA7ywEvSB8S0BolCFAJnxLQH9cSBgqfEtAmGNgJzl8S0D0VDVLRnxLQL+h/rpgfEtACzNHOGh8S0BoN5Iid3xLQM7gwJWAfEtAJ4eafo98S0CrB8ZApXxLQEiTp/O7fEtAfBI1Mdp8S0Aq94sR/XxLQLHE0kYJfUtADGCIEQx9S0AOCsx1IH1LQIHcCKImfUtAFmYRXy19S0B6T+5JMH1LQLj5YDUwfUtA1Hf4FzN9S0B/hmUQOH1LQOi+gag/fUtAVj3tfkJ9S0AbAtBgR31LQNDh88BQfUtAsvJd53J9S0AbvATuk31LQD8oEF+ufUtA6whzpLt9S0BhMvcrxX1LQNKx9w3MfUtAgkTNdtZ9S0BOr/9t6H1LQHRojjXufUtAp2SHBfJ9S0AWl/dmC35LQOusnzYefktAPRmMeSx+S0BK+L8/P35LQGjka72JfktAiFr+qZx+S0BxLGfdqX5LQJ8MBFeyfktAHn7J9rx+S0CVrSikw35LQI/NRjXMfktA2X4gUOh+S0B5y+qX9H5LQCQF8mb5fktAcX9VmPh+S0CagekF9n5LQHHrxgzrfktA63nLneV+S0CEc1zm5H5LQF6LjNHkfktAa9BBS+J+S0Al+VFH5n5LQAh+8k/nfktASE5ih+Z+S0AnwemX535LQEWUwYHrfktAtcosEvh+S0AQgJcKC39LQC1ktuoOf0tA/G7ERBd/S0BI6rfIIH9LQMJEhjknf0tAflvntC5/S0A1rIiLPX9LQKSZP5dKf0tAqiC131N/S0AW39gMYH9LQOZdlsVwf0tAIyCN54x/S0BlGFzlnH9LQDbAD0umf0tAjwMWMKl/S0A9vFJctn9LQJUnDSvYf0tAw650S+Z/S0DFb1Ym939LQI7nRjr+f0tAfLHQPv5/S0CK3glgBIBLQOj73ZkbgEtAwVGPLT6AS0DP3y34Q4BLQKEtO79GgEtAOl3wuFSAS0ABE1wFYYBLQBV6S7NlgEtAwEdzumWAS0BOHBplaYBLQJ81OrJ1gEtADRgfMX2AS0Dx8ADkfoBLQN6TN/V+gEtAwcV+FIqAS0A7sxg6i4BLQBy6qeaRgEtArmBFlJaAS0BH3fWplYBLQB8GTn6XgEtAxhgVYZiAS0Ak+U6Pl4BLQOcls3KWgEtAtqYGlZaAS0CaBTmzk4BLQGFN7q+SgEtAUtuaopOAS0D3JSimlIBLQF3Qa+6TgEtASVzfeJiAS0DhhLl/moBLQBPq5kWagEtAiKRCgaaAS0C7yL7dsoBLQP8hqWTEgEtAD2ucTceAS0DQ0PDnzYBLQJeeREzVgEtAGPKZPeeAS0ByPOn764BLQPx9FTn0gEtAReVIL/aAS0AHDr2f/IBLQBGSWbgKgUtARmx/WhGBS0DLh9k4E4FLQDyUHV8egUtAt69cDDGBS0BGcv41P4FLQL4Mza9FgUtA2cjKdliBS0CGazO9YIFLQACunt9sgUtAGIkMIoeBS0BZs0NzkoFLQKUnOYifgUtAboXiwaiBS0DEKfEosYFLQKFzNyK0gUtAa/HweLyBS0DLzVIawIFLQGAf4UTMgUtA4YLpRNqBS0Ci1fwK74FLQHEYJGEFgktAsYMIrRGCS0BD/+4xGYJLQA/ZG6oZgktAcKwZ8xyCS0CxjLtLJoJLQDWygFAxgktA+aVfPjOCS0CzStbZN4JLQJoIpI88gktADePsRVCCS0D4cprQZ4JLQDyt+9F0gktAESR9NH6CS0Chp3KOhYJLQIsOzbGGgktAVfm+woaCS0BOd9aPiYJLQNF67CyPgktAmJEfA4+CS0BWw38GkIJLQA7rICuPgktADH2+2o+CS0DJLgDjkoJLQEUAm9mSgktAUNL96JCCS0A/lUoakYJLQBOIVuKSgktAVU+T15KCS0ARDHTokoJLQLHsEtqUgktAii430ZSCS0BBCLfYlIJLQJTProyXgktA3zfTkZeCS0BLg62il4JLQLTB6H2ZgktArb8fapqCS0B8OiakmIJLQL2dbrqUgktAGeWwoJWCS0Aza8jQlYJLQKnKhO2UgktAx1PB25WCS0CHI2eyloJLQO8ogMKWgktA7KMCfZuCS0B068lXnYJLQIGEJjiegktAH61vb52CS0AiecA/nIJLQA5kDDKdgktAVvJGjZmCS0BGKIi3l4JLQKeWmMeXgktAk7RnC5KCS0Aagydkj4JLQEgVlCiPgktAuedrlouCS0DH2eJXgoJLQJ8xkxV0gktAjPyDgHCCS0DXZmWTbYJLQOgk+J9vgktA0QIOim6CS0CG0v6kbYJLQGN2srVtgktAwAgV52uCS0C10RvpaoJLQJJ6vu9qgktACEceYmWCS0D/d6seWIJLQNskruxNgktAb6ii/E2CS0D1cS36TYJLQCbigSlMgktAvXuA7kuCS0CtCohBR4JLQNGrn0NIgktArVt49kaCS0BLddKsQIJLQKHECRQ9gktAYBZNszWCS0CwUNAyOoJLQDyeXyw9gktA53xT8z2CS0DEFum1QYJLQNnPSflNgktAlYr8g1OCS0AMtObHX4JLQJ+j0WFhgktAAA8Rs26CS0ApSRogdIJLQKpHwkePgktA42JX8KGCS0CqHhFvt4JLQEFL8zvLgktA93W1idGCS0B52Kf9BYNLQPACvNcZg0tA/79QqxuDS0CX/o1mOoNLQKfiiIBGg0tAuQMyZEqDS0DiyosZT4NLQH9NQ7JSg0tADWC8uVSDS0Afl29SWINLQDMUC0Rbg0tA/yBIbmWDS0CgBv3TbYNLQDegNUR3g0tAXbsiNYODS0CeBzFJhYNLQFI/rPqGg0tAfqM5+YeDS0Ag/VJTk4NLQN2H8o6eg0tA8qEnrKeDS0BkBO4vsYNLQDAJyc+0g0tASda5jbmDS0C+4KFiu4NLQJ6cxjW/g0tAysqRY+WDS0BQIBsE+oNLQGk5k00xhEtAWd54i0iES0BRKEYuaYRLQKLmzalwhEtAHEtXPniES0CfT6gKeoRLQLirQxqHhEtA398JWJOES0D0CmiCnoRLQJWvnG6thEtAbIuW/MKES0AEcQJmzYRLQHn8ci7RhEtAcUbtG+uES0C6h+g9+YRLQP5kQO4JhUtA8k58VzKFS0D7WGyTSoVLQDiM5MBlhUtAb19QEW2FS0CNBZ2UcoVLQJ/7K/6LhUtAEMIIJqaFS0BBTIbZx4VLQEPDgU7QhUtAt0teTt2FS0C8RMEI8YVLQJG0gczyhUtAYvBAPAmGS0AJd9euEIZLQHGAeE4UhktA1/R+SCSGS0D4GDxRNIZLQOkTBak9hktAu+NOokuGS0AhBtS3ZoZLQH+n/zVrhktACPDlxHKGS0C/b9OkdoZLQFuSMmWEhktATGAzYJOGS0BuDIwfl4ZLQJig0bOfhktA2J05ga+GS0Df1kJCtIZLQBcX7pm7hktA1GlXOsKGS0BIHy8b0oZLQIHwQIjXhktAZ/FaXdyGS0Cv77HL4oZLQBz+C7jyhktAFg1livSGS0Cs/IPM/oZLQHbwANoMh0tAJaVkLxeHS0DBBboSG4dLQGZWBcMph0tAbS2zEjeHS0AYsrLRR4dLQAEQ3URRh0tA0JdNCVOHS0CSMJe3V4dLQIZwLpNbh0tAPtRRNm6HS0BvfgXOcYdLQIl9t72Ah0tAvypAFo2HS0AZj+QimYdLQIfYlImth0tAGMkeDsOHS0CfWYsc0IdLQHCyynXoh0tAhLc4fvaHS0Dso0ibA4hLQDPLHDoZiEtApG0BsCCIS0BAbmfoKohLQOd/YswsiEtAqPTbkCyIS0DTHgaSLohLQHq+JAo3iEtATAVjUUyIS0DyXRPXU4hLQCL1yG1biEtA21M5x2KIS0Cwga42bIhLQEZbd1t4iEtA0G7qLIiIS0BFuJqTnIhLQHi3VfeliEtA3fHLcq+IS0BolUE+s4hLQMQXBbK4iEtAL8jIjMmIS0DAnFib14hLQP+9Xc7jiEtAAs4OAvyIS0CgfPfqColLQKo1VJkdiUtA2lz1syqJS0Bf70x1PIlLQDSkOZtWiUtAuPmzfVqJS0B+UGBsZ4lLQAKNG3x2iUtA8a8ROoiJS0B2BYv4i4lLQCWJmaieiUtA2PaPVa+JS0BIsVFNvolLQNvD1FnXiUtALYtK1uCJS0BaV8AC7YlLQNfPJHzyiUtAFpTOzPuJS0CjIdHbCopLQLZR2yggiktA5gt6DCKKS0DKU0JcK4pLQGV5Zx8xiktAGUMh6zGKS0AuhjmuN4pLQBws8KNHiktALUlvaUmKS0C4YLYyW4pLQNAH6lJriktAsfHI226KS0AcUnmZc4pLQP8a7sh9iktAs1tf7ImKS0AhQIVElopLQFykPqCeiktALW++s6uKS0DHUOWGr4pLQFpU2/K2iktAcsrhormKS0D3d81QwYpLQOePD2vLiktACJx5mtWKS0ADfDZm6opLQLFKwoj0iktAVsPVBgmLS0DB9F2BEItLQFQfWXcui0tAjyBIijqLS0Dx0smWSItLQH760wlSi0tAElPGhWSLS0ArmxKAZ4tLQF0uzw5ui0tAeJ9XZ3WLS0A+5IR7eItLQFpmTFl3i0tARC1sXnmLS0AbWWBseotLQEj7bVx6i0tAOhYfL3yLS0DYq37IgotLQBqhXrGFi0tAWCgsbYiLS0DIk2NzlItLQKA2YrSui0tAyLBdI8eLS0AUGrad3otLQFrgcPvyi0tA593e9gOMS0Ca1FH0EYxLQKxXz1gajEtAIOpE3SKMS0CJgPLNL4xLQKbPp/g5jEtALBto2zyMS0Bhl/xKRYxLQNptYktGjEtAWUYa5EeMS0Cw12DzR4xLQExosBtJjEtA3tlBOVKMS0BMi3+BW4xLQCN2rYpejEtAUSCsZmCMS0Cnsd/bgIxLQDBM4dmPjEtAnulkl5KMS0DdHN3ErYxLQJzgwpGyjEtA6XQTLsSMS0DGJCaMzIxLQLm0yoHbjEtAW86ZsuiMS0CDyNgs/oxLQLlZ+SgNjUtA8IITNBqNS0DaF8FNJo1LQNLT0fUtjUtAvwgdWDSNS0Dj8kK7PI1LQDjWjHlOjUtAw4X5iF6NS0Dmf5IFg41LQCFUQhqPjUtARRdJMqCNS0Cy52ZKro1LQOK6KAjLjUtAMja4PdmNS0DXjZcL6I1LQCnuF9frjUtA5cG8uO6NS0APWeVbAo5LQIDNfW8cjktAfhnifh6OS0AUEgeoJ45LQO+J8d40jktAUB8/kEaOS0D9U4U0Wo5LQDnpOupujktA/nQeEIaOS0A/UYRnkY5LQOKZQHmujktAEcEr+86OS0Az/y6U1Y5LQNDFKDrYjktABdohwf6OS0C78soWBY9LQBkIaf0Vj0tAoneBBBiPS0CkH9NoH49LQKs3L/00j0tAmEh0zEKPS0BJXE6pVY9LQI6SIPRdj0tAYiwjmmWPS0AdNRZPaI9LQCr6MHNoj0tAYr1wpWaPS0ACTcFwZ49LQBSNPLBmj0tA/z0XMV+PS0AwzgO4Vo9LQGrWlRNQj0tAIC8k+lGPS0A7SvooYY9LQB+FUutlj0tADNoWmGePS0DscxWIZ49LQLyYV49qj0tAic764HGPS0Dg40FXe49LQESs0/WCj0tAXmA7ioaPS0ATi5ljio9LQDASXWGLj0tAx7sEw5OPS0Bekynkn49LQNDrNrKvj0tAFyFvOLqPS0DGbLZ9xY9LQIDTYi3Uj0tAQeBLxeyPS0DI16LIBJBLQN3A2q4WkEtAp2N4oBmQS0C/FHijJpBLQBarGEQqkEtAHPd8UyyQS0BeWo/ANJBLQB+hA4s2kEtAvMHwgUWQS0ABUmf9TJBLQIye2x5ZkEtAoZlipl6QS0C7ZAf1apBLQNNFbfx4kEtApW3PCIOQS0DVBUktgZBLQGSNOySDkEtAE/z7O4SQS0BKYgcKhpBLQM6Ki+qHkEtAAhc9uoiQS0DlfJrIiZBLQHzE0NOIkEtARo90rY2QS0BEHSjtlpBLQBsYmtSYkEtAe7RxxJqQS0DLVQK1mpBLQEHI6nedkEtA6G/3SaCQS0CkTt9WrZBLQAQXLiK/kEtA47QGDcKQS0AGa/1215BLQAdEFkPbkEtAJ/CVgOWQS0D7nt0D75BLQHGpFdYokUtAZ05xaz6RS0DpJSFZTJFLQIO74xxOkUtASgcQ6lSRS0CldLrdX5FLQLHyAsFjkUtAvGwhhmWRS0BU3KkHbJFLQE/5KqiRkUtAR3j5RaWRS0DYJVfcuJFLQCZhDYfNkUtAmX5AD9GRS0Af0jGy55FLQHOpNnf1kUtAULgzjRKSS0AI+APFH5JLQKXJ+gookktA50o0UDKSS0Bnb1EcNpJLQAdcdY8/kktAxqFypFeSS0Czv1jxY5JLQKZNup9mkktAhrAauHSSS0AvH/u5npJLQAMLgI6ikktAN1uC8auSS0BR0whM05JLQJnA3WHskktAnfSRcO6SS0CsumJB/5JLQAovKkQok0tAfvPZCUiTS0DxWj48UpNLQGR7i8Zbk0tAKEgTLGSTS0CZix3MZ5NLQKLXgdtpk0tAHHA8/XKTS0C8wRpLfpNLQH5d2v6Ck0tAmN7J14CTS0CiksIVgJNLQNbEJduBk0tAAbWhmoaTS0B85VzyjpNLQCmI0mKZk0tALvY52a6TS0BnhI8/05NLQHfYMO/jk0tA05eI/uOTS0AShbin6JNLQPz8GFz7k0tAd5fn1QGUS0AXowQjDZRLQEla6L8RlEtA0hP4xRCUS0D97En4D5RLQNRWbtQQlEtAmrSmbxWUS0CI/IDIIZRLQM639owklEtAzwOCGi2US0Aee+cxOZRLQOiQ7pZNlEtAFPbNzVyUS0B2Q2nIaJRLQJ5o8at3lEtAkoKxb3uUS0AKyRkvgpRLQDaW0vuSlEtA4vPs9K6US0CObnf1u5RLQGqpEh7alEtAP1t7yuqUS0BK8nSf/ZRLQJzrdlsBlUtASo5RZA6VS0DyO3zCJ5VLQH+QKswzlUtAszuhOkqVS0DwhKsxWJVLQFi9C+dclUtAdfSGaGWVS0CwXOYWaJVLQDLNZ/JtlUtA+rkAv3yVS0D6n+evjZVLQNyvCRCVlUtAAxJTEKaVS0AQXWifqJVLQPvpbxGxlUtA2tVxiruVS0CdRFttvJVLQDEyc4HLlUtAeEm1H86VS0BGYgS/05VLQHDoKYnklUtAaeGAPfaVS0Chlo7CAJZLQOMYvxkKlktAd2TJQhKWS0C256j5I5ZLQJdsDVYwlktAulBrmjeWS0C8CBKcOZZLQF4FyKI5lktA/wsypjmWS0B4xCWKOpZLQGB+Opo6lktAFjSHjTqWS0CWcUpIPZZLQIVqjDs9lktAmrBxKDyWS0BVaJRZPZZLQAINb0M9lktAFzwsET6WS0B8og+JR5ZLQISnbx1MlktA48jg7k2WS0BH/V9cR5ZLQOG7rntFlktA2FxdBDyWS0DRvAKPN5ZLQEL/7DAulktAJBF56SuWS0ANMcmOLpZLQBap9cA/lktA6kuTskKWS0BoeBfoTZZLQO1eS7tdlktACVMzj2+WS0AogsgnhpZLQBq/iYudlktAHNfgZrmWS0DMKMwEzpZLQFUo8MDTlktAYtiPhOWWS0Dff9z/+ZZLQLVCCmsRl0tABxVFSl6XS0Ce/F1yeJdLQIxLNqedl0tA9rTNPqOXS0CeaB/k4pdLQE3F0eXll0tAUeCuFe+XS0BJQQy7AphLQFqOjTYKmEtAUueSMCeYS0BPgLH2K5hLQNnXwrItmEtARHZkADaYS0D3t4fOPJhLQHACH2U/mEtAMiLrhU+YS0Ar0FxRUZhLQFXnx7VamEtAx2YH/GSYS0BXFHrAZphLQBOkc2dumEtA1+yMf3eYS0DYIpfcgZhLQK2qB6GDmEtAbF8rboqYS0Bnegiek5hLQAip6SeamEtAJlYWV6WYS0BlnR21sZhLQJe7r5rMmEtACVOf4daYS0DeJnS12phLQGDupj3gmEtA15WCGvCYS0AqZLWgB5lLQLx2ppMWmUtAd+efORuZS0AeTYDEI5lLQMsIBE43mUtARVg9lVCZS0ARpqbMaZlLQBpJ1NuEmUtAhLvU8aCZS0DZfAiJuJlLQDcE27bfmUtA0uGMlP+ZS0DSX0TvFZpLQM8+SzQhmktA0FFCeziaS0CGaNjoT5pLQGpFNCRomktAAD8L+GuaS0BzDWSRdJpLQNCt8v+ImktAco1JmIyaS0AxykV/n5pLQAo7szSimktA1sIj+aOaS0BjTdmnq5pLQHeicWm7mktAhFoS+9+aS0C6PKl44ZpLQCZHPbvxmktAG9WeafSaS0CvqDv7/JpLQA5wqlAFm0tASMxWRRWbS0AAgLrzF5tLQMMurFAhm0tAD5JS/iWbS0CFUQF+LZtLQKuXLWY/m0tAm2EYulabS0DdleVEa5tLQED4NXF2m0tAuSo6E4ybS0BcfVX+mptLQMTmbMyum0tAUipAn76bS0CK8rzDyZtLQIf0cKnam0tA4APViN6bS0CJ/WnT85tLQMdE3MwDnEtA2bCaPwqcS0AlNSt9FpxLQMhfOTMbnEtAqCcnpSOcS0BBYckiO5xLQFORsM1YnEtA0Tm+sXicS0C254IygZxLQMJJ8faCnEtA/wnCcImcS0CyQJ1ajJxLQLBkaIuXnEtA5HoH8aGcS0BtRJRcqZxLQBvTpa/CnEtAelQHdsWcS0BjJL0NyZxLQIb3lUHUnEtADVrnA/WcS0Ah/23SEZ1LQH8+JvkhnUtA78ev6i+dS0BUeygJPZ1LQNAwj0tInUtAoGyKZ1OdS0CB8OIWVp1LQF5EL55fnUtAP8dTa26dS0Cep57FhZ1LQKdPSXW4nUtAuxog2L6dS0B5RoqE051LQDsIwgHsnUtAaYHi2fudS0C8/k0qBZ5LQJxXgoANnktA5XsozBmeS0CAMcBKLZ5LQHMk5Wg6nktAd66mx0OeS0C+lVyaYp5LQJrtYutwnktAwtLkwn6eS0CPNf0olp5LQDAPHuKpnktAOyTUXbCeS0BwoyQ4tp5LQPHyUFXNnktAmojnB9aeS0At81Rc3J5LQOyBZEHunktAX80ajPaeS0BnWOFwCJ9LQIn1234Jn0tAbYVm+gyfS0By0i3bEZ9LQGqF/cwQn0tAeQfyBRCfS0C7Se/PEJ9LQAHZsOgOn0tAt/5nfgmfS0Aiy5zdA59LQAbCLFn6nktAgjD8vPaeS0DfxRk18p5LQKDEH2brnktAKbVUoeueS0C9SLd+6p5LQK+Ot73mnktArk+p5+SeS0B+jbcR5p5LQIFKBDPxnktAyCQ+cgmfS0DXPsX6EZ9LQAeDHzocn0tA91TZ2i+fS0CcO3AkSZ9LQJT/nl9hn0tAtz4UiHufS0CT/8aUi59LQIBGANyRn0tAAY9vXLefS0DWGV1Nup9LQB1jzgO9n0tAk8EOjNGfS0CPaUIH259LQBgUM1P+n0tA4pCk4yugS0CYYH+sPKBLQPd/WIBAoEtAOJZ4+UOgS0B2XGuUWqBLQHfjxxl8oEtAefDVWbCgS0DLnoJryqBLQPOQ6ifboEtA+LN/COugS0AR/2KD86BLQPPanwoGoUtArrz/ihqhS0DPLxtOLaFLQA+IRgBCoUtAvT3SxGGhS0AXhY4Ed6FLQK2oT9+joUtA9RxrKLChS0Cj02x+uaFLQMXz+WXGoUtAUk2B7dyhS0B4OIIN9aFLQAjrF3D/oUtAwehDmwyiS0B26YYQEaJLQL4bbDMToktA0vDVFxSiS0CZ6mn3E6JLQJneGB4VoktApj1V+hOiS0Dw7UhVEKJLQKaRW9UKoktAdF+1PBOiS0BQG9oPF6JLQPZoQrEaoktAPG/j6TGiS0A0DYOZOaJLQAcjHj9KoktAea9GImaiS0CnsO7MgqJLQEa6FGGHoktAPytV4ZCiS0CqZDi/naJLQHFtOeipoktAHmlFtbeiS0DbOx/iwqJLQEmXBgTOoktAEwjaddOiS0DHWU1O4qJLQHf+ehPwoktANOv19gCjS0BfyVLhC6NLQMh4azgjo0tAyh6KNy+jS0AxpPAxPKNLQCwtUS1Ko0tAHurCpWmjS0AKRpumeaNLQNAAfPyNo0tAG4OzoJ+jS0BqGM/xqKNLQIPp9vexo0tAr1RkorijS0DQ7ncyvKNLQAsQwYLFo0tAWYW40uijS0ByZwnm86NLQDqffuACpEtAIt17lxakS0AJQgjuHqRLQP+ycDY2pEtAR4J44zikS0AL3+DqRKRLQAhSqPVepEtAKmgYs2+kS0Bom8CGfaRLQCUZ9BCTpEtAc/luEZ2kS0C7Nq9FpqRLQElad7SwpEtA0AzUj7GkS0Cmzhemr6RLQHNV23iwpEtA96juTbCkS0A/kaQ0s6RLQIHYmGW8pEtAf3wX9sGkS0AmFkHOwaRLQItftfW9pEtAkfTyc7ekS0BycsRpp6RLQKvG20+opEtALPsJwrCkS0DqJCUht6RLQM7TSgW7pEtABJg5l8GkS0C3lQwKx6RLQM6aeKTNpEtAEm430OKkS0BjN0278qRLQAWZHMUZpUtAPIoD7TClS0AHRVHfM6VLQMmBXTs7pUtA5mh+N0ilS0Cg2GfBUKVLQOrvbbNepUtAxcq7mXqlS0DwwRJMi6VLQMXuAUiapUtA0M+skKWlS0A6mDRQ3aVLQOphIsTmpUtAEKVXTOqlS0BCtFnZJKZLQB6J5Fk5pktAKXGr+j6mS0CbDdbFTqZLQJO73dJ3pktAJ78gF4ymS0DjQbgRtaZLQM5XL6q4pktAExm7icmmS0Bml62X1KZLQNW+XAXdpktABtHZve2mS0Bb0zQW96ZLQGPbC9T7pktAVxRbIAWnS0CJJQpsD6dLQH1ZtlAep0tAi62nIy6nS0A4wMG7NadLQEa3/xc7p0tAZJEm3kGnS0AIbkshZqdLQMfARbd2p0tAMN80yYSnS0BfwehSmadLQJlqdA6rp0tA5FD1tM6nS0Br6O1v06dLQAzrYf3Zp0tAgrAR/eSnS0APn14976dLQBCMPuQCqEtAgtO4LQ2oS0CCgF4gF6hLQGpAZYUtqEtA+lw20kOoS0DCnTyAU6hLQL6jNNhqqEtAexDlUm+oS0DVlMb9gahLQLlsMh+aqEtAJeDRsq2oS0CqxeDOtqhLQD7UJWzKqEtAz3uaaNeoS0Bfr/ci56hLQEDZngoMqUtASjLqSBipS0AE5LtpOqlLQJ87fU5LqUtAKNitQmOpS0AXf8MtZ6lLQKhPe695qUtAlFgV+IKpS0B7uFB4l6lLQODVgwCbqUtAF9aMLcCpS0BN2y8H0KlLQKJ+btrfqUtAH3cl9+upS0CZxoADEqpLQEDaYeEeqktAOOxRNCaqS0AVXQkKJ6pLQNNO9NApqktA5tFLATOqS0DELK7dNapLQAip6HA2qktAebt7pjWqS0BIidOfNqpLQPzz+CA4qktA8X5gJDqqS0B5ffFCQ6pLQPqk0hBUqktAnAIIqHuqS0Ca81v6q6pLQEiCNMa7qktAAbosHMSqS0Bf0uTe06pLQPgDZqTvqktAuVkiqP6qS0AR0sLuBqtLQMhs3kUTq0tAMOf7ERWrS0BVd3n7MqtLQPhYLHhjq0tA6rxeuHirS0An3y18fKtLQL/aPyaEq0tA74ljNJ2rS0Clr/50qKtLQKCCoyG5q0tA1bdm4eGrS0B8LKuNCqxLQPI3/qQXrEtAKKcWgRmsS0AtEX/sLKxLQI/rjhs3rEtA9MalPlGsS0B8RxZoa6xLQHo5V8eDrEtAMsPiUZmsS0AxEPcKq6xLQC7uY/jUrEtAmfET+uWsS0BGCsXA9KxLQBlrqFMJrUtAebuhbRitS0Ah0XRLMq1LQFrWQjhCrUtAXwJPeE6tS0DCjzNSUa1LQEVtxGhdrUtAs4hf82KtS0DpPwbAcq1LQJGXPNiBrUtA3i5vOZetS0BjOCMspa1LQL+MUkSxrUtALI6//rWtS0BAXuvM6a1LQJRYKibxrUtAHXtsIQGuS0ACR0tQCa5LQDMianIWrktAf9cxkiOuS0DuRXZwM65LQKG6ADtErktAW4sD4EauS0Cg+nSaV65LQA+1HYhprktA9OQQx3OuS0Cdw8G6fq5LQP76z6SRrktAXoFppKeuS0AW1bK6t65LQMnHAFO9rktA+go228CuS0Dga2D8y65LQMms63jVrktAP4pRfOGuS0AqIEDI6q5LQNCKSITurktAVXelMvOuS0Bwbf079a5LQEfSiwAFr0tAMemizSOvS0AYhF6RNa9LQMW9Si9Lr0tAaNc8AlCvS0A6aTD5Xq9LQM4xFnZmr0tAowJ0IGqvS0B1kOodaa9LQDqv+o5nr0tA11y9dmivS0DgJsGNZ69LQOIAf9pjr0tA1QcN9WKvS0CcZQApY69LQG+5XUlhr0tA4cr3/lmvS0AOU/wuWK9LQFo8PoxWr0tAfJojnVSvS0Bqi+T4T69LQHRmYUBQr0tA8TpHKVCvS0AVq2tmTa9LQMkbYlRDr0tAA9uCJDqvS0AtdiIrOa9LQPQdV340r0tAA/0DwTCvS0DcJp7rL69LQGMgugAxr0tA0HPPHTGvS0DcBBXeMK9LQA6dcBkxr0tAjk+u5zOvS0BVQBfQNa9LQMU2lDo+r0tA+idLKT+vS0Axnzl5Pq9LQHOtaSpAr0tAqNXTiz2vS0B6hW7+OK9LQGVz1vMqr0tAbnLjdiWvS0DxwBISIK9LQNDRHRAdr0tAeXp3YfSuS0Aig75c2q5LQMgZ/bTGrktADvV2SbGuS0DRP+iwra5LQGEZIZeTrktAKbZW3IGuS0DAL19FY65LQN17SP1XrktAlKbaEUiuS0DncPvyPa5LQCARJVc6rktAginY8zOuS0DnasynK65LQIlsa6EqrktAxU4aBSmuS0AsCUTgLK5LQLtGAZgurktAZevp9TeuS0DY4riYTq5LQG+iK0tTrktAMuQo5VquS0DPMxLoZq5LQBZYjSBzrktAlLF30oSuS0AIlM3vkK5LQNOOu3inrktAFDjhd7auS0C4k5pAyK5LQB5dvFfhrktAjCEHzBOvS0DvOkmXF69LQKmCejUrr0tACyNMdzWvS0CkEvOGXa9LQONM61pur0tANFUuKX6vS0Aic9GilK9LQLBqee2rr0tAteG/zLmvS0BBhFW1169LQAl4ovbrr0tAuANERwawS0A5udhUILBLQHE7e24usEtAXkwJFDOwS0CF7iUJWbBLQBZ9iFdjsEtAjVHyUoCwS0B2px6whbBLQItvbAaQsEtAj7cZl7+wS0DsqfpBz7BLQDOoOKbYsEtAcgopgQWxS0Dq4CfoGLFLQIDp9vcxsUtAD2GbeDqxS0AtviZNPrFLQDlZLn5HsUtAqCUoe1SxS0C3KpnOlLFLQMwwFYWXsUtAwcs3CJ6xS0BY+KEPrLFLQMjjq4KwsUtA+VMnMLWxS0AJeGeUvrFLQBlfxWDAsUtAEHO3leWxS0D+E+7F8rFLQLc9h+3/sUtANs5YlA+yS0A+O/3GNbJLQDBqTxpBsktAWfS3DFGyS0AYBEdQXLJLQEZLxQNgsktAexmWXXWyS0DaGXehfrJLQFt897+KsktAabQaVJOyS0DYOw62qrJLQDGcH3e4sktASyvU896yS0CZiE4057JLQCdPmB73sktATOYV5RizS0DGTuGjJrNLQBEl1iYxs0tASe0uhUSzS0B5IqK0UbNLQGBCg7x6s0tAiR+O25OzS0CgYwUBqrNLQCfnV+/Hs0tA5vSrXM+zS0BBK4EY0bNLQO0nrsDWs0tAVd2dYdyzS0AJgmL57bNLQGgW3qj/s0tArFiIUB20S0DSMvDoLrRLQGs2pswytEtAvDxIT1G0S0Az0jQjYbRLQJbRS9ZytEtAuhCeFYC0S0AIgE3qjLRLQO3e/z6YtEtAW2XO6ai0S0BQV6YbxbRLQCeMuGPetEtAW9Tsw/K0S0DLKa+fArVLQL6YsEcytUtApo7HDFS1S0CR4ySNhLVLQFzmaZ2RtUtAsYG+q6C1S0Bu/AcAqrVLQIVjyuXRtUtAs/eOjOi1S0C0cSo9BrZLQF49i54OtktAmIzgDxe2S0AjQiu2HbZLQJVMFfkmtktAldK8Gz+2S0CrhfaqSLZLQNmsMytMtktAUF3zKU62S0A6TDluV7ZLQAGsH+xrtktAm94zT4S2S0AkvBD0lbZLQE/qMyOgtktA4BGhwKS2S0C7+RdfubZLQJ/O8JTFtktAXjch8c62S0CEw/us3bZLQF4paZ3vtktAOl6U7wW3S0BNCeQmK7dLQGEbZt9Kt0tAHW1Bm063S0DIrowxY7dLQFf049Z0t0tAOFpvsIS3S0AYhre9k7dLQGk53COot0tA00LPwc63S0B5xs/917dLQHLShdz1t0tAJJ0hjAe4S0CCx5TVFbhLQMawaZYluEtAlWIjijW4S0CnXHYvR7hLQGQGVIZRuEtAa65DCmW4S0BPy3T0Z7hLQLk1Jod5uEtAuyYjIo24S0C2WbULkLhLQEoC+puVuEtAq66Q56q4S0CnVc6avLhLQGhzwg/EuEtANEcisMm4S0AxNuR02bhLQCuzVXfcuEtAo5BQ3+S4S0AFdGb17bhLQJNEIzD6uEtA5AYQmQ25S0AJ2ryVGLlLQPtMvdstuUtAYJtOnjG5S0ChwNnyOblLQOJ1wUNFuUtAKTCT0Va5S0AQLvOpZblLQAfH6RR5uUtAmQHFmpq5S0BbtJiJtrlLQFyyZki7uUtA3at9pMK5S0Dx19GWxblLQGE47jnVuUtAQWh4S+O5S0AuoVL3EbpLQNna+p0xuktAsCvwLDm6S0DkVOLcVLpLQGnsSuxWuktA6JeFbFy6S0C46Hr7Y7pLQD/08f5vuktA42DTsIO6S0BtUS+QkbpLQEiGnJGduktAQmgtB6W6S0A+VucgwbpLQNrnHJzFuktAl4PgK9m6S0AQFYX46LpLQFIthGr9uktANMUL2AS7S0AaL45LDrtLQA64FzMqu0tAWI0tijK7S0BECTIjOLtLQEc+PNk6u0tAbVo35Ve7S0CJik+mdrtLQKAMBQ6Wu0tA2d6Nw6i7S0C6ye690LtLQBuFs4HSu0tAZtepC9u7S0Ake52k3rtLQKRygr/qu0tAuuo1CPa7S0DBRYriBLxLQJLd8BscvEtAJVgr02K8S0Apn1bybbxLQL78lh+JvEtAIE79fI68S0CwuvE1nrxLQPEGt3OpvEtAna3b8b28S0DqB3q32LxLQIUQh3QRvUtARI+lCiS9S0D07FIgPL1LQGULymxEvUtAf8yuuE69S0Ax2BVMX71LQBC5AD58vUtADGqEwIK9S0Ams5uVhL1LQIeMvCOYvUtAe+XYuaq9S0AjYLtOv71LQJHcBsfCvUtALh5qHc29S0BFV+lb171LQFz+C73rvUtAyGaVpvy9S0D0ROtD/71LQITCSrkGvktAv4ENhRi+S0AUxEn/Kr5LQH2GkpE/vktAbTnHiF2+S0DAzpeVaL5LQBs4vGd3vktAwOEtRpO+S0AIUttToL5LQDwwvne6vktAdq0k6cK+S0A3he951b5LQGQDt5XuvktA3rLPpfC+S0AArodD975LQIkNCkgQv0tAcZHZmBi/S0DjGJ4LIb9LQHiG3Is2v0tA8v6TukK/S0BwpfZzYb9LQLSEWOR0v0tAZAvXloa/S0AFkqu2rb9LQM+Hmmezv0tA8dEhXsG/S0BXlcPiyL9LQMlhr2vMv0tAsrk809S/S0DcBpyv1r9LQKt5zZnXv0tAINfB7N6/S0B0Y6+04r9LQHiXV73iv0tAh3iKQOi/S0A/53JG/r9LQGb7hET+v0tA+mLxxgLAS0DBkq3GA8BLQKHX2JIGwEtAwJRTOAvAS0CxfXLIEcBLQEl52SgLwEtA4X5MGgzAS0BX/AiRBsBLQCtVKpQEwEtAL2scYwfAS0DALdUoC8BLQLIzQR4LwEtAA0IwIwnAS0CB3NceCcBLQCxqa9wMwEtA2ixalxLAS0CBN6S+HcBLQFJmk5sfwEtALuUv2SrAS0BtEcTFRsBLQIdfPOZwwEtAdHPybqHAS0ConxcrwMBLQPGL4ifewEtAEJNb8+DAS0CfWeeM5sBLQPw6XljpwEtAGJlR3fDAS0BI5Khn98BLQCRV9w/8wEtAmMHnDQvBS0AlfF/EDcFLQIcSDtkawUtA5Bg6lx7BS0CgCDLNN8FLQPTo0bc5wUtA2GHxGkLBS0CBcCKNWcFLQHgSs/lgwUtANQ+zs4LBS0B3LY9yhsFLQLWwi8iOwUtASL47NJfBS0Ag6sdeo8FLQJit70LBwUtAJ44ZAcXBS0B5PWpJ0MFLQLpqesrWwUtASGNUidrBS0CGDAPn48FLQFdpuxHvwUtA66CrF/3BS0DBHKXOAMJLQGZlWW8VwktASu9ULRrCS0CYXNPDHcJLQA2JvGskwktAvU5htC3CS0BtxLsSN8JLQO9LHDdEwktAyCO4a2vCS0DIYQK0dsJLQCL3DbaSwktAqVjfdJbCS0D59HAgqcJLQGNXX2zAwktAqjf/VsLCS0BLFIPCy8JLQBlMhvrVwktAwOfqqNnCS0BzrNPU9MJLQKGNu18Kw0tAL1R0ehfDS0BFuLs0KcNLQCtqegc6w0tA3aOnMEXDS0C3TbMLScNLQGOQS45Ow0tAHs2wol3DS0AxPDLNacNLQEFQWmRtw0tAUa6xN3DDS0AJ6JLSdcNLQDP+BLd4w0tA72+GPn/DS0B59E6+hsNLQBWh74CIw0tA9kDVnIfDS0BfrhKHh8NLQB6ozJqGw0tA6Z39+oHDS0CQ5TjlgcNLQMrQnQyAw0tAgAKme3nDS0CWr1OYdsNLQMJtNaR3w0tAD3CnmHbDS0A1xOAdfcNLQORuhHCFw0tAoPoNbobDS0B98+AwicNLQEgpz8aOw0tAaU4sl53DS0BViECVncNLQIng3sCaw0tAT0op0ZrDS0Bo3T7MmsNLQAbSHRWWw0tADpPvDZbDS0BcVoCtmsNLQHvX81Ggw0tAzSZ4kanDS0Ad8t/ussNLQKhiNwHAw0tAjnMQ68LDS0BvMWltycNLQA+3oQ7dw0tAlawKp+HDS0DVR3Fy5cNLQFPG5Lnww0tAeKOb2fvDS0AA2iMvBsRLQO+smhAIxEtAuJduXhHES0ApYu9qHsRLQHvCSrlGxEtAYda+/13ES0DtTlb9a8RLQObi8Gh0xEtA5wR4m4/ES0CFNod4n8RLQBKIEMSqxEtAaOvDwbjES0BQV6AYxMRLQMqhJhbSxEtAGO2tktnES0B0tsEP4sRLQGMZSqnoxEtAUnXf1gLFS0D16oDkEMVLQDqTkjIqxUtAE8C0skHFS0DO3MH3WsVLQJvgjHtixUtAaKM9QnPFS0Aa9nvPecVLQDcSO5x+xUtArLuyC4bFS0AVCGGMjcVLQKDLT6KMxUtAIjhdP5LFS0CBnfEQlcVLQHNsd1uexUtAgGB/YK7FS0C8NKYWwMVLQOBoZlHLxUtAnGPXNdvFS0AYITLV4cVLQMBKSFXnxUtA7OaqMvnFS0CApQHD/8VLQBpymuIKxktAXi1wrB3GS0BjPZuAH8ZLQBNPBwMmxktA+ReCNTHGS0BCHaKzR8ZLQNUuUAZSxktAIXiGWmfGS0AMZaU/d8ZLQImCnkJ4xktAkRUia4PGS0BaoAvHjMZLQCsYn7OZxktAjaQoLaLGS0DZzfuIqsZLQLIgTEW7xktAp5U5ZcfGS0AhTM4Z6cZLQI3HrZj9xktAR/O5rQnHS0BsqLUpEcdLQCj88MsXx0tA4cPtiRvHS0BxyjxcLMdLQGPwqB8+x0tA/ukJL2fHS0AlQGg4g8dLQKew5FqPx0tAaJFo+pPHS0Dq0yWupsdLQEkpPxvMx0tAeaU32c/HS0CwoER51sdLQKEzEb/tx0tAqJAIU/XHS0DMdR+P/8dLQMHQHPkGyEtAsD3KLRLIS0DwN5MJFMhLQKmXAHgbyEtAIxSpPSDIS0CJzvOTKchLQGf7bl8syEtAZ2y2LD7IS0CxPC8fTchLQJe1D0RZyEtAwhI+F2rIS0AwKUwfh8hLQJanUqScyEtAaH2gaKDIS0DbMXR6y8hLQFheVCDtyEtA9c4ttgHJS0B0kb76DMlLQLAKYnokyUtA2j5HxS7JS0BGan0LV8lLQKU4znpsyUtAL91pR37JS0BxUh1UnclLQEako3+2yUtAj4B/VMfJS0BmyGfVzslLQL2QV7/QyUtAaiP/gtPJS0DBBmGU/slLQOOYZ70JyktA1YpgaivKS0CbdYZJO8pLQK2vHMtCyktAt50OtUTKS0DehHdjSMpLQKA0YkBYyktAS4qxgXHKS0BWgQR5gcpLQElQHZS4yktA9l+vacvKS0Ds7qBq2MpLQPqN0rnjyktAfzUbWenKS0C4N2Ne6MpLQOD3ApzmyktAm4355uLKS0DJjQc63spLQMbhny7fyktAjwgqEOHKS0B7iiST9spLQAXMBfkcy0tAw+jebybLS0BHMmvJLctLQK1Ybmk1y0tA25iLg0HLS0AmPbobSMtLQDe1jHFRy0tAL5VEhGzLS0ADotM/fctLQALJLMmhy0tArZVlL6vLS0DPI+2DwstLQL/KI+rLy0tAVdbin87LS0BjwtSo3ctLQEHH+Wjfy0tAsc5MK+PLS0CqMYgS5MtLQC538Crjy0tACxJyHeTLS0DO9ALu5MtLQL0hVzvhy0tA6sGZqdrLS0COSfI70ctLQOEKAnrNy0tA+phNj8zLS0C3EWIQ08tLQL9HL53oy0tAQ6x0OvrLS0BToKArCcxLQHrROoQTzEtAwagUEBrMS0CkbByBHcxLQELmaJofzEtAl4oSaSXMS0A+VozUKsxLQJWxdBo2zEtAnagj7zjMS0Dfc9L7RsxLQO9dZB5TzEtAj4ttNnzMS0DgMlz0gMxLQKSNQ5qEzEtAbBgt9o3MS0AD6gkvp8xLQPK+w1e1zEtAz5xqpNrMS0CaCRCJ68xLQMKJEA0BzUtAmxlB8xHNS0C8LB4yc81LQJsNn9KTzUtA59WOvJXNS0BkJoQgnc1LQIwfCVmozUtA99tuVLfNS0AoMHEMys1LQMSantjMzUtAWy8scNPNS0B1hlec7s1LQIu8K3YMzktAssyx4jLOS0DVi4D7W85LQGc/6s1tzktAzuige3HOS0DNL/yti85LQB2JYWuczktAAorJPK7OS0C9X8lLus5LQDM0vxbLzktAkfOh8szOS0C7Ads4185LQLkzWE3kzktAgoldTfHOS0BxKIiWCc9LQHblaRwRz0tAeluSaxnPS0AadYasJc9LQG67lLAyz0tAqtjlHDvPS0Bd4FOCQ89LQI796S9Jz0tAGM6malXPS0BtkwKMYM9LQPWNzQBqz0tAgWe+x3zPS0DDzJWzis9LQAgm5filz0tAWd0Obb3PS0CbmpnTxM9LQNl4LvvRz0tAqpiCVtzPS0AeVY5P3M9LQBRlvybfz0tAy9aycOrPS0DM4T1O689LQKGL+QXwz0tARgiQ7fHPS0BhfjvkAdBLQC6OwZIE0EtAwJtx/gzQS0DyPjZSQdBLQBGaHbZo0EtAmthYA4DQS0B/sSLQhNBLQCjkj36I0EtAGWFuipbQS0CZBJQym9BLQEfJag6e0EtA0R4FSKfQS0B+Xd+3vNBLQI3Y9bK90EtASSHM0cnQS0DkYfPU19BLQFnG7Qfk0EtAHa9UsgTRS0D5I0fSH9FLQLCI8lY00UtATVVMOEPRS0D73WGeS9FLQDjQYTBS0UtAH9JHBFbRS0ADkXr5ZNFLQPIRBVtu0UtAZUtOQYzRS0BrLGVJm9FLQL6enCyr0UtAxCWtI8fRS0BpaysAytFLQMe4p+3X0UtA0nsGTuLRS0D5LYzE6dFLQFsRp5Ps0UtANHMnNvHRS0BK0por8tFLQGAwWyzx0UtAMT5D2vTRS0BuTnBH/tFLQICH6YIH0ktADTCiQxnSS0ALQYh9JdJLQIIRNNMu0ktAMvP7NjjSS0Cw6C+RXtJLQCya8cp20ktAB3rTWnzSS0CKDc4uf9JLQPpXxu6R0ktAPg1GXKjSS0Dwpda5sdJLQAsYzum90ktAbFG2gMTSS0B+2089x9JLQM4ho4LR0ktADO+E9NrSS0B8D/y0+dJLQAlUTR0f00tAvziGpyfTS0CRTHqRKdNLQGVEDCIv00tA+Wrx3THTS0CkQXTvPtNLQChL3OZq00tAMmX5HXfTS0CaxYTLfNNLQBfvuXmO00tAp7gt25jTS0DElIS7qNNLQMBs8JWr00tAG5/dT73TS0DEDVWRx9NLQEUkGA7R00tA4y241eLTS0C6/+nv7dNLQK/npa7x00tAHJA4XBLUS0CbnKeVHdRLQDwa5o8f1EtAVfJbKCTUS0DwSPcLJ9RLQCPfvN031EtA8ihFzUXUS0BSC2+NStRLQIFTMOFS1EtAQCQUeVfUS0A5qSr/XdRLQB4ynttg1EtAiQ+5dGfUS0ANojVGeNRLQIrYbXiD1EtAifyxuJvUS0CC9h1Co9RLQBevaJar1EtAR+orH7TUS0DTk3Qy0NRLQMGNLrjk1EtA/naZAfHUS0BmOdQf/NRLQEVxeQwM1UtAwQgFBRvVS0DzrCi7H9VLQLBB7ZEv1UtAwJZPqkvVS0DZN0x7XdVLQDUuZgKA1UtAHtXBeIjVS0ByjuSmkdVLQMBiyrCf1UtAvmbvFajVS0CPViQcttVLQJHiYgC51UtAKcH/6dXVS0DGIsXu5dVLQJVd7gjx1UtA4XIKbPrVS0C2OXJqCNZLQJJALAMd1ktAUCzNcyXWS0B40o4qKdZLQETwsY4/1ktAdiJiBkfWS0D0woDZSNZLQBBQBz1R1ktAHzT1BlTWS0BgsPKjWNZLQJnCa4Ba1ktADW7zsmXWS0B5v0YJb9ZLQDAV1ot21ktApxNBUHnWS0D/y9rlnNZLQLdJlWCl1ktAwmZh2KzWS0DwikBftNZLQEACWui61ktAcn2ApL7WS0BUhzXFvtZLQHF/Uk3G1ktALFodZtPWS0BYiFQM6NZLQMZtX23w1ktAbgtwkPzWS0C1che3CtdLQKHqlAoU10tArx3p/yHXS0DruPB8OddLQH7KTRto10tAW8wz72vXS0BjZzxEdddLQF9pYzaS10tAxGDslLnXS0BBLwOl09dLQNlW63jX10tArX5zueDXS0D+M9tmAdhLQFXSr1kg2EtAeZV+x1LYS0Ch0GuGcNhLQB7HjBOG2EtAl7fWw4nYS0Cg7ZNujthLQEFL6zef2EtA6A4RjafYS0C65rIxrNhLQEyaYCG72EtALXkSZMbYS0D6EBhOxthLQFqsFznH2EtAAm2B/crYS0DJfqzTzdhLQC+ifGfS2EtASB29UdPYS0Atq5DC2thLQDcK3Dbj2EtAsoEwlOzYS0AXEmBg79hLQMcXMMX42EtA8uCYGQHZS0DU7xOLCNlLQL8hhE8M2UtACFNGKQ/ZS0CWzlMsHdlLQPoDqMBB2UtA5GfXSEjZS0DBhlANStlLQG7/HQBa2UtATJ3gmG7ZS0Bi2iOAjdlLQBVuPImc2UtACE6amajZS0ACoqRQrtlLQIhrQZ7G2UtA1CeOQ8rZS0CL0EcHztlLQOhlfhzq2UtAmDnbS/bZS0BFVJj5+dlLQEQFlEEG2ktATwn9wwvaS0BSgip6D9pLQOkKPW8e2ktAAoy4hCzaS0DBxrVBMNpLQOwLghBO2ktA4JtNhGPaS0AzDYcIbNpLQCV654px2ktAyfrKeYLaS0DH6yOFrNpLQDfd0Aaz2ktAvVqUyrXaS0DUym562NpLQORx9N/g2ktAuZmnM+raS0AO6m3J8NpLQNTeVRkK20tAbyRKlCDbS0CLVzLKKttLQAftoEJQ20tA3GO75WTbS0AUSWxlbNtLQLj0Jvtx20tAUpTIznPbS0A6j0WYd9tLQMSUleeA20tAW2Hw7I/bS0AG12zqnttLQIjk0jWp20tA2gVyrLLbS0A6Owpe1NtLQJTyCzDl20tAV7PE8+fbS0Bpa8Jl8dtLQDaa/dD420tAEeuQfwzcS0CZHoOeGNxLQF7BaIkn3EtAu5MZwDLcS0AREu3AP9xLQAVDTEVH3EtAIFVyjVDcS0CiEm26atxLQHhvx5l73EtAvpEd4ZXcS0AWtu+JqdxLQHOMohbp3EtA+MF9evLcS0BwVNU7BN1LQKNsDJ8M3UtARKykcxDdS0ByugLKGd1LQPOFkRc/3UtAkXQPbkrdS0A42TvgUN1LQGkJI0RZ3UtABjELGF3dS0Dvrh90Zt1LQJ+B5k1n3UtARtuN5W3dS0BMC9S4cN1LQLx2+iWI3UtAB64v1bbdS0Bwp2n0w91LQLAuZVXO3UtAum9rLt7dS0CNaEeG6d1LQNejnSvu3UtAB3k9BfHdS0AgYvu39d1LQLSmyA3+3UtAdjodwwHeS0A6vAnzG95LQCh+324y3ktAIaiq1TneS0D0u56/O95LQFcCsVhC3ktAfbYgXk7eS0A/9aTzcd5LQAdG+aqe3ktAcnGLzrneS0Az4FEPw95LQL3eqhbR3ktA2v7SZdveS0DREO/v4t5LQGVVarTk3ktATGBccujeS0Ao9IytAt9LQGpg8EUI30tA/thIBRrfS0ChfemwLN9LQJINUvpG30tAzaz8N1HfS0AJ4X00YN9LQPUNS5Fp30tAGGsAVW3fS0Bpi4r2gN9LQDbzieGP30tAcYygqKHfS0DJu4VDqd9LQLz6AUe230tAF4wT98nfS0CTNzCO0d9LQPw3/xTm30tAidR3le3fS0D+x11/8N9LQA+KgIz+30tAeAS/+QzgS0CglOkHHeBLQELP3VAm4EtA4LEitC/gS0CeZQQrOeBLQOxJOKtA4EtAlwVDJUfgS0Bj26DLW+BLQDFqY/5n4EtAYAYCiG7gS0DpMzsgg+BLQBxTWDKS4EtASbDItJjgS0CiomtFrOBLQKxlxKK14EtA7O7MNLzgS0DOslAAv+BLQPnBe3nH4EtAffL1JMzgS0BwpYSL1eBLQNN6jLri4EtAUaS/+uzgS0CT98uj8uBLQImeTCr64EtAhV752A/hS0AxZvIKGuFLQDyEwwgq4UtAGE1BzTzhS0BGGlwNZeFLQAB+QwSD4UtAZ3A0So7hS0BiVuoknuFLQKP2saim4UtAp673E7zhS0AotEiHxeFLQBGQfFPI4UtAVpqq1NzhS0CgCYRy4uFLQAC2Zyno4UtA7hBI9PjhS0B0jtd8D+JLQDK+dbkZ4ktAWmgqdR3iS0DmpFwmMuJLQC+px0E/4ktAkEhc5kXiS0CHKUjbVOJLQFh4LxVg4ktAO7d/u2XiS0D6O8csbeJLQBfy+Phv4ktAvi2gNnviS0Aw08+eguJLQD27JaGD4ktAN/nyRIjiS0BI0WP+i+JLQGGwlDKX4ktAVkBWx5ziS0A8qJ1kouJLQOgL08Sp4ktA18AFL7PiS0CNXKJAwOJLQIB4KfHQ4ktA0WJjqtXiS0DheaCK5eJLQDjnSTTp4ktAQpgX1+3iS0BuvXI59eJLQGjICBoG40tAUlOqNS7jS0DpzxnmPuNLQOZZAsNO40tAvDx701njS0BgwO3RZ+NLQLbVUjFv40tA3JOZ1XLjS0BSwKBmd+NLQARrH6mA40tA4WtSiILjS0DiadmXguNLQMH6NjmG40tAIdWQiI7jS0DosY3iluNLQE8TDA2i40tAfHjeGa/jS0Bh5ugcvONLQKB5YGrF40tA6EKtIsnjS0A8CAHTy+NLQDubzhvV40tAQCs9+9PjS0Covpis2ONLQJChsQPi40tAkKJe9eLjS0BJUFM97ONLQBGjyS3840tA8H+q6//jS0D0g0byDeRLQHU57+MO5EtA+tTZfxPkS0A+SthjFORLQBm/lrUf5EtAhXNCkiDkS0CvX8G0KuRLQFFqfZ465EtADwbzMUHkS0DPV7AqTuRLQCEUuyBc5EtAr4sWy23kS0CjPHBedORLQBSeVUh05EtA71s9LHbkS0DGQVJ2gORLQPgSqSSD5EtA5fE8pJfkS0CodGeVteRLQPC8YEzH5EtAQcgx4MzkS0AQ97jZ2eRLQICrsETg5EtALlnDT+DkS0BSspk54ORLQDKcDkvg5EtAR6xD3ePkS0Cb+WDp4eRLQHErL/nf5EtAueBKhdfkS0COdrFK2ORLQJH5Jj7Y5EtAYFcZTtjkS0Ac67Eg2eRLQNd65k/V5EtA82LKj9HkS0DgV33MzORLQCL5rbe85EtAgO236LfkS0Apa/W+ueRLQLcbUEvA5EtABLq8x8bkS0BYM5vP0uRLQM3Lrqnj5EtAPBKDTvXkS0BnB67CC+VLQDzqLNYX5UtAAvkIJSHlS0B8hVqtNeVLQOGmSCM+5UtAtbWYgUXlS0AyG8ZyReVLQDZ27IFF5UtAQIClXUblS0DwtaceSOVLQMP7L7lM5UtApM/eWFHlS0BBIZAlVeVLQPNMnDph5UtA3rR/iWvlS0DtAItzieVLQOnVn+it5UtAaiCl+MnlS0A1lX/m2eVLQBGPJKvc5UtAPDijFuXlS0BubCQT9OVLQNDvoH785UtA5ENtQQ3mS0A4bVKAUeZLQKjFz6Je5ktAPJAVBmnmS0D5Wv9qcuZLQPMXIC925ktAVGTOr33mS0BhuYyljOZLQDWByBOi5ktAH+/ZPbDmS0Debb+Yx+ZLQE1k7N/Q5ktAW2J6PNnmS0AcrnTP3uZLQOSxEtLe5ktA4cV6y97mS0BDSaSB4OZLQJUH/3vg5ktAjhXRkODmS0DVA2ZY4eZLQM0DgIbe5ktAhj5QwtrmS0BoCBjh1uZLQL7C4yTS5ktAfqrOYM/mS0Aotz15zOZLQJZ/MNTH5ktAPF9lzcXmS0DXaoU/vOZLQKp2x3u45ktANOElEq7mS0DiJiS4ouZLQLWeYTea5ktAvr1wiZHmS0Cy1xzWiuZLQHB0wZKL5ktADm4BlIvmS0CLseq4ieZLQGYn3MiI5ktAzXQKuonmS0Ag1EbBiOZLQNu/jAuC5ktAPcrF23TmS0DPCf6qaOZLQMbjzJBZ5ktA1q10N0LmS0AcCX5lL+ZLQKBQv+Aa5ktAMLkTtw3mS0BO3d/qCuZLQGJRHD0H5ktAfnXocATmS0DJ/sET/OVLQNh9g0D45UtAea88sPLlS0An/BT/6+VLQFbsHI7k5UtA2a4MIdzlS0DLyUxV2eVLQCLbq1zW5UtAL4TyZNXlS0Bu9dNU1uVLQF85MJDS5UtA1hoN98nlS0C0FQ0cx+VLQDdfmCvH5UtAftGPOsXlS0BdeGCYveVLQAErkfWo5UtA91RdE5TlS0BxlPRRguVLQHSUbhhz5UtAOC95aW7lS0BA2WZgbeVLQFVA6Spu5UtASHbhfnXlS0DNza4deuVLQPqVvVuP5UtAiKhmnKflS0DDa+xZquVLQDXLpOGv5UtAmPg9M8blS0CopxNm4OVLQHTolErv5UtA4RxitPXlS0C+jDE2COZLQJG2zc4O5ktAzEKkrg7mS0DZh296OuZLQKZh1C895ktAiOp/tl7mS0DvyEE+ZeZLQOMvCEdx5ktANgsCOHHmS0C8BmS5aeZLQLLS2r1n5ktA/9TdgWnmS0BUxK6cZuZLQD9WB+Vi5ktAepGzZFnmS0BvRxEcTuZLQPVEEwxN5ktA2bXGBT/mS0DQmZt5NuZLQGSuBKYh5ktA7CG21RvmS0C3/vrhGuZLQGvOm9ka5ktAZZp8LxXmS0CV92x7DeZLQOrbbXcM5ktAO5xHZQ3mS0CZk3/pEeZLQEKm/fUb5ktAYxIMjCHmS0Cd9GxgL+ZLQECmVK045ktA8b05dUjmS0Bns143ZeZLQKAc3HVt5ktAqPdOS3rmS0CrRQAUfOZLQBuViTKG5ktAO1aFGobmS0DiZ2CnguZLQG71iH105ktAm1CYz3DmS0AmtEpiaeZLQAIyEHhe5ktABoSJ60rmS0BEw/xeSOZLQP/8l25J5ktACnZc91DmS0DHHG5uaeZLQIvrLjxu5ktAOVImCnTmS0DKysGce+ZLQHfuT6yK5ktA7Uhrz5bmS0A49F/lpeZLQDCsoEuz5ktA8FT8w7zmS0A40pu8zuZLQPH3RHHj5ktAdvEWZubmS0Ba7apy5+ZLQENkk5Tl5ktAjzSUVNLmS0Ae/Ol+z+ZLQAA2E4W25ktAPwzmr5DmS0AIhO4WceZLQJldcNNN5ktAOtr5akbmS0A9RhviQOZLQABSyd1A5ktAD3CK+T/mS0AeDsPIROZLQG5auRxR5ktAVczrz1jmS0Aa14OsW+ZLQP0bae1Z5ktAImzM5k/mS0CON/2cLOZLQDICn5YU5ktAjxw8whLmS0AXo1a0E+ZLQJN4Z1cb5ktAeJlW5zHmS0Dzef60UeZLQFBWDQ5r5ktAWc9hQnXmS0A+kmWdfuZLQJjxDfek5ktA+u/RusTmS0BGd6199OZLQOKIrqsM50tArPQPzBjnS0Bz7RZ+OedLQDz50zdK50tAUzr/IFnnS0CJtYnkwudLQEVyH0To50tA118EZxLoS0B074LXGuhLQAye0Xws6EtAV6/8SD3oS0DanTRbWehLQGACnr5i6EtAExL862zoS0AAuI3RfehLQMCD6zOi6EtAtT2Go7joS0Dqm2dry+hLQHq7Vd/S6EtAJRd8atroS0AQjosK3+hLQMyexz/r6EtAzf7xTBLpS0BnskNfLulLQKQv/xlM6UtA7XjrTWPpS0C1LBqdeelLQDDtV0uL6UtAmNXl29XpS0BMiBDJ4+lLQENMwPHt6UtAMjOtZgDqS0CK03tdGOpLQAAdMMZC6ktAhuJU+UvqS0AVrxqaXupLQC4yejtw6ktAh6n2gZXqS0BWFC/pxOpLQDB92VfN6ktAU7rQ1u3qS0DdCmzLCetLQNvzjvBJ60tAftpC2VnrS0BSZtL/YutLQGTJP0ds60tAcTe862/rS0C0kkG7cetLQGUi62SB60tAkAinIYTrS0CbdlkCn+tLQACenPe460tAEVhaL87rS0A4FuWD8utLQCGZMRkP7EtAj7me+h3sS0AhIBbZKuxLQDcsW/g17EtAas76AUDsS0AKHEYETexLQG8L++9h7EtA1KhhDm7sS0AftICegOxLQF+A31Se7EtANEi7UMfsS0CWVWYk5OxLQGWFhL0D7UtATufyohPtS0D33ud+Iu1LQIC04GE07UtAOSHN9UntS0Aa6TvoZ+1LQFamqx2A7UtAW+QUc4ntS0Dxf9ok1u1LQMxCNO307UtAh/a9YhruS0BBWK6gMe5LQL53zpVP7ktAIm+qPGHuS0BJjvirhu5LQE55mw6P7ktA79KQoqLuS0CAKkaBse5LQObSwknA7ktAB6IcqdfuS0Cmvxn6/O5LQMKhn/8X70tAw92PZCHvS0BR4R9bO+9LQKXzbrpS70tAwamchH/vS0CWwa/QiO9LQGlb/eCV70tA188o66TvS0Bu+Ngoru9LQLlMV2HH70tAjUWaUgDwS0CHYDNlDPBLQCWDEO4g8EtAwph5VDfwS0AzlMISSPBLQDgDro5Q8EtAbyiPUG7wS0ABgovle/BLQKypygOA8EtA8LBt5InwS0BiqsSijfBLQKZJe+aZ8EtALxUeGKbwS0CIVlGdvfBLQLeVunjA8EtALv8Mz8jwS0Bkt6lj0PBLQDKuwqrd8EtA3uba2OvwS0A2xy7IC/FLQGMAv+sY8UtAZGNO0ifxS0CnRA9yWvFLQL/+7gFg8UtAhmx9hGbxS0Cz9D7hbvFLQP/T8Sul8UtAzhoKGbTxS0ANjBCs1/FLQOt49y3e8UtAx3NvGOHxS0D2+zB16fFLQBFi50Dr8UtACkCtU/nxS0CWIIilIfJLQB+s3tJL8ktAFfxGponyS0AewsXlk/JLQKg0QA6v8ktAJmN1uNHyS0CK8CLF4PJLQKToZF3n8ktAgjxdC+ryS0D3vAUm+PJLQF/ExKf/8ktAOoqewQrzS0A6pEbFGPNLQAdQ1W8s80tA+C724jTzS0DS6UoiQPNLQAKFgNdC80tAsKsUmFTzS0BxwlADXfNLQIuXxu1f80tA0tpRL4fzS0AVXIEopfNLQFkaVC/A80tAO6L8VsvzS0BGSAJM2vNLQCec+x3d80tAMwvTtf7zS0AETzZfEfRLQHPz1isy9EtA94DFwzb0S0AYz0lXP/RLQP5sGxtB9EtALljM0ET0S0DaIZ8TX/RLQM+WDbSA9EtAL2+01Jv0S0BYBEHlt/RLQE0GhprL9EtAQwxUA+P0S0AQqIpY7fRLQC+IhR3w9EtALQUdevn0S0BAId60BfVLQIzbYmoK9UtAg6WPbRf1S0B9e4w2KvVLQFhdz/Y59UtAFllHz1n1S0CTwOvVdfVLQOJu1yWM9UtAf74J/471S0Angt3CkPVLQElpbKWT9UtAOJLo+Lf1S0BmV8oHxPVLQPr4XJHL9UtAQzNS09T1S0BKGDuL5fVLQPqFeg7t9UtARTzwQ/v1S0D59P0THfZLQNKB3E1J9ktAtk1uN2j2S0B9slhGh/ZLQA9VeyKZ9ktAIKIEfMX2S0DRyUTk0PZLQBcWeVLZ9ktAcjwNwuP2S0B39EBK/fZLQKhJrNYT90tArTHtqib3S0APQ26dN/dLQIzQ27Rm90tALZ5Ka2v3S0AoIS1Cb/dLQN4QNut190tAIK2y1Xb3S0COsh13ffdLQH748euV90tAfw5HUrD3S0At7HogtPdLQO/HjtzG90tAkN2h1cf3S0B1lYvx1PdLQMZETdjk90tAZDrnhur3S0A2yMlD7fdLQH0JjpgH+EtA6QMbpwb4S0CGbDiwBfhLQOxVWbgF+EtAY31K1QP4S0DmSvF8/PdLQNQvNuz490tA1jBMC/b3S0Adr+rz6/dLQCT+uALs90tACGW3/Ov3S0BKsS0a6vdLQDjXtTLr90tA/4lRd+j3S0AfiAh56fdLQABtsoDo90tAIYdbh+j3S0DQgmqf6PdLQFpYw/Tm90tAwHPn3eb3S0DKR6X05vdLQBtOqMbc90tABcgHEtv3S0Bkbo372/dLQDp0GSLa90tAwZ6GR9n3S0DJ4HR01/dLQHOl02TN90tA0MxIAcX3S0AE7zWIv/dLQL5ZZFe090tA2x8v3q73S0C9rFQTrvdLQHsatzit90tAv1jCIa73S0AsahyWuPdLQJ5/EKPJ90tAoBRBZN33S0D02kBP/fdLQJinVKUH+EtAhlyeqwb4S0B08G6a+/dLQGYvjy3y90tAzb7DC+f3S0AIJ0Zc4fdLQBCqpCDI90tAycATfbX3S0B/hC/zrfdLQNALanGm90tAnj0hUov3S0CQS0tob/dLQBObCulX90tAFFbs+kj3S0BlzsRYDPdLQBad4pTg9ktA3gUuItn2S0Cr7jgVzvZLQMKK5HzI9ktAW4iMtsb2S0ANFMolwvZLQNQZSiC39ktAzIFOo7H2S0B9hxG4sfZLQGxvN8ix9ktA5hI28q/2S0D/U8dQrPZLQL44hqen9ktAxVvtvKj2S0BJHJHgp/ZLQKi8FpSs9ktAtDCAZ7D2S0D0Udcrw/ZLQKDlX4nP9ktASYaOHdT2S0BmNRrp2vZLQKCKA9Hb9ktAuUU+wdv2S0BIDt6y3vZLQG0Ef7je9ktA+odzyN72S0D7sEuy4PZLQKyMPqff9ktAO9GhheT2S0Bkyzpv5fZLQN+wk4Xl9ktAeH78OOn2S0BL4oow6vZLQAWi4Ubq9ktA6N/2vfP2S0AqJlOYBvdLQPJSLWYn90tAo7IsyDH3S0AKcMFZV/dLQBX1f5dk90tAmCTBgXT3S0BZPVVid/dLQK/w95CS90tATFLDmKP3S0B9EPh/svdLQIMfGTu590tApaCx7733S0AZxnWqwfdLQBSK5m7I90tAamyC8dH3S0A66ZLr0vdLQNu5csjW90tAG7XumNr3S0BshuuQ3PdLQKh7D5fc90tAk/Nfad73S0DGSlkU4/dLQAgjUObn90tAjCgvl+z3S0Dwj0hf8fdLQFVzHxH390tA+2MdpQr4S0B+tT3DGfhLQEYyDA4l+EtAI8APkjv4S0AY9u0kYvhLQEh0wUZ9+EtAik8Z8JP4S0BIrJYlzvhLQP1or00J+UtA+NSlRCf5S0AJhHMGOflLQMPT8ydX+UtAStwWEXf5S0AfeAlJhPlLQBmslLKN+UtAjKwVPZX5S0CTwTUKmPlLQIK06Ymg+UtAR6BJTqX5S0DgAzayrvlLQD82BF/C+UtA0n5CgtH5S0AYEYzw5/lLQITXrhAj+ktAaKhywzf6S0AVMiXMU/pLQNWI4FJq+ktAnzFh23L6S0AwyJxVifpLQNDMcROa+ktAYFDCk7D6S0Cr0nH9x/pLQA2yQurm+ktAyObKPfD6S0AkcRQC9PpLQGceKnT7+ktAB9QOXv/6S0DQCrTEFftLQE4wjUAr+0tAfgusYjj7S0BeN3yqQftLQM3gIb9Q+0tAYZuZdVP7S0A3x1IhZ/tLQMeYH3hv+0tAcc0MPnT7S0A8AMENkvtLQC9C/lqd+0tA5rosCqH7S0AfRzZuqftLQHPjRizK+0tAkSUlCtv7S0CzhdTl+/tLQEG85HUA/EtAswBBThL8S0ANdJzEKPxLQIOvMRo//EtAyn24DEH8S0APDi+ISPxLQP7ElsVU/EtAXUFaA178S0DuqLANbfxLQIkcsIWC/EtAYENFSYb8S0A57kEziPxLQCnYDbWP/EtAss9C85r8S0AurjRtovxLQLDJkLmr/EtA1pfxmLz8S0BVxPJMx/xLQCVIFlHP/EtAbS5/pNn8S0BK8By95vxLQKflHrcE/UtAHuYK3Q/9S0B22fXGIf1LQOKENUc2/UtAlqEzzj79S0CnLr/Eef1LQGA3COfR/UtArwJysuL9S0DGnw68/v1LQLjJyIkR/ktASKeEsx3+S0DIfa3jKf5LQIpd4AFE/ktAQEHlqVj+S0BRyVl1af5LQJkIk9CA/ktAWhIOZ4X+S0ArJybkjf5LQGYLMuOc/ktABoIi3sb+S0CoOnHHyP5LQJQKxDTR/ktArZmm6eL+S0DjaUns//5LQG+AOjQY/0tA3B+5hjD/S0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SK17AwmEAvsorXsDn58OazStewC0sB0y3K17A5w9Mb7QrXsCQjbX/rCtewN2s7YyhK17AoZg8PosrXsBmo4r3kCtewDoHUhiCK17Awz339IQrXsBK4q4VditewNxHDzlzK17AV2XCWWQrXsDW7yp9YStewIJ/gw1aK17Avr3Ud1ErXsA9Tj+5MytewCcCwNwwK17Af7Jr/SErXsDRmmG2JytewKwJrkYgK17AU580ah0rXsBcIhMbBytewDqrpD4EK17AyZPszvwqXsB8c4Py+SpewJ+hy4LyKl7AJdhnpu8qXsDhS7A26CpewCRHERPrKl7AXPiUM9wqXsCQmTlX2SpewLiN9AfDKl7ASCKkK8AqXsA8tFDcqSpewLpMyCOkKl7AQV4CtJwqXsBitYn7lipewAfbxouPKl7AnSGRr4wqXsAkcAnQfSpewLnePoNvKl7A60CFE2gqXsBTkUtbYipewIqS/8ppKl7Ax2fKEmQqXsAiAxyjXCpewAogynpLKl7AtAgqC0QqXsAODigvQSpewL08iL85Kl7AHmmHmzwqXsA8kTq8LSpewEipNpgwKl7Ar6KJKCkqXsCndIUELCpewIIX05QkKl7AY6POcCcqXsCts1yRGCpewH7EZrUVKl7Ao86sRQ4qXsAMNrxpCypewHJORor8KV7A8rCzGvEpXsBjKgCr6SlewMilJM/mKV7A913VPu4pXsAfk/li6ylewFk3m4PcKV7AWZHHp9kpXsCvZRc40ilewCYWSVzPKV7AxjCZ7McpXsC13UVZvylewG3bm+m3KV7A3EjdDbUpXsDvjDOerSlewJecw+anKV7AUcZzB5kpXsDkNsUrlilewDROHLyOKV7AAmTMBIkpXsDnr290kClewFC4yJiNKV7A6K1mCJUpXsDgb78skilewC8PWJyZKV7AfBlpCZEpXsAy5diZiSlewL3GO76GKV7A69irTn8pXsCrF+y7dilewAQNYkxvKV7AlarUcGwpXsB15koBZSlewK/2u7dWKV7AbrI9SE8pXsA/G8VsTClewDCLQx42KV7AtubVQjMpXsBTIFPTKylewOLR6vcoKV7A00rjGBopXsDIIIM9FylewChg/s0PKV7AIIyj8gwpXsC0hw6k9ihewPTgtVr8KF7AaTMk6/QoXsBoEdIP8ihewHZGFsHbKF7AbBfP5dgoXsDOMaAGyihewE0nYSvHKF7AtkGQ3LAoXsBCKlwBrihewIHsfLKXKF7ALMhT15QoXsClMmaIfihewH4BSK17KF7A+ur3zWwoXsB23uHyaShewDZte8REKF7AsPxyDj8oXsD0N1u/KChewL82Y+QlKF7AAK+AJQgoXsDwb5ZKBShewIZpWvvuJ17A/B17IOwnXsBdMbqw5CdewNo74NXhJ17AXmpc9tInXsCmmYob0CdewBPbb1yyJ17AkXA2N7UnXsBaSJRXpidewIxQ03yjJ17AgEABDZwnXsC9nkUymSdewGDWc8KRJ17AFMYJDYwnXsBKFDudhCdewEa+4Od+J17A0QBHCHAnXsCzAgJTaidewGpkaXNbJ17Au03QmFgnXsDmAgMpUSdewCZCb05OJ17AMrXSbj8nXsBhBL65OSdewDmR8UkyJ17ALZrslCwnXsBu8IhFFidewDw+6SYFJ17A6M6mlgwnXsAU5Ty8CSdewEwjgkwCJ17AN48dcv8mXsBXfySz4SZewMKtzdjeJl7A0ppH+c8mXsDv7fgezSZewMldbj++Jl7AndUnZbsmXsBfkmH1syZewDe04UCuJl7ANoge0aYmXsBMWEhomyZewG1IANiiJl7AMD7O/Z8mXsC12IBtpyZewDKGTpOkJl7AaommcrMmXsC6H3GYsCZewHSIFgi4Jl7ARautU7ImXsCZ70rDuSZewDyP5g60Jl7AokgO7sImXsBsx6g5vSZewJQ8M6nEJl7AFncBz8EmXsDZloY+ySZewBkCJYrDJl7Au/2h+comXsB5LnIfyCZewMrU6Y7PJl7AeJ44JsQmXsANM8y2vCZewAE7aii0Jl7AUDrOl7smXsBb7ZPjtSZewNXI71K9Jl7A4tmixLQmXsD1wvMzvCZewO17x3+2Jl7AVEEQ770mXsBELrfSrCZewMeV7EG0Jl7AdudWVowmXsCWfWLFkyZewFk5sTeLJl7A+92xppImXsB1Ws7MjyZewIiqyTuXJl7Aldklro4mXsBYOBYdliZewKEBMiiCJl7A5TUMl4kmXsB/q9ovfiZewIwgp56FJl7Aqz7exIImXsAUDywRmSZewHFIXTeWJl7ACAkapp0mXsBLcX7ylyZewB9Nx4OQJl7AahgAqo0mXsB/PEk7hiZewPNbh2GDJl7AT8jQ8nsmXsDpOxQZeSZewJPwXapxJl7AHHc4kGAmXsA47d3+ZyZewPIJMyVlJl7ACizTk2wmXsBtACi6aSZewH+siktiJl7A3NTkcV8mXsBIyUcDWCZewJtFpylVJl7AaYIKu00mXsCHhEAuRSZewOhBEFE2Jl7Axz+CdzMmXsCkgk2aJCZewGLo1XMnJl7ADPM0BSAmXsBIEL3eIiZewFajwpIMJl7A0/BCuQkmXsC15JdKAiZewCiGHXH/JV7AbnnFk/AlXsBXVXYH6CVewLYzG3bvJV7AA7qtnOwlXsCCRE0L9CVewFCOC3/rJV7AhCig7fIlXsCQrtA67SVewMewQczlJV7AeumBGeAlXsDeSguI5yVewNQe9vveJV7AoKvxHtAlXsD77p9FzSVewAq5P9GRJV7AtPMG+I4lXsA6/5hmliVewAnxX42TJV7A46js+5olXsD5M0hwkiVewH68syR8JV7AWWCKS3klXsDTB5ZFRSVewBjVgmxCJV7AGh4UsiQlXsBfFxyLJyVewKArJj8RJV7Alp0mZg4lXsCIU3Gr8CRewIWEf9LtJF7AbLPOY+YkXsAWOOKK4yRewB4RyT7NJF7Ab4bnZcokXsCePTL3wiRewJkGVh7AJF7AlILpQLEkXsCoO5nytiRewN6U2YOvJF7AT0QDq6wkXsDXnL1eliRewIA8n/uKJF7A0mlYapIkXsDdT5SRjyRewJEpSACXJF7AH8aDJ5QkXsD1utK4jCRewBerE+CJJF7AuufBTpEkXsAJWx4TgyRewPUmfqR7JF7AtxTlfFkkXsBSCWQOUiRewB+tstNDJF7AcNVNqx4kXsCsjNnSGyRewHxl2PUMJF7AXT5sHQokXsBnoWZA+yNewPKbAmj4I17A+NR++fAjXsCqIiAh7iNewI6lnLLmI17AZ0ZD2uMjXsAwE8Br3CNewCgHbJPZI17A2x3pJNIjXsD0ZJpMzyNewJfFF97HI17Ay1/OBcUjXsBlCkyXvSNewIZpxua3I17AqCxHeLAjXsD4OtHHqiNewBP2waS5I17Alt56k6gjXsCCnt4BsCNewL0brimtI17AjTkOLuEjXsBnlsxV3iNewHUSgOfWI17AxuudhssjXsBWNt/00iNewNSgd0TNI17AWcqwstQjXsACnaWhwyNewHZsyw/LI17A1uWkN8gjXsC4YsWlzyNewPJFevXJI17AEaKSY9EjXsB4bCzbyCNewLbZOUnQI17ANgIacc0jXsAmYw8DxiNewBfe9CrDI17A+a78mMojXsD63+HAxyNewHZe5C7PI17AaKCapsYjXsBDMJIUziNewLL/Z2TII17AI29X0s8jXsAMT0P6zCNewDMFFdbbI17AcMEurt4jXsCBBZ3TAyRewB5DdfsAJF7A3MJNaQgkXsDHLgC5AiRewFiO0CYKJF7Ap7yqTgckXsARynW8DiRewFUECzQGJF7AxCPLoQ0kXsD1xqnJCiRewIei0hIhJF7A/Wj86iMkXsAvAmbGMiRewAOgNu4vJF7AeNjkWzckXsCWYV3TLiRewGesAEE2JF7AUr/VaDMkXsAwuHPWOiRewA5zoa49JF7Ah7U/HEUkXsDkLA9EQiRewGwdqLFJJF7AMUt32UYkXsBABJy0VSRewLkaaNxSJF7A3+cDJWkkXsBuGcpMZiRewPpxyid1JF7AZYyNT3IkXsDxOH4qgSRewEg8PlJ+JF7Arv6vv4UkXsCXuG/ngiRewK4VRsKRJF7AnLgC6o4kXsBF/CgypSRewPrBdAqoJF7AsZ3Ud68kXsB3CoafrCRewEaaOHq7JF7Af8iMUr4kXsAVKY6a1CRewPFD7XLXJF7AytNA4N4kXsB7694H3CRewJrKCL35JF7A3zCe5PYkXsCgkN9R/iRewLz3TCoBJV7Al6COlwglXsAbbB6/BSVewGr1MuEqJV7AlEK3CCglXsAUN+R1LyVewDw7aJ0sJV7AMpfX5EIlXsDgt1UMQCVewLcAc3lHJV7AGd5+Kk0lXsAMbthxYyVewJLVSJlgJV7AYdpeBmglXsAO+c4tZSVewFfb7Qd0JV7A+FYbuXklXsDmmywmgSVewGTtyf6DJV7AGnvba4slXsBW8cr1kyVewCv8sIiMJV7AOl9YYY8lXsCRIXXOliVewOwONzGiJV7A3RcPxJolXsD4jnl1oCVewAJ5SQiZJV7AFa7/4JslXsBFkTJOoyVewBMY7iamJV7A90MhlK0lXsBDW2setiVewEZqpIu9JV7AuZ1vZMAlXsBg9ajRxyVewKF6earKJV7AkTbqhNklXsDY2sJd3CVewK4eLzjrJV7A++EPEe4lXsCCZtXFCyZewB3jw54OJl7AvfxF5iQmXsBnZT+/JyZewMsjj5k2Jl7AY6uQcjkmXsCJIx0nVyZewCVkLABaJl7ATQNMbWEmXsC+lWBGZCZewLffnSBzJl7ABpG6+XUmXsC9YfPThCZewOkxGK2HJl7AYv2WO7QmXsA9IM8UtyZewPs93oG+Jl7Aq7IbW8EmXsA/+Tc10CZewBulxefVJl7AhwvjweQmXsC3QjOb5yZewAEvTHX2Jl7A9ISkTvkmXsD59rgoCCdewEsHW08FJ17A7KtevAwnXsBqdADjCSdewDHH/k8RJ17A3kegdg4nXsDowaQJBydewODr9FYBJ17ANdjqwwgnXsDY55PqBSdewASYcsQUJ17AEZMY6xEnXsDuVgFYGSdewDAKp34WJ17AwdFJxSwnXsDPo+nrKSdewIZYbTJAJ17Ag0kHWT0nXsB4BNbFRCdewMetb+xBJ17AVDWGn18nXsD6sarsWSdewEBuZFlhJ17Ad6f3f14nXsDBt0ATVydewEgAsq1LJ17AZfYGh1onXsDB+6OtVydewI0iiPNtJ17AWEcfGmsnXsBQ07iGcidewI6wT61vJ17AKOvjGXcnXsCQCO7aaCdewBvMZ25hJ17ACUph4lgnXsBJId9OYCdewNXdiXVdJ17A5mMC4mQnXsCi0lkvXydewOp9o3R1J17AOtlcJ3snXsAko6BskSdewPp8CUaUJ17AkS1zspsnXsCOWOGLnidewJBQS/ilJ17AS1naHqMnXsAmAD+LqidewHrBzbGnJ17ANBctHq8nXsAnkbtErCdewMWVFbGzJ17Aw380/q0nXsAaZ4ZqtSdewAzMqbevJ17AKZbzI7cnXsCvQ4ZKtCdewNC8yra7J17A+w3yA7YnXsCik59IzCdewEMvwJXGJ17ArGTvAc4nXsCXrYAoyydewCKSqpTSJ17AxZM7u88nXsB4J2An1ydewNzkGZvOJ17AsY8zB9YnXsBQDMkt0ydewGRm3ZnaJ17AwZtywNcnXsAbpYEs3ydewKH9R6DWJ17AWx5MDN4nXsCszuUy2ydewMby0eL4J17AH3JDvPsnXsA9+zooAyhewDfLsQEGKF7AepupbQ0oXsB4YaQgEyhewG/5prQLKF7AwzqmZxEoXsAetqD7CShewM9ypK4PKF7A9ia4hh4oXsBgbi+tGyhewGh3M4UqKF7A2aunqycoXsA/HaMXLyhewKQKFz4sKF7AROgf4X0oXsDNFXiUgyhewG+WNWySKF7ACTrSuIwoXsCTm6cklChewI2PaFd9KF7A+Q4lw4QoXsCYt4XpgShewMiQ8cCQKF7AACdP540oXsDMVau+nChewNVvwjGUKF7AYl1knZsoXsCA7lldjShewL5d68iUKF7Ar3BU75EoXsC7j+BamShewM6stKeTKF7AO7A4E5soXsAxSRFglShewECUBjekKF7A7xBxXaEoXsAJJOXIqChewAFaT++lKF7ADx2+Wq0oXsBUDCiBqihewFd/keyxKF7AKlVnOawoXsBdnYm92ChewLz1qjDQKF7Ar8/0m9coXsCNgFfC1ChewKEKnC3cKF7Ai880x9AoXsA3qGsy2ChewCivPb/gKF7AwGR6KugoXsDZkB0E6yhewDn3zEUBKV7Ao2khbP4oXsCdDFTXBSlewFVlArEIKV7AxE41HBApXsA9cSmPBylewGzzdmUWKV7AY8fHixMpXsBp9uf2GilewCyWi0MVKV7Ac6qjrhwpXsCsxkv7FilewDk1adElKV7A6DcQHiApXsBDkhWJJylewIoPaq8kKV7AVRpqGiwpXsA/Ub5AKSlewJzveMJVKV7ALno1nFgpXsCHK/ncbilewCJugcJdKV7A/M2oV1YpXsDFTZfKTSlewKdA7/Q+KV7ATF9JGzwpXsAkOuZvHilewAuPlAkTKV7AsvNldBopXsA5CdWaFylewGdvBjAQKV7ATA1qPfwoXsB4GyWoAylewCkRLvX9KF7AjZh4ivYoXsCQiPwy1yhewOBBY8jPKF7AENG4FcooXsBVgkyA0ShewHVF+KbOKF7A4qeGEdYoXsDuOgAJsShewNGGKTSiKF7Adk37Wp8oXsAO+I7wlyhewEsNZheVKF7A4muLQoYoXsAuewAFeChewMBZnZpwKF7AS+aLwW0oXsCgCylXZihewDAoDMxdKF7AjymvYVYoXsDjRL8kSChewIBODo9PKF7A3EcWtkwoXsAoA2AgVChewK+1Z0dRKF7A7wvuG2AoXsAdrfJCXShewBtIL61kKF7AgKIz1GEoXsA/72o+aShewN0Cb2VmKF7AZwGhz20oXsBDzqT2aihewDur+8p5KF7A42b88XYoXsAZoEPGhShewJdbd/5uKF7AAFRrlGcoXsBB5n+7ZChewG0ldFFdKF7AqgWOeFooXsAc/JbiYShewJGVsAlfKF7AfGmqn1coXsDgUMnGVChewL0Cu/JFKF7AlYaWy0goXsDIz4hhQShewMoMZDpEKF7ABAhR0DwoXsBjpqIeNyhewOiykrQvKF7A/oTdPBMoXsCckNGmGihewNFHF84XKF7ArAUGOB8oXsChaZOGGShewN2TvrIKKF7AlJ8O2gcoXsD7OSNwAChewGWTeJf9J17AzHSNLfYnXsAXJQfL6idewEovbiPNJ17AMlLFmcQnXsB19aYDzCdewNSyklLGJ17ASMsXkNwnXsDYD4m32SdewERHWCHhJ17AcsU8cNsnXsCTInMG1CdewLzw6y3RJ17A95QixMknXsCSsKDrxidewBBCZ1XOJ17AMdMMaronXsDZWb3TwSdewOr5Sfu+J17ASTP1ZMYnXsA4aBC0wCdewDzDakq5J17A3GcJOKgnXsDm/HHOoCdewKOKwB2bJ17Ah1SVSownXsCqFvmZhidewJX9zsZ3J17AXTeK7nQnXsCzmsCxXidewBBUTwFZJ17AFNt/xEInXsCwWlPsPydewKOhtoI4J17AuL1q0jInXsBiFtFoKydewAdATTAdJ17AOfTYmSQnXsAaVMPBISdewB5qOlgaJ17Aq+QBIAwnXsAFa4S2BCdewBj2hAb/Jl7ANo4KnfcmXsALuBrt8SZewBsurbDbJl7AemZvyccmXsBZOtgyzyZewC+6IIPJJl7ASXeB7NAmXsCebM48yyZewAQTJ6bSJl7A2vakHsomXsCHvPKH0SZewJShTdjLJl7AjxjKT/gmXsB7kup39SZewD9pHuH8Jl7AT7kAuf8mXsCk1zQiBydewJq9T0oEJ17AjY9+swsnXsD6LZnbCCdewI+zwkQQJ17AdArdbA0nXsCzQwHWFCdewN3kNyYPJ17A5AdUjxYnXsDqaCOABSdewGBOLOkMJ17A49xUEQonXsAydlh6ESdewC69gKIOJ17As+1/OQcnXsA2lt2JASdewLCX37fyJl7AXqCPMOomXsBLg4eZ8SZewGUxijrmJl7Aq3Wd0d4mXsB3MOf52yZewGYi0WLjJl7AlJUai+AmXsBsbTMi2SZewMNt03LTJl7ABFfvCcwmXsAkmFirwCZewGImfUK5Jl7A7GZGk7MmXsArRRz8uiZewMHegSS4Jl7AOnFSjb8mXsAdw7e1vCZewNMJgx7EJl7AQqBPb74mXsCN0RLYxSZewAQPrq/IJl7Ay/Pw6d4mXsBNEJfB4SZewDkHEpPwJl7AFjnAavMmXsATu3zT+iZewKg4MKv9Jl7AJBPHtiInXsDDUIovGidewGfs38YSJ17AhhnCPwonXsA7IWSoESdewDHhAfkLJ17Ay9ObYRMnXsBw5pLaCidewIf6IUMSJ17AxkInvAknXsB4eKskESdewJ+fYHULJ17Ad8Dc3RInXsCQ7fZWCidewD0waL8RJ17AepKQOAknXsAZ9/agECdewE6OLRoIJ17A/hSJgg8nXsAjG1/TCSdewFSNsjsRJ17Acgj+tAgnXsDsnEYdECdewDWQKm4KJ17AWRBr1hEnXsD4bstPCSdewJ0RAbgQJ17AeaRvMQgnXsDBaZqZDydewPnBleoJJ17AKnO4UhEnXsDb6DvMCCdewOe8UzQQJ17AjAFdhQonXsCqwWztESdewHU6ko8GJ17AYoGGv/cmXsDoa7MQ8iZewCdfr6jqJl7A419M0ecmXsCrmkhp4CZewBHm6pHdJl7AZmjnKdYmXsB1/o5S0yZewFzIi+rLJl7ADqk4E8kmXsARWSjbsiZewKsW4AOwJl7A1GzYm6gmXsANdZXEpSZewOgSjlyeJl7Av2VQhZsmXsBPS0kdlCZewMLoEEaRJl7ADhYK3okmXsAY/tYGhyZewChz0J5/Jl7AxKWix3wmXsDjkHonXyZewNDDPHlZJl7Anw0yEVImXsBQshk6TyZewGtUAmpAJl7AQR0VQUMmXsDX6tYILSZewMl9zDEqJl7A7RKcYRsmXsCztaEFECZewIzjkJ0IJl7AnlibxgUmXsCJzope/iVewMiQwdn1JV7AA7/JQf0lXsDwrw699CVewEEBDCX8JV7ARjUlTvklXsAyrSrm8SVewJQrSQ/vJV7AkypSP+AlXsCaz6GR2iVewPkfqCnTJV7Av5twzsclXsAQkH9mwCVewI5m+Li6JV7AxN/jIMIlXsDDJ2FzvCVewJCNRNvDJV7AMOUKV7slXsD22i/vsyVewG0sxkGuJV7A4G2hsNolXsBaVSAD1SVewE30XJvNJV7AhfKixMolXsCp2d9cwyVewPjqeK+9JV7ADVv2364lXsAYcv9bpiVewCqfucOtJV7AIEtxFqglXsCC/tLltiVewJIDLQ+0JV7AT+LQP6UlXsAgS3EWqCVewIyUBUeZJV7A571qcJYlXsCJ6rMIjyVewH/G+oSGJV7Alz6p7I0lXsD6ahgWiyVewEWZwX2SJV7AU30wp48lXsAZGIo/iCVewOxF/miFJV7AfIuvmXYlXsAnzCvDcyVewPt2g1tsJV7AOm0EMm8lXsBKzlbKZyVewKAdbXBcJV7AaCLICFUlXsDHf3uFTCVewDhf3B1FJV7AmUh1R0IlXsDJPpEQLCVewBb67+YuJV7A7w/trxglXsAMsJbZFSVewL7U6HEOJV7A8dYnbP0kXsAKMogE9iRewNjnSC7zJF7ApIupxuskXsAFi2/w6CRewI130IjhJF7AesCbst4kXsDD9fxK1yRewDqIzXTUJF7A/AOOpcUkXsDiflHGoCRewH1Kzi2oJF7APMq21ZwkXsBd8SU9pCRewK2II2ehJF7AmSq3/5kkXsDAa79TlCRewKEfVuyMJF7AWfNtQIckXsAA/55xeCRewAcsIkRqJF7AAt/E3GIkXsBZZOkGYCRewF1gjJ9YJF7Avi62yVUkXsDUc1liTiRewDuLiIxLJF7AHH3i81IkXsAqhOXGRCRewND6Svg1JF7A09qLIjMkXsDAqJnsHCRewMVj5RYaJF7ALA7l4AMkXsBApDsLASRewNH746P5I17Azdo/zvYjXsAnupQ1/iNewKsPEt/yI17AnVTId+sjXsB6sjCi6CNewCzt+wTLI17AG+9xL8gjXsCXRyHIwCNewMBcGh27I17AxsfMtbMjXsBPgF01qyNewADHFc6jI17ACv0yI54jXsBXVu67liNewNx5g+aTI17A7D/4F4UjXsA/dZVCgiNewA7iTtt6I17ADmDxBXgjXsB1FquecCNewBzdUsltI17AIt0MYmYjXsBx7LmMYyNewBg2dCVcI17AZuZMe0UjXsCe+RoUPiNewFbNfZQ1I17Af7xRLS4jXsA4ICVYKyNewMESy4kcI17ABYimtBkjXsBvi3hNEiNewCFJWXgPI17Al3yE3xYjXsB08GQKFCNewByGPKMMI17A4X0K+QYjXsB/JuWR/yJewHutwuf5Il7AFWmggPIiXsCFtJWr7yJewAe6c0ToIl7Ax01ub+UiXsAof43W7CJewCjag1fkIl7AEzGYvusiXsCcd/5szyJewAN19NPWIl7AKaEJ/9MiXsDhjOjM4iJewBum+vffIl7AcpTjXuciXsC/Y/WJ5CJewBwK2fDrIl7AJ5tJyN0iXsBl4XNh1iJewODyt7fQIl7A7e0g7OYiXsBzWj4X5CJewD/5dbDcIl7A3KJrs8siXsDZd7FMxCJewGLu5XfBIl7AWg0sEboiXsCeCKJntCJewK4hdjOeIl7AROFStZUiXsBK8ZxOjiJewEGAmNCFIl7ArxVGN40iXsCfJJxiiiJewBmSjZagIl7ARXcw7ZoiXsBst8tToiJewBlPJAGXIl7A/DGUmo8iXsBUB1XxiSJewBP9x4qCIl7AcO4utn8iXsBQLqJPeCJewF8efaZyIl7AXEVn2WMiXsDHDN4EYSJewC8rUp5ZIl7A7znOyVYiXsCtjLT8RyJewCJZG1kxIl7A7Aqh8ikiXsAOQNlJJCJewO8EYuMcIl7A0377kREiXsD+lmf4GCJewKFoESQWIl7AZ0s8VwciXsB6oc4x+SFewJznh/4HIl7AFq9AKgUiXsDKaur2EyJewF/fj9EFIl7Aubn9NjIiXsA7KGOOLCJewA3XkfQzIl7AbK37Sy4iXsB3EWh+RCJewD55gAE8Il7Ax0SXZ0MiXsBkxQO/PSJewOCBEiVFIl7AXGqDfD8iXsDZF4riRiJewIvNvWU+Il7AwKO5y0UiXsB9GImmNyJewILBqtooIl7AyuN6BiYiXsACCaPUDyJewGsCfgANIl7A07SbnOAhXsC13onI3SFewEfhiGLWIV7AklF8jtMhXsD4vnJcvSFewJoGcYi6IV7AOMBjvKshXsAo63IUpiFewB4cbq6eIV7Ai8+MBpkhXsClE4ugkSFewHFPufiLIV7Ataa6koQhXsDUSdi+gSFewMvr2Vh6IV7ANtX8hHchXsDlwf4ecCFewJnxJkttIV7ABikp5WUhXsABn1YRYyFewDUhWatbIV7AZhfBA1YhXsDqrMadTiFewBstAcpLIV7Acg0HZEQhXsALGRUVOSFewI0kpxJeIV7AEXEzHE0hXsCuHF+2RSFewNo7Tzs9IV7A2syvby4hXsALd2fIKCFewH3cMi4wIV7A7+vuhiohXsBLFykhIyFewIGt9HkdIV7AYPG03yQhXsCy7IQ4HyFewFsiPZ4mIV7AIW9/Ix4hXsBVziyJJSFewMlvmrUiIV7AQIlCGyohXsDP369HJyFewJGzUq0uIV7APr+/2SshXsASBydwSSFewCZvi5xGIV7AYL+/MmQhXsAYhBtfYSFewEorISpwIV7AIN15Vm0hXsByLPa7dCFewJWTTuhxIV7AZQzVgmohXsB5r1o0XyFewF7L6c5XIV7ArjVU+1QhXsCdUQgAMCFewPchgywtIV7ADh2MYR4hXsAP+w6OGyFewGKRE8MMIV7AC32e7wkhXsB665RZ7CBewEh1LYbpIF7Aok0fu9ogXsAo5b/n1yBewINXILfBIF7AEsXL474gXsB4Dj9+tyBewHrB76q0IF7AdG3U36UgXsAabEg5oCBewAuXvNOYIF7AVhp9AJYgXsCBkPGajiBewDRZt8eLIF7AuBpALZMgXsCwks2GjSBewIlGTuyUIF7AfcuscowgXsB6qSLYkyBewLfivTGOIF7AxMraZn8gXsD+GIvAeSBewBBiG1tyIF7A4gz6h28gXsBFoYoiaCBewEyRbk9lIF7ABHH/6V0gXsBeWNRDWCBewDDC+XhJIF7Af38ITEwgXsCwnKUbNiBewPF9ru44IF7A2lmnWBsgXsAJmqmFGCBewDthJCARIF7A5Og1egsgXsBaIi+v/B9ewCDRwL3rH17A/WRKWOQfXsDMKW6F4R9ewFEJ+B/aH17ANhMhTdcfXsBoPqvnzx9ewAtZCkLKH17A7qCqEbQfXsBuQuY+sR9ewErp9HOiH17ACmzH+5kfXsDQXVOWkh9ewBGbRB6KH17AeLtlU3sfXsBcHx6udR9ewJ+FsEhuH17AwToTdmsfXsD07KUQZB9ewMWrxvNVH17AEW8AKUcfXsAqaHpWRB9ewKJXFvE8H17Aj5WVHjofXsAU0TG5Mh9ewB3GUm8nH17A52ir1C4fXsDl4FVdJh9ewDGuo8ItH17A7NrGHSgfXsAxmwyDLx9ewJ8jn7AsH17AR5/fFTQfXsBFlAZxLh9ewEWpywsnH17A5R8CZyEfXsBQScoBGh9ewEYHbC8XH17A0Xw0yg8fXsD7/YQlCh9ewMv3tooRH17AUipguA4fXsCp34wdFh9ewA/GNUsTH17A8jZdsBofXsCo57ALFR9ewFEHj6YNH17AGjnyAQgfXsAmJbI3+R5ewDNE6sDwHl7A69jOW+keXsBJrSXl4B5ewMi/OEroHl7AtYsCeOUeXsAprBtC9B5ewB9yRfnoHl7AhidDXvAeXsA/ObTn5x5ewF/cvoLgHl7ArfeWsN0eXsB5Wqrmzh5ewA2CihTMHl7AxkGTr8QeXsCUXA3xsB5ewKkZJ4ypHl7AxuIloJgeXsDbdPsEoB5ewO8vIb2UHl7A5iXpIZweXsB2WQV+lh5ewKXzQhmPHl7AAI9XR4weXsCO4NB9fR5ewOpILgh1Hl7AgZBvo20eXsCWcpbRah5ewKwG2GxjHl7AbCwEm2AeXsAGDUY2WR5ewG92d2RWHl7AL1X5mkceXsBXyjLJRB5ewAreIzYnHl7A8Hu0kiEeXsAeGZT/Ax5ewPRB6y0BHl7AQLxRZPIdXsD8oBLB7B1ewCNsqpLWHV7AGMRzB98dXsCdDZmi1x1ewNCuM3TaHV7AEz9xqssdXsAfywh8zh1ewNQRIRfHHV7A91C46MkdXsDvU8uDwh1ewCxGYlXFHV7AJEl7i7YdXsAaJg9duR1ewBMmFfixHV7Aklppg6kdXsBFOHUeoh1ewKL/aXucHV7AMpFY4KMdXsCR5dMOoR1ewGwzvXOoHV7Azjo4oqUdXsBItVE9nh1ewLvGVJqYHV7AjVZxNZEdXsCWYPljjh1ewG8I2siVHV7AcMVh95IdXsCqKT1cmh1ewKmZxIqXHV7ATLqa754dXsCNe6tMmR1ewB9IDnuvHV7A5wiSqawdXsDmsstEpR1ewIQxbtCcHV7A2C4sNaQdXsBeyXHvmB1ewNzsvoqRHV7Ar09ZuY4dXsAxwKZUhx1ewLeH6LGBHV7AeA05TXodXsDYrDbZcR1ewIfO3T15HV7AceJSJ2sdXsCTqbnCYx1ewODmdPFgHV7AH/vbjFkdXsCP7SQZUR1ewOKAtX1YHV7AOa15lkcdXsDwFPf6Th1ewGROcodGHV7AhrSFvjcdXsBC+GPtNB1ewBq77IgtHV7AxkHQtyodXsAY59/uGx1ewDnQ9r8eHV7AoVZzkggdXsD0r1jwAh1ewGMZVSf0HF7AmM5T4+gcXsCytstH8BxewL/OznbtHF7AxK5ZEuYcXsCpCWJB4xxewBc37dzbHF7AQO0KO9YcXsA/MJnWzhxewHqLrgXMHF7A7xs9ocQcXsANICDXohxewG8ucDuqHF7AUcOlaqccXsAAfVgGoBxewHNUkzWdHF7AsVtG0ZUcXsCtdYYAkxxewILKOZyLHF7AByd/y4gcXsAhCskvkBxewGOiVY6KHF7A9nqX8pEcXsC4tt4hjxxewNVMG4aWHF7A9ONFQ4scXsCu33SnkhxewOS/KiJ8HF7AxwMSvnQcXsDU0t0cbxxewBn/8IB2HF7A4vIsD24cXsA1TTVzdRxewKOIZ2BnHF7AcYFfxG4cXsAY0u/OTxxewAK7xjJXHF7AEj24nTIcXsB7eAU6KxxewL161vgfHF7A9FoslRgcXsCARqn0EhxewDY8ApELHF7AiuckUAAcXsAZgobs+BtewHGs3orRG17A5LdkJ8obXsCyxXoHrhtewBsjGqSmG17AZLss1KMbXsB5loo3qxtewJhcCXmJG17APtvMFYIbXsDLuqbWdhtewHAe2Dl+G17A8iiNynUbXsCFG2RnbhtewAu67sdoG17ANsLIZGEbXsA61GLFWxtewLCWGv9MG17A4KrJX0cbXsA5Zaf8PxtewGRsBS09G17AC3XjyTUbXsC4vEb6MhtewKbsZV06G17AgdzcfykbXsDkWM4cIhtewKuIM64ZG17ANbY5ESEbXsC98LJBHhtewIyKr94WG17AXwUuDxQbXsA6pC5yGxtewKnQrKIYG17AQS+oBSAbXsBODSY2HRtewKcrHJkkG17Aa58yvBMbXsA2mRUfGxtewInlSuEPG17ArwhzfggbXsBBEqLfAhtewKtgdEIKG17AaQDlBP8aXsDLzh2i9xpewBAXcJXpGl7AnFC0MuIaXsCySB+U3BpewNOA1fbjGl7AJPy9udgaXsAbn2Yc4BpewF8kJE3dGl7Ah0h+6tUaXsCBDUEb0xpewD4i5H3aGl7ANkNp08YaXsALoNlwvxpewFwpsKG8Gl7AIML6eaYaXsB3BFjQkhpewAK41G2LGl7ACCHKnogaXsBwpkoBkBpewMbAPzKNGl7AagLCz4UaXsAnXLwAgxpewH7sPp57Gl7AoIU+z3gaXsCxZMFscRpewDI9xp1uGl7AE5dAAHYaXsDXIEUxcxpewAGOzc5rGl7ACoQDk2AaXsAWlZQwWRpewEMGq2FWGl7Avk3LnEcaXsDotAr/QRpewMc3LDozGl7Avy1VazAaXsAQXnKmIRpewFhao9ceGl7AMDcTOiYaXsABCnecIBpewJrg3v4nGl7A0gVHYSIaXsACxBg6DBpewOrfWGsJGl7AM/bxCAIaXsDLbWX/8xlewNj4qzrlGV7AIToDbOIZXsBac0Wn0xlewL66pNjQGV7AfOpEdskZXsDpcKmnxhlewMzvSUW/GV7APbWzdrwZXsBJg1QUtRlewL6Hw0WyGV7AnPIfqLkZXsAL1f8KtBlewN45VG27GV7AdDuuAbMZXsBE0/djuhlewJLMhDK9GV7Ai7POlMQZXsC+62BjxxlewEtLu07sGV7AEq5JFOEZXsBocxSy2RlewPQB8BTUGV7Avq4fd9sZXsDPjv/Z1RlewDFlTJ7kGV7AK3u6z+EZXsDJEpht2hlewPkzgdDUGV7AjuFhbs0ZXsD/U3/6thlewM3Ac5ivGV7AsVAFyqwZXsD7UOwFnhlewC/zIWmYGV7AgZv6QoIZXsCzdKF0fxlewDQ9bE5pGV7AueIdgGYZXsBP/QkeXxlewFThwE9cGV7Arz2Xi00ZXsAiJ1a9ShlewD8zKPk7GV7AIiLvKjkZXsDfkASNQBlewKrVXyI4GV7AGHhqhD8ZXsAStzW2PBlewBsbOxhEGV7ApAoGSkEZXsCEbQPoORlewGub0xk3GV7AvU3Rty8ZXsCtnX4bKhlewLC3fVcbGV7ApCcMHxAZXsA2HRO9CBlewCEr4FIAGV7A3+DQtAcZXsBEDcLmBBlewGke1IT9GF7A/8O+GvUYXsA9XqR8/BhewG02pHbuGF7AME/yst8YXsAgnQ4X2hhewGiEN7XSGF7Ak9GYfccYXsD8zmTfzhhewLWynkPJGF7A6kLY4cEYXsA7rvsTvxhewCqONbK3GF7AXjde5LQYXsAKZ5iCrRhewB5OxrSqGF7Ajc0AU6MYXsB/8jOFoBhewLjBbiOZGF7AUP7hh5MYXsBwoaHpmhhewFmkWICSGF7AGnwN4pkYXsBVQ45GlBhewCP53uSMGF7AX+5Z4H4YXsDMVvtBhhhewGi/S3SDGF7AKZ6BN5IYXsDz+HDOiRhewPDh/y+RGF7A6dFRYo4YXsCmtmnoqxhewA3G/kymGF7A3wh5rq0YXsDP77wOmhhewNVNIXChGF7AUDp7op4YXsAHW9oDphhewMH3MzajGF7AMduNl6oYXsAtKOfJpxhewF7OOyuvGF7AncuUXawYXsDmpsPiyRhewB0BFBXHGF7AVxmX19UYXsB/XeQJ0xhewBJxH2vaGF7AnmVsndcYXsC7m9Vf5hhewKrPa8TgGF7A5yuXJegYXsAprjGK4hhewAoHVevpGF7A8vFGguEYXsBAgV/j6BhewP1RoajPGF7ABCJr7vsYXsAfRxW8/hhewBNA4d4UGV7AmsguERIZXsCDvRVyGRlewFOmstYTGV7AbJiRNxsZXsCizzKcFRlewP++Cf0cGV7AR7kFlBQZXsCDyWK2KhlewNamFIQtGV7A8EGhRTwZXsCr2Ol3ORlewF4NZzlIGV7AigIkB0sZXsCU6JzIWRlewEHgYZZcGV7AN2cd92MZXsCfqVUpYRlewAP0C4poGV7ALudDvGUZXsAE9fQcbRlewI6zZoFnGV7AA78P4m4ZXsBiikkUbBlewFpZ7XRzGV7AuDGhC2sZXsCaODpschlewM1SeJ5vGV7ALnGdX34ZXsBpdtiRexlewPCNZPKCGV7AAkSfJIAZXsAvHyaFhxlewFWCHk58GV7ADdCXroMZXsAuhax3eBlewKRFGNh/GV7ADrab03EZXsDSI/czeRlewHw+SWZ2GV7AL3Cfxn0ZXsCkfUUreBlewCPX9MpwGV7AGVVO/W0ZXsDE/f2cZhlewLu3XM9jGV7Ad0mqL2sZXsBilWmUZRlewJMlr/RsGV7Aij7Yi2QZXsAE/5orXRlewPHDNb9GGV7AS9dcH04ZXsCgfthRSxlewD9W+rFSGV7ALcFzSUoZXsD2OVrpQhlewIWwZ049GV7ACD5R7jUZXsAKcN4gMxlewNlMyMArGV7Ad7pa8ygZXsCa5kSTIRlewNOP3MUeGV7ATwvHZRcZXsCbnCwzGhlewHzcEdMSGV7Aah53oBUZXsCrIldADhlewEGm9HILGV7A5/nUEgQZXsAeuXdFARlewDFcWOX5GF7ABFcAGPcYXsCJSeG37xhewHAsPh3qGF7A4K5XffEYXsAc5yNI5hhewLJ6FejeGF7ASHXRGtwYXsBeWMO61BhewG2OhO3RGF7ADMF2jcoYXsCUMj3AxxhewL+0L2DAGF7AuWH7kr0YXsBMj97SrhhewBhhiDipGF7AEdJ72KEYXsBVMVcLnxhewPXxSquXGF7AoYwr3pQYXsBfNxEehhhewPrS+VCDGF7A+3IFsYoYXsCZiKevfBhewDrEqU91GF7ApCKhgnIYXsAGrqMiaxhewLRHoFVoGF7A3CKj9WAYXsDP96QoXhhewF3hoqhAGF7ANkKy2z0YXsDrW657NhhewAP4wq4zGF7An2G/TiwYXsD1ONmBKRhewKUEyGETGF7AZ6LslBAYXsCmwOQ0CRhewKKZDmgGGF7A4gcHCP8XXsDepWdu+RdewMcpYw7yF17Ave6ZQe8XXsC3wpXh5xdewNnC0RTlF17A6ObNtN0XXsBP+ZhO1RdewL34mu7NF17AKFrmIcsXXsC+qejBwxdewD9GOfXAF17ACjE0VcgXXsCZa/vvsRdewJatFpCqF17AC0VSKqIXXsBkYnPKmhdewBdF5P2XF17ABy5B3oEXXsDG1rwRfxdewDEI9FFwF17AaLF3hW0XXsDaX5IlZhdewO1DG1ljF17AwUI2+VsXXsCuYcQsWRdewOuw38xRF17AXcxOmVQXXsDB4GQ5TRdewPaK+GxKF17A61k0TTQXXsCOChfoKxdewOkmcwgHF17Aue/B1AkXXsCRCNAU+xZewD7Lhkj4Fl7Awu2M6PAWXsBUZdO08xZewIq/0vTkFl7AhNORKOIWXsDIlpDI2hZewIupGzDVFl7AU4Md0M0WXsASgukDyxZewJus66PDFl7AVbhmP7sWXsA+v27fsxZewOrwJ0euFl7Abw4z56YWXsB/n/tOoRZewKfTCe+ZFl7AgGvRipEWXsAnmGgKrxZewJGdTz6sFl7AwX4snrMWXsDVXPwFrhZewLo90WW1Fl7AaBa6mbIWXsC9vIn5uRZewJ9Eci23Fl7AarA8jb4WXsCE5yTBuxZewDfVrIDKFl7Agot56MQWXsDWRzRIzBZewNt08ePDFl7AmWuhQ8sWXsDzm3urxRZewMSSIwvNFl7AnJQRP8oWXsDGmFT+2BZewM3kLGbTFl7ArSzFxdoWXsBkPLL51xZewAFKRVnfFl7ACQkyjdwWXsAAO0tM6xZewJ4BIbTlFl7AMsCj0vsWXsB2AooG+RZewOlV7iQPF17A37zOWAwXXsBCd6oXGxdewPGaz+MdF17AxQynoiwXXsAyNeqlHhdewBwfnGQtF17ANS54mCoXXsDJrsr3MRdewGxtpisvF17AEbJWzCcXXsAK+gBoHxdewJsZtwgYF17AOcaPcBIXXsA+HNTPGRdewL/Yl58OF17AY6XO/hUXXsD38sIyExdewAqkI/EhF17A+tsUJR8XXsAPYetfSxdewCVvzpNIF17AqdLm8k8XXsBekMkmTRdewF5v7eRbF17AsTsQsV4XXsAG0i9vbRdewAKdWjtwF17AP+J/WIYXXsBdyEyMgxdewGeGUeuKF17AOmWHt40XXsDf4YwzqxdewGXvS2eoF17A0WVExq8XXsAtHYiSshdewIE1d1DBF17AFyjnt7sXXsD/WcF1yhdewMN4d6nHF17Aiwkkxt0XXsCrTtT52hdewKfQsFjiF17AxMVgjN8XXsA8Djjr5hdewFuz5x7kF17Al1yJ3PIXXsAE7TUQ8BdewNg5yM3+F17AorVxAfwXXsBCaDRgAxhewB+U3ZMAGF7AWA2b8gcYXsCAOU3B/BdewHsr/R8EGF7AVpDL7vgXXsBG+21NABhewBxCmuj3F17AveoxR/8XXsBmfO16/BdewLXmDzgLGF7A9WPIawgYXsCuJVPKDxhewA5TC/4MGF7Aq9uQXBQYXsAuuUiQERhewLgIye4YGF7AYZaAIhYYXsDdrPuAHRhewLHqsrQaGF7A/zCccSkYXsCYWlClJhhewHKKvgMuGF7AP2RyNysYXsAhW9uVMhhewCfljskvGF7AaOxThj4YXsCFfyRVMxhewIBHzvYrGF7ABNVKXiYYXsAasff/HhhewPZqvDMcGF7A25Zp1RQYXsCHiTMJEhhewIkMjEwDGF7AWfxdgAAYXsAzNrLD8RdewCkjjPfuF17Awl2A3NgXXsBFDGUQ1hdewAmmCbLOF17AVY3z5csXXsAbd5iHxBdewC+Xh7vBF17A/dAsXboXXsDVKSGRtxdewLGzxjKwF17ASkXAZq0XXsA7H2YIphdewJHpZDyjF17AOEu8mqoXXsD21PQ6lBdewGWWs9yMF17AE3fIEIoXXsCpiIeyghdewOmhoeZ/F17A9svfRIcXXsC3gzThfhdewJHsZz+GF17Au2zK230XXsAnSBmYjBdewDp9OcyJF17Ad3haKpEXXsBmXXpejhdewEIglryVF17AELW18JIXXsDyVeCsoRdewGzW/OCeF17AerQLP6YXXsDf5CdzoxdewJ+KMdGqF17A8GpNBagXXsBp2FFjrxdewHrlq/+mF17Ad8SvoZ8XXsDUmf0JmhdewI8y9GehF17AOoc+1Y0XXsBCo/2QnBdewL0bMcWZF17AvzcKI6EXXsDUDKu/mBdewO082mGRF17AM4UXlo4XXsBpBUc4hxdewJ+FiWyEF17AYkFXyosXXsB4cZn+iBdewEIFKLqXF17AH7GoIpIXXsA1xWaAmRdewMaKxYWLF17A568eQZoXXsAdq2Z1lxdewAXMDNOeF17AKXdUB5wXXsBZYPVkoxdewG+7PJmgF17A8GzY9qcXXsD6dx8rpRdewM/xtYisF17A0qz8vKkXXsAE740asRdewAJa1E6uF17AV/vpCb0XXsCLUi0+uhdewLexsZvBF17A8bj0z74XXsCM4HMtxhdewNGXtmHDF17A4Icwv8oXXsAy73LzxxdewL6n51DPF17AIL8phcwXXsAtQJni0xdewKMH2xbRF17AOFFFdNgXXsDFyIao1RdewEV5TmPkF17ARN2Ml+EXXsA4ROr06BdewFlYKCnmF17AsEPW4/QXXsBdRBEY8hdewFV2+y8IGF7ADaAwZAUYXsCcBXfBDBhewI7fq/UJGF7Aiz1omAIYXsDKTqLM/xdewJD8Xm/4F17AUDEkDPAXXsD/teau6BdewDMdMOPlF17Al1KzKNcXXsCStARd1BdewGuig6LFF17Alc84C8AXXsAyIPqtuBdewMSRJEuwF17AfLnr7agXXsBp31YiphdewCJXHsWeF17AyoQBLpkXXsAdEMzQkRdewM8XRAWPF17AL/MOqIcXXsD5MYzchBdewN9Z5sRuF17A7VZu+WsXXsCN6zScZBdewK0fwtBhF17Accf4LWkXXsBpq4ViZhdewCIct79tF17A9q9D9GoXXsCr6W9RchdewHrkirpsF17ApSOvF3QXXsCjij1McRdewAMPHO9pF17A86yvI2cXXsALZc6AbhdewAh09+loF17AsjEOR3AXXsDCoqN7bRdewPY8xDV8F17ARGvrnnYXXsDM3uFBbxdewGmxWBRkF17AFDBXcWsXXsBWWkKtWhdewDzRLQpiF17A6keKc1wXXsDVxG3QYxdewKXpHAVhF17AGDA8qFkXXsAOWqcRVBdewOeMgm5bF17AVAs5o1gXXsCoBw8AYBdewO01xTRdF17AwfuVkWQXXsDm2UvGYRdewG+F4H9wF17AFo5I6WoXXsCSsAlGchdewGGevnpvF17AdYp613YXXsAvKC8MdBdewOTd5Wh7F17AiyuanXgXXsDlqkv6fxdewAhUKs10F17AiFPOKXwXXsBr1EaTdhdewIba4u99F17AdaFfWXgXXsA9rvO1fxdewFmU/4h0F17AtCGG5XsXXsDHQBVPdhdewJA5lPJuF17AxKoyXGkXXsDcK664cBdewOFNfu1tF17A9pj0SXUXXsDpasR+chdewACANdt5F17A5gEFEHcXXsCZzKWBlBdewFXgASCMF17AwqpbfJMXXsCmKSexkBdewLqndviBF17ASDGQNXEXXsA0GtmReBdewP+kfjBwF17AbdK8jHcXXsARHnArbxdewCGQo4d2F17AjiV38XAXXsAtn6JNeBdewBZ6erdyF17AV/udE3oXXsDaqFYcbBdewInpaXhzF17AsP9Y4m0XXsA0SGQ+dRdewJi8XHNyF17AuM9iz3kXXsAni1U5dBdewJxOT/GCF17AFhA8xXcXXsA7OyohfxdewJXHKFZ8F17AwUD4DYsXXsCGuvNCiBdewO9CarKlF17A4nlSHKAXXsBUeCR4pxdewGo9QvSFF17AwlyRmH4XXsC9gqbNexdewA7y9XF0F17A9kwQp3EXXsBEDGBLahdewBOcf4BnF17AZqvPJGAXXsA4pxuPWhdewH54v9dLF17Aw0cgQkYXXsBpWcWKNxdewI7x/r80F17AVpFQZC0XXsBOXo+ZKhdewODLMOIbF17AK5B3FxkXXsAAXse7ERdewBtXE/EOF17AK3VjlQcXXsAQo7TKBBdewGARBW/9Fl7AEHRbpPoWXsCnMqxI8xZewG8NUxP2Fl7APpeet+4WXsBAlILC4BZewIl42WbZFl7AzLqTPM4WXsAHN/PgxhZewAGK5EvBFl7Aw4h/p8gWXsBP2PeyuhZewJWYgg7CFl7AoKIFRL8WXsAUU2YxqRZewI0W9GamFl7AJIVnC58WXsAu/9bVoRZewEQ5RXqaFl7AuYHYr5cWXsDOwujlchZewOVJjBtwFl7AKF3xv2gWXsDDGJr1ZRZewPJCMlFtFl7A8K3ahmoWXsAc2Rf1hxZewMXwWWCCFl7AuJndu4kWXsD7jX/xhhZewIoC/kyOFl7ARqafgosWXsAIEQSVoRZewGrfn8qeFl7AgEUub5cWXsA2SM+klBZewM3+XUmNFl7AHvVni3wWXsAmsMjmgxZewBVl5od7Fl7ANmc844IWXsClV+bvdBZewCohnpRtFl7AQc9jymoWXsBe6RtvYxZewIDL5qRgFl7AOi9V7lEWXsC8BygkTxZewGVR3shHFl7A7l22/kQWXsBD+GyjPRZewNA4Stk6Fl7A1iMBfjMWXsCUfsjpLRZewK98go4mFl7AYm8tnBgWXsBJvc6tLhZewBmTlYUjFl7ALUltKhwWXsBkWGTMExZewMnjQXEMFl7A46lN3QYWXsD5mWo4DhZewItulBADFl7AhuiwxhEWXsDP9Lv8DhZewHvFw1cWFl7Aac8onAUWXsC1oR33DBZewFNWTWMHFl7ACTM6vg4WXsC246uWAxZewLpGi/EKFl7AmOrxkwIWXsAmlsbuCRZewDvvOpEBFl7AyYluNvoVXsCl9pxs9xVewAXi0BHwFV7AHoIESO0VXsBUvjjt5RVewKhTsjLVFV7AVIttjdwVXsC1Eo9m0RVewP/i3gvKFV7AHdGDeMQVXsBwJifDtRVewG7HCdOnFV7AbYurLa8VXsAIoxBkrBVewDhURxm7FV7A7lipT7gVXsBmwtAExxVewOzq9Ke+FV7AV7RqTbcVXsB/Mj+6sRVewL4OuF+qFV7AEbkolqcVXsBJ5qE7oBVewG+gB0ySFV7A4amAppkVXsDg6gVKkRVewP89dKSYFV7AC29+EZMVXsDAzeRrmhVewFk+89iUFV7AuKhRM5wVXsDwy4ANkRVewJtoLbOJFV7A3KfyVoEVXsD7xT2xiBVewLj61ueFFV7AceYcQo0VXsAlyrV4ihVewH+D9tKRFV7AiRkqQIwVXsDd3mKakxVewDOR/dCQFV7AOSQxK5gVXsCNhcthlRVewEvm+bucFV7Ao/aT8pkVXsCsDCpbtxVewI5yT8ixFV7AUFtpIrkVXsCr9fxYthVewECsEbO9FV7AwXVtjbIVXsBBxWMzqxVewJfQpaClFV7AA7urVLQVXsCM5kqLsRVewHBxR+W4FV7AEUzmG7YVXsBBjdLPxBVewJBVbgbCFV7Ah38EyOYVXsA0fnaR6RVewD6XQEX4FV7A3Os22P0VXsDTRwKMDBZewIRigMIJFl7ANaZfHBEWXsA4cN1SDhZewPeBt6wVFl7AQeW0GRAWXsDKA4dzFxZewGceyCcBFl7A0fU42w8WXsAykcYRDRZewBkkKMUbFl7Apa2y+xgWXsAjDV1VIBZewA1G54sdFl7A33OM5SQWXsAPfewsFBZewLOzfoYbFl7AzX0UvRgWXsDpgqEWIBZewB7yRl4PFl7AhQDBtxYWXsC7JgYlERZewL5CeH4YFl7AaL0btRUWXsAPqIgOHRZewBrSK0UaFl7AbIuTniEWXsDcZDbVHhZewODsmC4mFl7At3U7ZSMWXsClrtsLHBZewMJog0IZFl7A527gmyAWXsA/sjEJGxZewDrGhmIiFl7AdU8wmR8WXsA+MoDyJhZewNMT1V8hFl7AjwQduSgWXsCNJXYmIxZewIm2M80bFl7A9j4OqBAWXsAXY9ROCRZewJjek4UGFl7AF98xkRwWXsAPpnpaHxZewNBVhXFLFl7ANwosqEgWXsD/62taVxZewAu5yiNaFl7AP8LpfGEWXsAHFynqWxZewCuX8zdNFl7AV2ucbkoWXsDtI0JjNBZewH+q9ZkxFl7AAnPVQCoWXsCEKo53JxZewJVDbh4gFl7AoITsixoWXsAFr88yExZewDG2YmnpFV7AR0FWwvAVXsDkmj357RVewHPQTKDmFV7Aqlo51+MVXsDt4Eh+3BVewHvGLuzWFV7A7b4ZRd4VXsDwmA182xVewNChTXHFFV7Aqy1MqMIVXsAkMHD2sxVewOH2ipurFV7Aletx9LIVXsDWXpqZqhVewMuhdvKxFV7AijyGKa8VXsA1uqzQpxVewF2FwQelFV7AE0eYYKwVXsBmwayXqRVewEzA2D6iFV7AoQ8t5JkVXsCW4F6LkhVewCXiKZ+EFV7AQk7q94sVXsBeFnmdgxVewO7rwER8FV7ARssxs3YVXsBVsnxabxVewPaJu5FsFV7AXOJt6nMVXsAJaawhcRVewC3R/MhpFV7A+IdAAGcVXsAVQZGnXxVewNt5w4RUFV7A7XWPZhIVXsAY4PqdDxVewCwBQUUIFV7AZ5uxfAUVXsCQEDzL9hRewH6btAL0FF7AsEl6+N0UXsDAfPnA4BRewATCM2jZFF7Ap0+3n9YUXsBB5vFGzxRewPOjen7MFF7A5Yu1JcUUXsCoeUNdwhRewPayfgS7FF7Aw9ARPLgUXsB3W03jsBRewJMuvcGlFF7A1kwBaZ4UXsCR/fYPlhRewLHuQLeOFF7ABRKhJokUXsCDn1F/kBRewEH+te6KFF7AkIeo+KAUXsDDG1YwnhRewIiq9IilFF7ASu2hwKIUXsBETDsZqhRewN5CakaOFF7AmWns7YYUXsD5JxvNexRewCT/jSWDFF7AanculX0UXsCSXpnthBRewLiAaiWCFF7AGoEz1pAUXsBOkQEOjhRewJCqX2aVFF7ADJf91Y8UXsDneqeGnhRewMqWdL6bFF7A2SHDFqMUXsBT7I9OoBRewJCyZFe2FF7A8Korj7MUXsBk+WrnuhRewGugMR+4FF7Alr9rd78UXsDg2Kc/whRewOBKGvDQFF7ALspcl8gUXsCFCS0/wRRewNR89Xa+FF7AOi+Uxq8UXsDGYzc2qhRewCuXCN6iFF7AF5jgFaAUXsDiHLK9mBRewHZ2NZ2NFF7AjY0PRYYUXsCXUCgNiRRewI44/bSBFF7A0DXn7H4UXsBAb7yUdxRewKObq8x0FF7AlCaBdG0UXsASgnWsahRewIdeS1RjFF7AIelEjGAUXsCdCI8rQxRewFQDlmNAFF7AszZlCzkUXsAE+X97MxRewO9Eq9M6FF7AXkHKQzUUXsDDiw70QxRewF4vHCxBFF7Ao5J8jF4UXsDUo4HEWxRewMG8nXRqFF7AK7yfrGcUXsBcYqcEbxRewEMQqTxsFF7AAyqpRIIUXsARBqV8fxRewBZxndSGFF7Ar/uYDIQUXsDbN4xkixRewN8YhdSFFF7A9VyXfH4UXsDpeJ/seBRewJXOtJRxFF7AqXbbPGkUXsASnvbkYRRewOZpO41ZFF7Aq+163UoUXsAvHeaFQhRewPTmS34sFF7A3r58tikUXsBRf1oOMRRewNodol8gFF7AFN7UBxkUXsAhuxZAFhRewAvNSegOFF7AzzomkQYUXsCjHl85/xNewGE1sHH8E17AMjIgwu0TXsB6N3n66hNewIJQsKLjE17AOIQO2+ATXsAR70WD2RNewMmxvtXIE17ABi8EfsETXsC85ni2vhNewN61vl63E17AFvC0z7ETXsA1REQgoxNewMmGyFigE17AuksPAZkTXsCSvJg5lhNewI6Dptp4E17AIRISonsTXsBtsExKdBNewPLstxF3E17A8FztuW8TXsBiR1iBchNewA2JiClrE17A4ydguHATXsC61tGwWhNewPoQbelXE17A79mQkVATXsCQQjHKTRNewK9dVXJGE17ArfT6qkMTXsCZEbGbFxNewH+YadQUE17A0TGCfA0TXsAV5z+1ChNewLvSWF0DE17AW7YblgATXsBb9DQ++RJewFMG/Xb2El7AHbktx+cSXsDGuf3/5BJewHL5TKDHEl7AL/dxZ8oSXsAnZH1PiBJewH8LjBaLEl7Ad2p+voMSXsApv4yFhhJewFCyZNV3El7AwN5bDnUSXsCLmy9eZhJewO3tMiVpEl7A7GYWzWESXsCSZhmUZBJewBGx9ztdEl7ADHL3dFoSXsBQD9YcUxJewMn+2lVQEl7AcIVwTToSXsCxJICGNxJewO2LWi4wEl7AqFlvZy0SXsAVYCK3HhJewPUcP/AbEl7AMLwXmBQSXsDeKzgoARJewPRHTIAIEl7AvoQbZf0RXsCnMCK9BBJewF9RWfYBEl7ACs9aTgkSXsDOl0Qz/hFewP/cWSvoEV7Ac3c7198RXsAl9UV/2BFewPkA7vHSEV7AT5L7mcsRXsAT/VXTyBFewG4sgxukEV7AvMftVKERXsBzSfL8mRFewKZJ1G+UEV7AYAfhv4URXsDkLFv5ghFewFCoYKF7EV7A4Pvf2ngRXsDnK+kqahFewME6htdhEV7AwnCPf1oRXsC2uyC5VxFewBNFKmFQEV7AN6RZ1EoRXsCkQWZ8QxFewM5VBLZAEV7Ao0YRXjkRXsAVOFrRMxFewAc9anksEV7ARxoVsykRXsDlXTMDGxFewLop5jwYEV7Ab2j05BARXsDl2z6rExFewFSQTvsEEV7AUJ4JNQIRXsCFHxWF8xBewCYc2L7wEF7Ax/ncZukQXsBNJKWg5hBewI1VqkjfEF7A9613gtwQXsDdMn0q1RBewHza1RHKEF7AVvXjucIQXsADWaQtvRBewFaItdW1EF7Adh6cD7MQXsCYt7xfpBBewD88q5mhEF7AF6a6QZoQXsAyBJ3vkRBewA1YhUeZEF7AAjZ4u5MQXsCoY5VjjBBewMQ2lZ2JEF7APLiyRYIQXsCMSNUtdxBewLR0VDWNEF7AxcVjqYcQXsDaHfWhcRBewMCrCNxuEF7AgAU3hGcQXsDuwE++ZBBewJhufmZdEF7AQ6282lcQXsCXb+6CUBBewHQ/ZjFIEF7ANwLTgTkQXsALPKlTIxBewHRXOKQUEF7A+YiD3hEQXsB5NMqGChBewC5MdKr8D17AOt0fAgQQXsAhmnk8ARBewPz9H5QIEF7A2H0zQwAQXsBEM8+aBxBewF4gJ/n2D17AueWvUP4PXsDXwYXF+A9ewKWZBh0AEF7Ax2lyV/0PXsChFO6uBBBewKSQWekBEF7AkA7QQAkQXsB1Njt7BhBewHmHrNINEF7Ad5uERwgQXsAe/+2eDxBewLBDyhMKEF7ACsSKwhgQXsBMU8DmChBewGgLb48DEF7Acy3qyQAQXsAg0IR4DxBewK3d/LIMEF7AL8xDChQQXsB0qzV/DhBewPSsdNYVEF7AqbxqSxAQXsA60aGiFxBewHKkrQEHEF7A04zUTeIPXsCiwWyI3w9ewFLSPDHYD17AoDPaa9UPXsCCmKoUzg9ewGqW7znAD17A21DL4rgPXsBag5/NrQ9ewATTg3amD17ABa5BsaMPXsD8USZanA9ewEtZ6ZSZD17AmFHOPZIPXsDFJGGzjA9ewNqrdgqUD17AFsJYa4MPXsC9vFMUfA9ewJBODYp2D17A4V0LM28PXsD5apNZYQ9ewGOah7BoD17AyRFjJmMPXsAbSIN4VA9ewO0lerNRD17A/Y+grjsPXsCGP7WaMA9ewBHD2OwhD17AsnzpJx8PXsAc0gh6EA9ewIFDnKECD17ATA2A+AkPXsDxDKIzBw9ewOeqgIoOD17ARvpu7f0OXsBzqzpEBQ9ewIsbaH8CD17ABKEu1gkPXsBpQ4tMBA9ewEA+yvX8Dl7AdZhvp/QOXsAxXSj++w5ewFkynXT2Dl7AZgtOy/0OXsCUMAd99Q5ewO1drdP8Dl7AvCvtDvoOXsCbLY5lAQ9ewMWmzaD+Dl7AL31p9wUPXsCHZb0f+A5ewD5PL8nwDl7AGAqEaN0OXsCTS3cV7A5ewLLSisfjDl7AvpL4HesOXsAwauZG3Q5ewLJphvDVDl7APwVI3soOXsA6Bp000g5ewBi5EHDPDl7A9vmtHN4OXsBDmB5Y2w5ewC7YZq7iDl7AySHX6d8OXsDGNhpA5w5ewPisrATqDl7AoRbwWvEOXsDna/4x/w5ewL17md4ND17AXbRCoxAPXsA6VeqoPA9ewAOeMOQ5D17AZIfb5k8PXsDfJ6SYRw9ewMcK0O5OD17AwAEVKkwPXsBmXqGCaQ9ewCvLXTRhD17AU+6UNncPXsD9VNBxdA9ewAgg28d7D17A869TPnYPXsC4kFaUfQ9ewGxO0wp4D17APu+huJwPXsCOMdbzmQ9ewD6n552SD17AknxkAYIPXsBcikJXiQ9ewN+6h5KGD17AfGysPH8PXsCDsufbaw9ewARtdYd6D17AvGsj/nQPXsCsQmOobQ9ewOahwONqD17AJ80AjmMPXsC3VmPJYA9ewFDWo3NZD17A3zLiJVEPXsBJdZl7WA9ewLyqBbdVD17A5MK3DF0PXsD8oyNIWg9ewB9LdPJSD17A0K3OpEoPXsDrJyVPQw9ewL2uK7QyD17AelhbX0EPXsBmZt+aPg9ewC6GS0U3D17AyuZ+MywPXsAhygeJMw9ewBB2vzsrD17AUNA+5iMPXsCh89ghIQ9ewFuiWMwZD17Ale/3BxcPXsDL8neyDw9ewOlpHO4MD17As64aQ/4OXsDqDsd++w5ewIdQRSn0Dl7AoNr2ZPEOXsBgnPG54g5ewMw1JW3aDl7AjMygwuEOXsCo5+F12Q5ewDPWUsvgDl7AZynaQtsOXsArz6iXtg5ewEU01lu5Dl7AN/BbBrIOXsCXAInKtA5ewIl3A8qeDl7AOFxUUqQOXsA6MMj8nA5ewA2D8cCfDl7A7UE2wIkOXsCQ/6cMkg5ewAMsB7eKDl7AnCsve40OXsAeLoklhg5ewN7YsOmIDl7AaLEFlIEOXsDY8oLgiQ5ewIIizYqCDl7A2bV8An0OXsAp4OZVWA5ewAkH0JFVDl7Aw/UTPE4OXsCoRgJ4Sw5ewJHWBCEuDl7AZEL/1CUOXsDHGkJ/Hg5ewPn1T/cYDl7A0n0a9gIOXsCtSS0yAA5ewPCAJNviDV7Ae7VEF+ANXsD9OH/B2A1ewHuXpP3VDV7AQXDfp84NXsBinpEv1A1ewJONxNnMDV7AhYSenc8NXsBIG0dGsg1ewNlK7M23DV7AS+cKeLANXsDVQLT/tQ1ewHrzyqmuDV7AGaQvubkNXsBW7Thjsg1ewF3hXp+vDV7Aal10m4MNXsAnNCZQew1ewA+UKfpzDV7AH3BsNnENXsBVxl3ifw1ewG9ZJJd3DV7AtCUR7X4NXsCJa1UpfA1ewAlfa9N0DV7A6M60D3INXsDuF8u5ag1ewOn8E6tfDV7A07TyAGcNXsDaN0g9ZA1ewNHFIZNrDV7A/YrOC2YNXsB7fPq1Xg1ewA8+V/JbDV7AH4WDnFQNXsAzxkkVTw1ewLH/F2tWDV7A4Gni41ANXsBkGy7lZg1ewKGwjiFkDV7AjgJLd2sNXsAW7A3wZQ1ewJ9UwkVtDV7A/h7Gc18NXsCCdB8eWA1ewGQletNPDV7AHpEYKVcNXsDfNY5lVA1ewAV4J7tbDV7AbYAUNFYNXsB82aWJXQ1ewCU9HcZaDV7AsGypG2INXsDQeiBYXw1ewAUnWaw6DV7AxFzg6DcNXsCGmk2TMA1ewMT52c8tDV7AKI1HeiYNXsDhFdm2Iw1ewPH+RmEcDV7A6kKwUxENXsB0Crz+Hw1ewALlVjsdDV7AsvXU5RUNXsCd+XQiEw1ewAFg88wLDV7AjJxQkA4NXsCR2ck6Bw1ewJNcb3cEDV7ASBhgzPUMXsA7hA0J8wxewBzcSl3ODF7AJrKPINEMXsBkYPjKyQxewIzgPI7MDF7AX2WgOMUMXsCkj+T7xwxewKDcnlC5DF7ATfHfE7wMXsA4lyy9ngxewMUWZYChDF7ASBM7KG4MXsBI75hYYAxewFpJT65nDF7AStIZKGIMXsBPSnTTcAxewMd6PU1rDF7AzZjhonIMXsBu3VCKXAxewB69wjRVDF7AWi28rk8MXsDorqMDQQxewPXDsX07DF7AV56a0iwMXsCo34yVLwxewOnu+j8oDF7A+NnsAisMXsADwFWtIwxewLSUZuogDF7ABNHPlBkMXsBFNv4OFAxewHZ6j2QbDF7AhIunoRgMXsARBxlMEQxewEdBNokODF7AJROoMwcMXsCDdspwBAxewIhdrMX1C17AyqnWAvMLXsBIrR8C3QtewIQAjHzXC17AfD4b0t4LXsCBt4tM2QtewBH5AffRC17AqQPFrskLXsDXgkYE0QtewNAYz37LC17ARq9I1NILXsBqmboGxQtewLYNi7HTC17AqcXW7tALXsBWojhE2AtewNsDhIHVC17Asbfg1twLXsDIwisU2gtewM9Ng2nhC17AViAb5NsLXsD8wmo54wtewG+Kt3bgC17AVgQCzOcLXsCcT51G4gtewNNUWPHaC17Av1esLtgLXsBis2fZ0AtewP3ewBbOC17AzMMCbNULXsAbj3RhygtewK4MqbbRC17AtsYI9M4LXsCmCNeexwtewOk2oxnCC17AsH1Db7MLXsBosbKssAtewBH6Klh9C17AtNOvlXoLXsDati/rawtewKl4vChpC17Abox702ELXsDKdg0RXwtewEPhzLtXC17AKfRj+VQLXsBbtSOkTQtewBSVXh9IC17AXtvhdDkLXsDgsTqpKwtewCnRz/4cC17A9OiHPBoLXsAOm1HnEgtewELbDiUQC17AeoSgegELXsDoZJKv8wpewHgGvQT7Cl7ApHqLQvgKXsB8BNTsBgtewCFinyoEC17Ackq9fwsLXsAyUYi9CAtewEIRoRIQC17A4FoIzAcLXsCmcxYhDwtewIZdOlYBC17AJVA4qwgLXsCl68hkAAtewEY3vLkHC17AeSeZ9wQLXsAXS4dMDAtewEjmQsgGC17AgCIpHQ4LXsAdXczWBQtewBlf7oH+Cl7AEAPXv/sKXsDyW/lq9ApewM4n56jxCl7AnNcJVOoKXsBYy/yR5wpewBbSHz3gCl7AuXESudoKXsDZjjhk0wpewLc6OKLQCl7A3V2ko7oKXsBrsK7htwpewNvQieV1Cl7AKkevI3MKXsDxVb7OawpewI76FUtmCl7AISAo9l4KXsBnTlo0XApewEDLbN9UCl7AUyGkHVIKXsB49bbISgpewFhz8wZICl7ADmIXXTkKXsC1lKLZMwpewORutoQsCl7AnbT0fSEKXsA03NXSKApewN7wfU8jCl7ARDFXpCoKXsBjZwMhJQpewKrA1HUsCl7AIRA/byEKXsBpAwPEKApewKocwUAjCl7A/yh9lSoKXsBEEt3TJwpewB/3kygvCl7A5q4gIiQKXsCmx3TNHApewPH8MscRCl7Aq+bTGxkKXsA3060PAwpewKPOBRLtCV7AqR2UUOoJXsB2tgT84glewKsKLnndCV7AUeKBe8cJXsAvZiK6xAlewPfVaLyuCV7A8hPAfbEJXsDzVCUpqglewGPW0GenCV7AEW82E6AJXsA1LojUoglewLif6H+bCV7AKwc6QZ4JXsALNO6XjwlewIJLotaMCV7Az4X7gYUJXsCqP5AEiwlewBx/MFt8CV7Apfh4HH8JXsAYGgpzcAlewJ8fx7FtCV7ACITXXlAJXsCD76GdTQlewGWyXvJUCV7A/cUoMVIJXsCTlZXaYAlewJ/1JVhbCV7A1ULTrGIJXsCmna0lUglewHDNENFKCV7AoKfHTkUJXsBgzpGlNglewMZEXSMxCV7AzTvEzikJXsBXU2uHFglewAog8dsdCV7AZt3nWRgJXsDJw2WuHwlewDP+Ye0cCV7Avr3aQSQJXsAvoNaAIQlewOY4StUoCV7AYcNFFCYJXsBKNbRoLQlewNVnr6cqCV7A+LIY/DEJXsCRjRM7LwlewPOxd482CV7AojRyzjMJXsCHyC13QglewAA0JbY/CV7AjKN8CkcJXsAkt3NJRAlewIdbY0ZaCV7AwphUhVcJXsDueWfWdAlewL8hUBVyCV7AUBiMaXkJXsBhaHSodglewOyg31CFCV7AHNrEj4IJXsC49iA4kQlewBgZA3eOCV7AKc0qy5UJXsDblwwKkwlewG0lL16aCV7AdZgQnZcJXsCO/y3xnglewO4aDzCcCV7Ak1snhKMJXsBwSusBnglewKOl+1WlCV7AIXnelKIJXsDwrenoqQlewA0NsWakCV7AhVy0uqsJXsAh2384pglewFRFe4ytCV7As+Bhy6oJXsCcJFgfsglewIATJ52sCV7AP3IV8bMJXsC8otWtqwlewH9duQGzCV7A4VmVf60JXsChL3HTtAlewGdLUVGvCV7ANDwlpbYJXsDJL/9hrglewOl8yLW1CV7ApmussaoJXsByVmgFsglewCiWjf2bCV7APqHnqZQJXsCa5j6miQlewHCFoVKCCV7A0A/h0HwJXsAExUZ9dQlewGzjbLxyCV7AUvDSaGsJXsBsNP6naAlewK+WyABaCV7AML/7P1cJXsA9RixPFQlewMRo4A8YCV7A2xy9FAIJXsC9aWvVBAlewDITZYbnCF7AZMsKR+oIXsAGC9P3zAhewE4ucLjPCF7ADn6ZZMgIXsA7STYlywhewB82fH28CF7AKeoVPr8IXsBFhzLqtwhewCXjy6q6CF7Ap2r4AqwIXsBMr47DrghewMU5t8eYCF7ABKhHiJsIXsAGHTToYAhewAuouSdeCF7AVD+if08IXsCUry+/TAhewB8qFBc+CF7An3+pVjsIXsCN3YmuLAhewEwYJ+4pCF7AZWwWmiIIXsAkzbjZHwhewMR5qIUYCF7AgABQxRUIXsCtBUBxDghewGOy7LALCF7AJRDdXAQIXsDQ4o6cAQhewCyZf0j6B17A+rarB/IHXsCFRKKz6gdewMCCJjPlB17AOSgg390HXsCFoOge2wdewK+e4srTB17A1TywCtEHXsCzk6q2yQdewDyCUjbEB17AIfFP4rwHXsB6QSoiugdewCMJKM6yB17ASn8HDrAHXsC7nwW6qAdewKw76vmlB17A7bTopZ4HXsCkdtLlmwdewLpI0ZGUB17ANjDA0ZEHXsAmW799igdewGFos72HB17ANeyyaYAHXsAsH6ypfQdewDpyqQFvB17AQIqqQWwHXsCFWajtZAdewEOXri1iB17AYYGohVMHXsAtpLbFUAdewJ9zrB1CB17AfHvCXT8HXsBgcalhKQdewLcdyqEmB17Ao+uy+RcHXsAUfds5FQdewL30Ue3hBl7AniiQLd8GXsDDrvOIugZewHIGQsm3Bl7AzpJH0IsGXsAdzqgQiQZewGdwExRzBl7AsFB/VHAGXsAam9xXWgZewGwgU5hXBl7AZSjg70gGXsAgk14wRgZewHnZZt8oBl7ACqnyHyYGXsBXjt/OCAZewODCeA8GBl7ARFHmZvcFXsBMa4en9AVewILh8P7lBV7AEOGZP+MFXsAXw03r2wVewFjo+yvZBV7ASiSw19EFXsA9b2MYzwVewB8FGMTHBV7AwXXQBMUFXsCYZYWwvQVewOT7QvG6BV7AuEX4nLMFXsADq0dfqwVewH/OAgukBV7Aoo6ejJ4FXsD6y1w4lwVewIMEMXmUBV7A7ZvvJI0FXsDYvaSmhwVewC9vZlKABV7AmKcq1HoFXsDecu9/cwVewBCnn4NoBV7A8AttL2EFXsC9d154SAVewBs1QiRBBV7AZ9S0qjAFXsDHqqZWKQVewOoALlseBV7AzXAoBxcFXsCy+3+JEQVewKaFfTUKBV7AbCXktwQFXsB6yeRj/QRewAF+Wub3BF7AMDxekvAEXsBZBeMU6wRewK/d6cDjBF7A5ZkyAuEEXsCxzDmu2QRewOKth+/WBF7AKTuPm88EXsBRQeLczARewBkp6ojFBF7AM1RCysIEXsCGlkp2uwRewJDmp7e4BF7AboOwY7EEXsBl+BKlrgRewNrvG1GnBF7AuomDkqQEXsDH24w+nQRewI6a+X+aBF7AOkcDLJMEXsDlKnVtkARewDYyfxmJBF7AZahvnIMEXsAmynxIfARewMWw/wx0BF7AwawSuWwEXsCOFCY8ZwRewAorPOhfBF7ANzbMKV0EXsB2p+LVVQRewExsD1lQBF7AGPgoBUkEXsDIUwbKQARewOy5JXY5BF7AJeEgOzEEXsCiIUbnKQRewP0TX6whBF7A3C6KWBoEXsBbt0ahDARewBMsfU0FBF7AqWhGjwIEXsA5NA3jCQRewP6iva/2A17ACcxuA/4DXsD7s9gK8wNewMx5fF76A17ArskcJPIDXsAN7LV3+QNewDiZfPvzA17A1NcNT/sDXsBAmNjS9QNewCjzYSb9A17A0sYwqvcDXsAaPrL9/gNewEN/mj/8A17AeNIWkwMEXsB3A+kW/gNewCVzXWoFBF7AW7cz7v8DXsCUQ6BBBwRewAU9jIMEBF7AR6Xz1gsEXsDOQ98YCQRewB+IQWwQBF7A4nMa8AoEXsDk1HRDEgRewCAiYoUPBF7AQl+32BYEXsCcUaQaFARewORq9G0bBF7AYALhrxgEXsDT9ysDIARewI/VBocaBF7A4udJ2iEEXsAjLjgcHwRewLEcdm8mBF7AGwhksSMEXsDt0pwEKwRewIVjikYoBF7Angq+mS8EXsBnQKvbLARewM7D2S40BF7Ayp7GcDEEXsCF/u/DOARewLd+3AU2BF7AzboAWT0EXsA64OyaOgRewLesKEFJBF7ANbgRg0YEXsCjSCnWTQRewGb5ERhLBF7AQ2Yka1IEXsBNvAytTwRewJwFGgBXBF7A8gACQlQEXsC6JgqVWwRewGDH8dZYBF7Aqcn0KWAEXsCfD9xrXQRewNJo1RFsBF7AEJW5U2kEXsAC7K+mcARewJ29k+htBF7AIvGEO3UEXsAdaGh9cgRewDt4VNB5BF7Am5Q3EncEXsBWgR5lfgRewBxDAad7BF7AfAzj+YIEXsCsc8U7gARewLUZoo6HBF7AUiaE0IQEXsAMqVsjjARewBpbPWWJBF7AiroPuJAEXsALEvH5jQRewDpOvkyVBF7AgqyC0I8EXsCRBkgjlwRewFsNK2WUBF7ANkTrt5sEXsAWAbM7lgRewPJVa46dBF7AcCY3EpgEXsBZmedknwRewHF9t+iZBF7Aew5gO6EEXsAoBjS/mwRewF+11BGjBF7AncCslZ0EXsAXjkXopARewN+sIWyfBF7AqpiyvqYEXsC1f6EApARewJJILVOrBF7AJ9UblagEXsAee6LnrwRewD+tkCmtBF7AL0+RzrsEXsA+aHwQuQRewD5k9mLABF7AzwkOIcMEXsBE4HUY2QRewOYlmNbbBF7AHJKBe+oEXsCIRNj37wRewF/hTkr3BF7AKKK0xvwEXsDWVy4ZBAVewB8no5UJBV7AnvUf6BAFXsBNkXufHgVewFm0A/IlBV7AyjX5LC4FXsAyMId/NQVewFxPPPw6BV7AgGLNTkIFXsBvRy4NRQVewK20v19MBV7AubwlHk8FXsDS5kbDXQVewJfQtIFgBV7AdWjly30FXsBzhGwNewVewLea7wSRBV7AvN9wRo4FXsAl7YQj5gVewLap52TjBV7A1ZnuW/kFXsAQgEud9gVewCubfeYTBl7A7ezRJxEGXsDLuRV6GAZewPixabsVBl7APKHkXyQGXsCigTWhIQZewBGkbPMoBl7A6yq9NCYGXsCCKu+GLQZewNVXP8gqBl7At6yWbDkGXsBgwuOtNgZewF0ILFJFBl7AawZ2k0IGXsApQsiJWAZewJpqDMtVBl7AC5ZNE3MGXsD4KolUcAZewNFe/yHeBl7AizcUY9sGXsCFltjxFQdewCGs2bAYB17A4wlEpi4HXsCBvU9lMQdewEd/5QhAB17AKBP5x0IHXsDivIprUQdewAQxpipUB17APixufFsHXsDywo47XgdewPEWV41lB17APNB8TGgHXsD6fEWebwdewN5YcF1yB17AV145r3kHXsDYXGlufAdewAS7MsCDB17AI9xnf4YHXsD/kjHRjQdewMHWa5CQB17AROY14pcHXsCNSPsfoAdewP4ry3GnB17AoFSur68HXsD4C4QBtwdewB3xLIC8B17Ar74F0sMHXsCbs71QyQdewF+XmaLQB17AMpxgIdYHXsAhlj9z3QdewPVtqTLgB17AXsCIhOcHXsDsGmkD7QdewHKDS1X0B17ANgbCFPcHXsAox6Rm/gdewM9sICYBCF7ARDrkyQ8IXsB2wGeJEghewOzMSNsZCF7ACHbRmhwIXsAo4/WFSAhewHzIXMZFCF7AhW7Gu1sIXsCQgCf8WAhewAlec/FuCF7A8JzOMWwIXsAAjwUGxAhewG9SQkbBCF7As+0RO9cIXsCc3kh71AhewEyx+m/qCF7A0c8rsOcIXsD1OsFHDAlewIXOnQcPCV7Aoh4W/CQJXsAvT/27JwlewCmqvaRTCV7A2grG5FAJXsCPLZiHXwlewJ95ncdcCV7AojUAGWQJXsAoKgVZYQlewI/3vftvCV7AjNe/O20JXsA727ovgwlewMLptm+ACV7A2u3U+boJXsCLer05uAlewDHABnLrCV7AqIjesegJXsDPInRHDQpewB2hQIcKCl7AiGp1eiAKXsBcGDy6HQpewCwZU60zCl7ApfYT7TAKXsAe1xGPPwpewPigz848Cl7AKDzIH0QKXsAJr4VfQQpewAMoebBICl7A70M28EUKXsBxF/riWwpewFJjsSJZCl7AIac0ZnYKXsChZuOlcwpewFheNemQCl7ArJHbKI4KXsDKsnDKnApewPTSEwqaCl7Ar+SZq6gKXsC68TnrpQpewB70sIy0Cl7AH+5NzLEKXsA64bVtwApewDvIT629Cl7AAG39/cQKXsBb/ZY9wgpewDGAP47JCl7A6rnYzcYKXsDUGnwezgpewO79FF7LCl7A9TyzrtIKXsByyUvuzwpewJ3m5D7XCl7AgRx9ftQKXsDSFxHP2wpewCD3qA7ZCl7AoNA3X+AKXsC2R2ne2gpewDxD8C7iCl7ABNuJbt8KXsD3KIsP7gpewBCuIU/rCl7AggCcn/IKXsAULzLf7wpewNNfpy/3Cl7A4jc9b/QKXsDyRq2/+wpewILIQv/4Cl7A67WtTwALXsD/4EKP/QpewMWsqN8EC17AYIE9HwILXsAicPy/EAtewEMyjv8NC17ARVXnTxULXsD3wHiPEgtewGvCzN8ZC17AstddHxcLXsD4Mfm/JQtewOY0h/8iC17Av43OTyoLXsBNOlyPJwtewHhD3i82C17Awt1obzMLXsAcjqO/OgtewBHSLf83C17A/GBjTz8LXsCfTu2OPAtewCO8Hd9DC17AeFOnHkELXsAwhvu+TwtewGcLgv5MC17AotClTlQLXsCW/yuOUQtewH2jSt5YC17AMXzQHVYLXsDH/ultXQtewDyBb61aC17AUt6VTWkLXsDTThiNZgtewFgpJd1tC17ApUOnHGsLXsCzULS8eQtewCBZM/x2C17AulgxnIULXsBYT63bggtewIxBnHuRC17AaiYVu44LXsCaSwYLlgtewGDafkqTC17A/XxU6qELXsAZ+skpnwtewHuPkMmtC17A/PoCCasLXsAyg7qouQtewCrdKei2C17AeE3/N74LXsBxUW53uwtewLygPsfCC17AvU6tBsALXsAKfXhWxwtewBLV5pXEC17AZ+Ks5csLXsB75BolyQtewN/Q23TQC17AAn1JtM0LXsB6SAUE1QtewLCeckPSC17AQkkpk9kLXsCOSZbS1gtewEHTRyLeC17Apn20YdsLXsB95mCx4gtewP86zfDfC17AA4N0QOcLXsCjgeB/5AtewNiogs/rC17AnVHuDukLXsAKWIte8AtewE9jZN3qC17AsI35LPILXsA08GZs7wtewN359rv2C17AjAZk+/MLXsCD7+5K+wtewGGmW4r4C17ArW7h2f8LXsC7z00Z/QtewJu5TLgLDF7AqQm29wgMXsBFKy9HEAxewI8lmIYNDF7AkSYM1hQMXsAby3QVEgxewIur42QZDF7AWPpLpBYMXsA9urXzHQxewE+zHTMbDF7Aoozk0SkMXsDkdEkRJwxewFuOpmAuDF7A6yALoCsMXsDrGWPvMgxewNBWxy4wDF7AWi8afjcMXsCXFn69NAxewLTOyww8DF7ASmAvTDkMXsAA+HebQAxewEjVQBo7DF7AnpGBaUIMXsBP3eaoPwxewE55IvhGDF7Az8rudkEMXsCLiyLGSAxewPXMXoRADF7AkveH00cMXsCVUmFSQgxewBSigqFJDF7A+CtHnz4MXsCwKlvuRQxewNwWuSs4DF7ALQq9ej8MXsCH+cF4NAxewHycuMc7DF7AzgVnBS4MXsDZnU1UNQxewHv3w9EkDF7ALcqXICwMXsB88MyfJgxewMzomO4tDF7A4y3SbSgMXsDiS5a8LwxewL6v0zsqDF7AffOPijEMXsAXdtEJLAxewKXfhVgzDF7A0n0nmDAMXsDUx9bmNwxewPG9G2YyDF7A3C3DtDkMXsDPhWb0NgxewDvWCEM+DF7A6D9RwjgMXsBbtusQQAxewFAa4s83DF7AXfxxHj8MXsA/bcedOQxewH11T+xADF7AAQWpazsMXsB8Mym6QgxewKDhhjk9DF7AaTb/h0QMXsAlA2EHPwxewE9+0VVGDF7An2k31UAMXsA6C6AjSAxewD6xwuI/DF7ABb8gMUcMXsABsZOwQQxewF/l6f5IDF7ANRUgvkAMXsD3tWsMSAxewK1Br8s/DF7A707wGUcMXsA1ogsZPAxewOJhP2dDDF7A1tKkJjsMXsBI/810QgxewIfLQDQ6DF7A3GRfgkEMXsAullZBLgxewLMTS/MmDF7AqIsxMyQMXsDBXiblHAxewFb1ESUaDF7AO+L5iAsMXsCMUe3ICAxewGFr4HoBDF7ATfnYuv4LXsDbc70e8AtewILavV7tC17AlDeewt4LXsD6dqYC3AtewAzJlbTUC17AZOmyNM8LXsBnS6XmxwtewFIsuibFC17AJhDFdMwLXsATNGT1uwtewMBWXEPDC17AnxgVhLULXsCRNP3RvAtewDcnsdKxC17At/aLILkLXsBM1e6gswtewI/Mwe66C17A2Ntfr7ILXsDwQCj9uQtewMyn072xC17A2HqRC7kLXsA8QAqMswtewEo7wNm6C17AUB09WrULXsBtQOunvAtewLKNKui5C17A0JLTNcELXsDj5VO2uwtewCwT9QPDC17A+xg2RMALXsBVKNKRxwtewGDYEtLEC17A1MmpH8wLXsB54iygxgtewD38u+3NC17A2mT+LcsLXsDGYIh70gtewKdzyrvPC17Az8vRVt4LXsA5zxCX2wtewHwrjuTiC17ANNnMJOALXsC1F0Vy5wtewMBvg7LkC17AgpD2/+sLXsDjkjRA6QtewLC5QsMNDF7A0391AwsMXsAdoo3TNgxewMpyshM0DF7AURCW+0kMXsB8GLU7RwxewL0EeyNdDF7AiESUY1oMXsD9zwb+aAxewPkAHT5mDF7AMYmA2HQMXsBqq5MYcgxewPkfv2V5DF7A5OzRpXYMXsD5NhxAhQxewDr1K4CCDF7APjxnGpEMXsDi63NajgxewO0/i6eVDF7AVpqX55IMXsD80Kk0mgxewCvWtXSXDF7Ace/CwZ4MXsBpn84BnAxewFWb1k6jDF7A7rTvzp0MXsBI2u8bpQxewOlD/VuiDF7A+kv4qKkMXsBuYAXppgxewDxL+zWuDF7A1S0XtqgMXsA1QgUDsAxewIhCJYOqDF7AioAL0LEMXsCSni9QrAxewEgGDp2zDF7A/0E2Ha4MXsB60wxqtQxewHrvUiqtDF7AtPEed7QMXsD0ZXI3rAxewArZM4SzDF7AXqWURKsMXsBxiUuRsgxewCks45GnDF7AV8iM3q4MXsDZbw+fpgxewEd9ruutDF7A0BgMbKgMXsCNUKO4rwxewIh7OXmnDF7AuiTGxa4MXsD0pmmGpgxewLvB69KtDF7ANURfU6gMXsCFidmfrwxewJ+OkGCnDF7AuUUAra4MXsCpocRtpgxewKnKKbqtDF7AQ337eqUMXsBLGFbHrAxewPxAhMihDF7Ab5XRFKkMXsDUSSvXlQxewNstYyOdDF7A9ZVup4EMXsBM6FFbegxewKQXQ9x0DF7AzHcpkG0MXsAoXajQagxewIoSj4RjDF7AkUAiRlsMXsBtvA76UwxewHflhX1DDF7AlFGAMTwMXsDsrLo2JgxewFB6yOoeDF7AFtap7RMMXsB8IsChDAxewCMCaqvrC17AdJGeX+QLXsA1Yhik1gtewN8oWFjPC17AraUiXMQLXsA762oQvQtewBl3ZhSyC17Aizu3yKoLXsAPw8hKpQtewJKVHP+dC17A7Bg9gZgLXsCH+ZM1kQtewJp4w7eLC17AVWcdbIQLXsBVczutgQtewMy3lWF6C17A5N64oncLXsAeeRNXcAtewEu7O5htC17ATquWTGYLXsCOCMSNYwtewIwxePZUC17ATWKtN1ILXsBVmwbsSgtewCXnQC1IC17ADHaa4UALXsDj3NkiPgtewK7BM9c2C17AjkN4GDQLXsBtViqBJQtewMurdsIiC17Amg543wwLXsC5jyOeDwtewFTJvQYBC17A5ztmxQMLXsBeevEt9QpewFLeluz3Cl7AmCETVekKXsDgdrUT7ApewOa+InzdCl7AcQXCOuAKXsANXfLu2ApewCfPVTDWCl7A6XyG5M4KXsDg+VlnyQpewHW2jRvCCl7Am29ZqqYKXsAJAKZenwpewBpnCeiOCl7AMoOsM5YKXsD3xqBAgApewC5vE/V4Cl7Aenw2hl0KXsBy98E6VgpewB63HABOCl7AbPmttEYKXsCNKVE4QQpewMZ65ew5Cl7AwqOXcDQKXsDrAy8lLQpewGxJ1OokCl7A+3Bxnx0KXsAoT0YjGApewLWF5tcQCl7A9ozBrfIJXsDgaQP5+QlewJU3Fn30CV7AA0JQyPsJXsAhg1oK+QlewHlzj1UACl7AN1i0G/gJXsDevd5m/wlewFLO/er5CV7AsGEgNgEKXsAzrlj8+AlewBS3cEcACl7A0km2DfgJXsBZyMNY/wlewCehFh/3CV7Ab5UZav4JXsAktHkw9glewEwecnv9CV7AqLwIhPIJXsCu5PPO+QlewEizdZXxCV7AclFW4PgJXsBcZeWm8AlewMt5u/H3CV7AtVMhdvIJXsCOlu/A+QlewKtdIwP3CV7ABofsTf4JXsCWyVXS+AlewHchFx0ACl7AzXmEofoJXsBGAD7sAQpewJ2GdS7/CV7AsPMpeQYKXsB9I2G7AwpewDJ3EAYLCl7AeVBHSAgKXsDWivGSDwpewJoNKNUMCl7ApS7NHxQKXsDpWgNiEQpewKdio6wYCl7AcDjZ7hUKXsDmJnQ5HQpewDSmqXsaCl7AbXs/xiEKXsBFpHQIHwpewEBgBVMmCl7ApjI6lSMKXsBt1cXfKgpewGBR+iEoCl7A+tqAbC8KXsCCALWuLApewPBwNvkzCl7AinCgfS4KXsAUEBrINQpewCfqTwozCl7AsJU2n0EKXsCkYWnhPgpewKtt1itGCl7AQuMIbkMKXsA+1nC4SgpewHz1ovpHCl7Acc8FRU8KXsCSwmvJSQpewOHLxhNRCl7AyJ/6VU4KXsAgkFCgVQpewLUNhOJSCl7AH+XULFoKXsBlDAhvVwpewOXKU7leCl7AJs67PVkKXsAvvP+HYApewCyYNMpdCl7AXW1zFGUKXsAP2t6YXwpewOLeFeNmCl7AmW9MJWQKXsClW35vawpewNAx7fNlCl7Am00XPm0KXsDCOYrCZwpewFyFrAxvCl7Ae4cjkWkKXsD1Aj7bcApewAUbuV9rCl7AcMbLqXIKXsAwHY5wagpewDlBlrpxCl7ARNxlgWkKXsAHeWPLcApewCa6jtRlCl7Abxh/Hm0KXsDaYNPuWQpewKwF9qRSCl7AtWchbEoKXsBb0UkiQwpewLnxeW41Cl7AvY6tJC4KXsAXuiZxIApewHOKZScZCl7AdeN4rBMKXsBzwbpiDApewBTaCG0BCl7AMTRTI/oJXsAo6Hdw7AlewJZ1zSblCV7Aj2olrN8JXsCxBX5i2AlewL/vmyrQCV7A00/64MgJXsD2oL4uuwlewFk0KOWzCV7A2HePrasJXsAy0P5jpAlewAXQHfWTCV7AzBKbq4wJXsDWgi76fglewNf4trB3CV7A02mTQmcJXsAiyin5XwlewJtgNn9aCV7A0M7PNVMJXsCZVOu7TQlewLnQh3JGCV7AtUWy+EAJXsDIz1GvOQlewLRRbfI2CV7AqTINqS8JXsDjyy3sLAlewL8DzqIlCV7ARLTz5SIJXsAgQM4JDQlewCt2/kwKCV7A5LSDlN4IXsDVM0NR4QhewLkuV77SCF7AWJ8Te9UIXsBVqxjoxghewJAN0qTJCF7AXH9xWI8IXsCW182bjAhewPphowh+CF7A+ogHTHsIXsB7dXECdAhewOSz2kVxCF7Am9ussmIIXsDJ6B32XwhewAokhqxYCF7Amkj871UIXsBG22SmTghewDYX4OlLCF7AfouvVj0IXsAzljKaOghewNp3mVAzCF7A6JkhlDAIXsBRrO0AIghewCadfUQfCF7A3Z5FsRAIXsB6Xt30DQhewKNPoWH/B17ADN5ApfwHXsDFvgAS7gdewPsbqFXrB17AGDQHDOQHXsCcqLNP4QdewG8ocLzSB17AxGskANAHXsCC04G2yAdewCEuO/rFB17Aoe2YsL4HXsCIX1f0uwdewNB2taq0B17A+f947rEHXsAPb9ekqgdewGdvOHCiB17AYqWcJpsHXsBqKRvykgdewE4mhaiLB17A3/qKT3AHXsAhww0GaQdewPij/Y1jB17Aq3uDRFwHXsBmSYLMVgdewI0wC4NPB17AFN4Qx0wHXsBCHZp9RQdewLPhpMFCB17A63gueDsHXsBCVD68OAdewItDyHIxB17AxjXdti4HXsAlZe8jIAdewMAlDGgdB17A3mWUHhYHXsBXPbZiEwdewIwOxc8EB17AZ7TuEwIHXsCHRXXK+gZewDkCpA74Bl7A0mux6NoGXsADZu0s2AZewD9O65nJBl7Auj51IsQGXsAjE/bYvAZewJcEhi6vBl7AWZr3d7YGXsBuQbXNqAZewGDiFhewBl7ATDqbKKUGXsAtnu9xrAZewBygIz+kBl7AjH5tiKsGXsCTQUERpgZewBpSg1qtBl7AcyJb46cGXsAhZZUsrwZewHEkAnGsBl7At1A3urMGXsCrt6P+sAZewI/N00e4Bl7AKtw/jLUGXsA0fJMexAZewCZ7/GLBBl7AVgUgrMgGXsD5q4jwxQZewNgfpznNBl7Ahxt6wscGXsDWwZALzwZewOQW+0/MBl7A9aYMmdMGXsC7o3bd0AZewJMdgybYBl7AF8LsatUGXsC9JfSz3AZewAByXfjZBl7AeL9fQeEGXsB/s8iF3gZewCrDwBftBl7Ay6cmXOoGXsAFahyl8QZewHb2genuBl7AlaJyMvYGXsDY1td28wZewONsw7/6Bl7A+UgoBPgGXsAA6vKVBgdewNi2VNoDB17A28EzIwsHXsCSNpVnCAdewKXBRvkWB17ANCelPRQHXsBvyEfPIgdewOUeoxMgB17AWNY2pS4HXsDGHY/pKwdewBu0UjIzB17AgaOqdjAHXsDxI2m/NwdewFO7wAM1B17AgjExlUMHXsD6uYXZQAdewJtG52pPB17AOMA4r0wHXsA+QeP3UwdewOliNDxRB17AcNp8zV8HXsBY7coRXQdewHp7BKNrB17Aq39P52gHXsB2JHp4dwdewAEawrx0B17AOSdRBXwHXsDtxJhJeQdewA9VqtqHB17AM+TuHoUHXsAqi/GvkwdewM0LM/SQB17ALxquPJgHXsARQ++AlQdewLHV2BGkB17AJvAWVqEHXsBsdIWeqAdewCk3w+KlB17A4KUsK60HXsDoEGpvqgdewBdqzrexB17Aan0L/K4HXsAXwWpEtgdewLt8p4izB17A6qoB0boHXsDB0XxZtQdewOozz6G8B17AHJ8N5rkHXsDZ61ouwQdewGb/mHK+B17AvDbhusUHXsBnDV9DwAdewN54n4vHB17A/zvfz8QHXsAgkhoYzAdewPzHm6DGB17AWlLP6M0HXsCmllRxyAdewE5VgLnPB17AB6gJQsoHXsAKmy2K0QdewLIv8iPBB17ArH0DbMgHXsCMg9nkpAdewNkwxSysB17A3WF3x5sHXsAra1APowdewLUsw2WVB17Ai0iMrZwHXsC9TLpIjAdewD7FcJCTB17AvvqzoogHXsBsPF3qjwdewKV/u/yEB17AsYpXRIwHXsCQ+S4ShAdewCuEwFmLB17AnTkB44UHXsDn+YoqjQdewIq8z7OHB17AkrJR+44HXsBdgpqEiQdewDWuFMyQB17AJothVYsHXsDd7NOckgdewO7WJCaNB17AlW6PbZQHXsDDZeT2jgdewGgzRz6WB17AcYbygpMHXsADQFDKmgdewPeUqFOVB17ApIT+mpwHXsCt5loklwdewIYMqWueB17A/RRYsJsHXsDbJqH3ogdewLPmAIGdB17A2C5CyKQHXsC9+6VRnwdewDp635imB17AITiS3aMHXsC/osYkqwdewHrNLa6lB17AiW5a9awHXsBd2w46qgdewJ5oNoGxB17AM/GgCqwHXsABtcBRswdewMfQdpawB17A1oCR3bcHXsALRUcitQdewGHhXGm8B17ACU4SrrkHXsCt1iL1wAdewMvr1zm+B17Aqnfsx8wHXsCsf54MygdewOyColPRB17AcTNUmM4HXsCitE8m3QdewCBY/mraB17A//Xq+OgHXsCKjJY95gdewFSXXxL8B17AgmsFV/kHXsC/hs/kBwhewBxOcikFCF7ArZi0iykIXsAjM0zQJghewDkrCnlSCF7AvtCCNFUIXsBl8gnCYwhewKJgin1mCF7AOHQNC3UIXsAqq5XGdwhewI+wFFSGCF7ANbCkD4kIXsB1JZEqpghewDxYLuaoCF7AWO0D1dsIXsC9/aVd1ghewI7mR6TdCF7AZgt+C8UIXsBNOAVSzAhewDqN0NrGCF7A5vFPIc4IXsBmVR+qyAhewOfxlvDPCF7AL6rXvccIXsCeyUQEzwhewBLp9Z6+CF7Aw2xQ5cUIXsCE08CyvQhewIpubmy2CF7AZ6zwsLMIXsBXnp5qrAhewENrG4+WCF7ASNJX1Z0IXsANR4lemAhewH3mvaSfCF7AJWnzLZoIXsAQQSB0oQhewJPRWf2bCF7ACuJ+Q6MIXsBMghyIoAhewCGAPM6nCF7AqHUbnJ8IXsBm9zDipghewGOxdmuhCF7A3muEsagIXsCkM846owhewOwm1ICqCF7A5XPMTqIIXsBh68eUqQhewDFmzWKhCF7A/2G+qKgIXsDyyR0yowhewMv+BniqCF7AYnRqAaUIXsBU4ktHrAhewItls9CmCF7AqQyNFq4IXsBi8rHkpQhewDMegSqtCF7A5Xf1s6cIXsAL3bz5rghewE4E9cemCF7AW+6xDa4IXsCHV3FSqwhewIIvKZiyCF7AvbGpIa0IXsA6w1lntAhewErcGqyxCF7AxdvF8bgIXsD/nYY2tghewGkb0MHECF7AbtKNBsIIXsBkUCxMyQhewJyw6ZDGCF7AoxyD1s0IXsATJkAbywhewL98ZqbZCF7AF3sg69YIXsDc8jd25QhewC3m7rriCF7ApaZyFgcJXsBEch5bBAlewOyJWbYoCV7ALy76+iUJXsCBpsiFNAlewBZAZsoxCV7AtdklVUAJXsA9VV3eOglewHEttCNCCV7AhcNQaD8JXsAOiqKtRglewJZhfns+CV7AYa7FwEUJXsDYs66OPQlewAeH69NECV7AstuN5jkJXsBmgb0rQQlewN24oQwuCV7AfhW8UTUJXsCdbTnuJAlewH01QTMsCV7AC+xjRiEJXsAsh16LKAlewHpDnJ4dCV7ACrKJ4yQJXsBVtwiyHAlewEit6/YjCV7AhN53xRsJXsD5W1AKIwlewB2SCZQdCV7A5kra2CQJXsAQvrcdIglewPFlg2IpCV7Aefw/7CMJXsDpZcV1MglewJ/VobovCV7AA2MYRD4JXsCjyPGIOwlewGp+DCVnCV7AtwvYaWQJXsAhHvXAiAlewA+HtQWGCV7AP/2JXKoJXsAkQj+hpwlewG4XSyq2CV7AxFL9brMJXsBCTPr3wQlewBV+qTy/CV7Al7shgcYJXsBPl9DFwwlewN+TtE7SCV7ALGZgk88JXsAbhzUc3glewApQ3mDbCV7AWaFCpeIJXsBBFOvp3wlewAtVSi7nCV7A7HHycuQJXsA4oky36wlewDGNnkDmCV7AyvnwhO0JXsDkx5rJ6glewA8k6A3yCV7AenE9l+wJXsAPCoPb8wlewOhl3GTuCV7A9ToaqfUJXsA2pXcy8AlewMu2rXb3CV7AikRdu/QJXsDXRY7/+wlewKF9PUT5CV7AqW5piAAKXsB9j8kR+wlewDW97VUCCl7AQqaemv8JXsDFw73eBgpewOVWbiMECl7AO2SIZwsKXsDFO+vwBQpewO6F/TQNCl7AWsqveQoKXsBmBL29EQpewO3ybgIPCl7A4xx3RhYKXsBDq9zPEApewDAS3RMYCl7A+65GnRIKXsDxUj/hGQpewAH69CUXCl7A/I3oaR4KXsByjVXzGApewJBeQTcgCl7AamyywBoKXsC8epYEIgpewPSWC44cCl7AiuLn0SMKXsBTSaMWIQpewBGFelooCl7A7M6yKCAKXsA9lX9sJwpewF0KP7EkCl7A6MAG9SsKXsB+XId+JgpewIpQR8ItCl7AbvrLSygKXsAMLISPLwpewKpZR9QsCl7An3v6FzQKXsA4iIKhLgpewNfnLeU1Cl7A1MbyKTMKXsDaFpltOgpewDKGJPc0Cl7A/xPDOjwKXsBcpIl/OQpewKEiI8NACl7AwPSxTDsKXsDlsEOQQgpewKjyC9U/Cl7AU5+YGEcKXsBei2BdRApewJco6KBLCl7AF7J5KkYKXsBXjfltTQpewM4qw7JKCl7Aq/Y99lEKXsBxPgc7TwpewPL6fH5WCl7ACe1Fw1MKXsCI6iRKYgpewHjU6o5fCl7AfRVU0mYKXsDJqRkXZApewG6w351yCl7AqTyi4m8KXsAed7GshQpewPBIbvGCCl7Atihgu5gKXsBEQBcAlgpewMDiLQ2zCl7A2o3cUbAKXsA3NPah1ApewNfAmebRCl7AL9pqNvYKXsCrSAN78wpewBRNXEQJC17AAALviAYLXsAd2l6hQAtewElb3uU9C17A4fvJNGILXsD6Xz55XwtewDVLIP9tC17AVqiRQ2sLXsCVYHyGcgtewLto7cpvC17Af162UH4LXsDHXySVewtewPJ93hqKC17AaXhJX4cLXsDn1sYnnQtewMoYLGyaC17AxNzW/MULXsDhUC5BwwtewODIEEzgC17AEdNfkN0LXsDKdES6UQxewFuEIHZUDF7A4RrAPWoMXsASnKb5bAxewHQ8tX57DF7AwH2jOn4MXsCz8yl9hQxewLfwEvWKDF7AcWycN5IMXsAlQZSvlwxewJ7CIPKeDF7AQuoirqEMXsD4v6/wqAxewFD2tqyrDF7APiBE77IMXsBMZVCrtQxewHDj3e28DF7AODfvqb8MXsCHCX3sxgxewAxsk6jJDF7Ag5Ih69AMXsDJAz2n0wxewGJ+y+naDF7AaP7rpd0MXsAsCRmw+gxewHvD7fP3DF7A+bXweAYNXsDhasK8Aw1ewLmmPf8KDV7AogcPQwgNXsCWBPnHFg1ewC1gxwsUDV7AG4WikCINXsBu223UHw1ewJUw1RYnDV7A+zKgWiQNXsCEeQKdKw1ewP8nzeAoDV7A718qIzANXsCCuvRmLQ1ewOqvous7DV7AYQVqLzkNXsDewrpxQA1ewHjEgbU9DV7AcnPN90QNXsAxIZQ7Qg1ewNAEH8BQDV7Aka3iA04NXsCcuV6IXA1ewG9dH8xZDV7A8ZGMUGgNXsDjMEqUZQ1ewHRdJN+JDV7Ad+TWIocNXsBDfmhtqw1ewDlswymuDV7AGH7yrbwNXsBYK1Vqvw1ewIYpgO7NDV7AEZbqqtANXsBuaSFx5g1ewCpGli3pDV7ANAfJNQYOXsDyBEvyCA5ewGF8VDQQDl7AeYjb8BIOXsBB0PG2KA5ewGhMg3MrDl7A7rSL9zkOXsBG8CS0PA5ewC9EKThLDl7AtT7K9E0OXsASEce6Yw5ewIp7cndmDl7Am+pp+3QOXsA5FB24dw5ewN226wGcDl7AoBkrRZkOXsAoBekKrw5ewG20scexDl7AsjN/S8AOXsD0bSLFxQ5ewFACCwfNDl7ApKqZPdUOXsA284d/3A5ewGr5M7bkDl7ALPYn+OsOXsCnMAFy8Q5ewOcw+LP4Dl7AEETgLf4OXsDJR9pvBQ9ewNCO1CwID17AVOXObg8PXsDnOs4rEg9ewP8ct/EnD17AZuLArioPXsDGBKsyOQ9ewFqJvO87D17ALJWic0oPXsDJHRaJcw9ewDPwLct6D17AZHDzAoMPXsCs9hBFig9ewBg5WgKND17A3xF4RJQPXsCqEhe/mQ9ewJXuNwGhD17A/KyNvqMPXsBY264Aqw9ewKmoCb6tD17AcCkrALUPXsCwBYu9tw9ewL9NzEHGD17AlOkz/8gPXsDCGXGD1w9ewC514EDaD17AXY0ZxegPXsBZqJCC6w9ewIxXrMTyD17AfoEogvUPXsAHJl4GBBBewIsP4sMGEF7AvJsTSBUQXsDORJ8FGBBewIq4zIkmEF7AJyFgRykQXsBJfInLNxBewHKkJIk6EF7A7gVw014QXsAj/xqRYRBewEpbUHbrEF7A1kpyuOgQXsASMroWZBFewFnNsFhhEV7AWtN478YRXsCELUwxxBFewBcHYrTSEV7APmAy9s8RXsD4Xjl53hFewCu3BrvbEV7AhviD/OIRXsApULm65RFewAPrKn/7EV7A6bBqPf4RXsC61uN+BRJewEKrKD0IEl7AAzoZwBYSXsD3zGV+GRJewOQ/UgEoEl7AQpGmvyoSXsAw7BsBMhJewDVMdb80El7AA/jqADwSXsCyZkm/PhJewFhjvwBGEl7AtOAiv0gSXsAtLpkAUBJewDm6Ab9SEl7Af1h4AFoSXsA/8+W+XBJewE3iXABkEl7AwovPvmYSXsCTy0YAbhJewMGDvr5wEl7AThQ2AHgSXsA327K+ehJewHq8KgCCEl7A1cYwfYcSXsCDqKu+jhJewPvrNH2REl7AUR6wvpgSXsCUcD59mxJewI7zub6iEl7AnlRNfaUSXsA1KMm+rBJewBOYYX2vEl7AQrzdvrYSXsD0Ont9uRJewFTFcQDIEl7AjAIXv8oSXsCwaJEA0hJewMG0O7/UEl7AJbukg+oSXsBkdVlC7RJewHGV+8oYE17An8zCiRsTXsBApR8SRxNewAlZ+dBJE17A2IlYElETXsB1TDfRUxNewHnNlhJbE17A65560V0TXsAecNoSZRNewGtQw9FnE17AxnEjE28TXsDwYBHScRNewG/ScRN5E17AedBk0nsTXsAUksUTgxNewACfvdKFE17AtLAeFI0TXsCGzBvTjxNewKIw3FWeE17A2ArhFKETXsA2XUBWqBNewFVGShWrE17ACQ9i2cATXsD8ZXaYwxNewJbhgFzZE17AT6afG9wTXsAeeuwg+RNewO5bGOD7E17AbJNV6jUUXsAINxQrMxRewGtqhq1BFF7AGg9C7j4UXsBpgdOxVBRewAV4ifJRFF7AbzLZdGAUXsBGKoy1XRRewOPIrfZkFF7AKXFgN2IUXsDjAa/6dxRewFj8Wzt1FF7AqwmigJkUXsCregJAnBRewIENDIGjFF7Al2zZ/6gUXsDj/eVAsBRewAHsUgCzFF7ApatDv6sUXsDSSB8+sRRewFTnM3+4FF7Av0An+tMUXsCFVlQ72xRewOR3NPnoFF7Ae5lsOvAUXsAChJX4/RRewHax2DkFFV7A5ZfieA0VXsDeciu6FBVewH/Z4HkXFV7AoQMqux4VXsByeeR6IRVewLjyLbwoFV7AvHfteysVXsC2sMM/QRVewDejjf9DFV7A6ZbQRWgVXsDlOPmFZRVewN5vlkl7FV7AzWS5iXgVXsCtfYLPnBVewLlnmg+aFV7Am2I918wVXsAQQTiXzxVewD7OVhneFV7ApGpZ2eAVXsDRz2ca6BVewEp7b9rqFV7AIC9+G/IVXsB5BJqb9xVewM21q9z+FV7AEp8K3QkWXsCaqyQeERZewMC/Z54WFl7AuMmE3x0WXsApk6yfIBZewKvryeAnFl7AVMT2oCoWXsBHmEhkQBZewOHdfyRDFl7A8OavplEWXsCuQ3PmThZewGhT9TrnFl7AAbyCeuQWXsCdlCmBHhdewDqgsUEhF17A4+1Iwy8XXsAEt9iDMhdewG97o8Q5F17AnlM4hTwXXsDlZQPGQxdewCZNnYZGF17AQq1ox00XXsAvskwJVhdewAG9HUpdF17As2WBDWsXXsAoeF1OchdewLYfSVF9F17AU4stkoQXXsClTH/UjBdewO1iaRWUF17AJ7421pYXXsAZIiEXnhdewKiM89egF17APD7eGKgXXsAjuLXZqhdewPgFFF/WF17AZHUsntMXXsBf5Vbi9xdewN7dS6P6F17ASSfrJAkYXsBr3eflCxhewAqftiYTGF7A4Yq8qBgYXsAwSI7pHxhewO59l6oiGF7AkYhp6ykYXsCozXesLBhewIEcGi47GF7AQx8w7z0YXsCORs5wTBhewPoG7DFPGF7Aw3RP9GQYXsAYoXe1ZxhewK+2CDd2GF7Ao6A4+HgYXsA7jsV5hxhewMw1/TqKGF7AHMnCe5EYXsARgP88lBhewHJgxX2bGF7AyiYHP54YXsA2VM1/pRhewPQpFEGoGF7AZKTaga8YXsCPd8XFtxhewGubkQa/GF7Af1Lnx8EYXsDf0n1J0BhewKBH2wrTGF7ALjkzzegYXsDJGZuO6xhewBOq5VABGV7AefZXEgQZXsDzdtiTEhlewPSAUlUVGV7APdjO1iMZXsDcn1CYJhlewNLNyBk1GV7ACVNS2zcZXsD/hQ0cPxlewLcanN1BGV7AV5pXHkkZXsCSPuvfSxlewNcKpyBTGV7Amb4/4lUZXsB81/siXRlewNZF3GdlGV7AdQeeqGwZXsBSnUVqbxlewCNYx+t9GV7Aqqt2rYAZXsDnuR7xpBlewDkAYi+iGV7ALSHBcsYZXsC2QIs0yRlewNYx2bXXGV7A3Q6rd9oZXsDsIlG44RlewLpdATznGV7A/GuqfO4ZXsDNyYg+8RlewE4kMn/4GV7Ao5HjxAAaXsA3lJIFCBpewKzUf8cKGl7AciMvCBIaXsBuJRaMFxpewEtuyMweGl7A1y/CjiEaXsDZxHTPKBpewBmWc5ErGl7AjPbWEjoaXsBphd3UPBpewAVoktdZGl7AOBCmmVwaXsAeAlDaYxpewBKsORhhGl7AGC0h2nYaXsBwLwUYdBpewM6m9FqYGl7AVwkeHZsaXsCWClcfuBpewPCFjeG6Gl7AKH8YIsIaXsAmClTkxBpewCFP3yTMGl7AZOZiqdEaXsDLJPHp2BpewGOfg27eGl7AMNcUr+UaXsA9NbYz6xpewIc13LT5Gl7AAdM1d/waXsBxplf4ChtewFUBuboNG17Anmj2vkcbXsC/oH/8RBtewCdrWv5hG17APunbwGQbXsCiXMBBcxtewO+XSQR2G17Apd0phYQbXsAj1rpHhxtewLFmAQmdG17A2cmcy58bXsC4jQcMpxtewJQAqM6pG17AFQfij78bXsCK5IxSwhtewOF+uRPYG17A5MZu1tobXsAVnTBX6RtewEf6dZTmG17AcewoFfUbXsA5UWtS8htewCHKfxQlHF7AjCJQ1yccXsACqVbYRBxewM4YNJtHHF7As3Fy204cXsAj8VSeURxewNiUk95YHF7A7iN7oVscXsBsErrhYhxewCmxpqRlHF7Aburl5GwcXsDZmNenbxxewN0cF+h2HF7AifsGbnwcXsB7d0mugxxewMWnR3GGHF7Aam6KsY0cXsBuro10kBxewL6/0LSXHF7Afg/Zd5ocXsB2axy4oRxewPPKKXukHF7AkrWu+7IcXsAB0sO+tRxewNS8u7/SHF7Azeub/M8cXsBRNwR93hxewKpu4bnbHF7AjdU6OuocXsBaFRV35xxewMyHO7fuHF7AJn0V9OscXsAj4FV0+hxewATeLLH3HF7Alc5G8f4cXsANgh0u/BxewF7hRK4KHV7AdJ0Y6wcdXsA8DCYrDx1ewPJ9+WcMHV7Az9kH6BodXsA8VNgkGB1ewNvL16QmHV7AC0+l4SMdXsB64pVhMh1ewH1uYJ4vHV7AjWEvXkUdXsCZSfSaQh1ewKRPwhpRHV7AqECEV04dXsDHXx8XZB1ewA+t21NhHV7AaE5ZE3cdXsAR+A9QdB1ewMfHp8+CHV7ApnpbDIAdXsCCZuSLjh1ewKIilciLHV7AsyoPSJodXsAk8LyElx1ewLUS2kOtHV7A7TSCgKodXsBVsNn/uB1ewAPcfjy2HV7AN1kkfL0dXsD0Osm4uh1ewP6oafjBHV7Az0AONb8dXsCzn6l0xh1ewJztTbHDHV7AYT3k8ModXsBiQYgtyB1ewJjbNOzdHV7AxjzTKNsdXsCigGBm/x1ewFDm86L8HV7AgSnjIQseXsAPmXNeCB5ewFr65J0PHl7ALSB12gweXsA1YktZGx5ewPyR2JUYHl7ATcVdkzUeXsCKpuLPMh5ewIfCLoiCHl7AhEfHS4UeXsBxFkfKkx5ewGZW542WHl7A51UmzZ0eXsC1pMuQoB5ewJftCtCnHl7AREu1k6oeXsCSQ6WQxx5ewGC0XFTKHl7AhqX/EeAeXsBRfcHV4h5ewHcHhNL/Hl7AMPJSlgIfXsDWz9NTGB9ewGQhrRcbH17A+4gg1TAfXsBRQQSZMx9ewGCaShdCH17Agw0220QfXsCsMnhZUx9ewJlgax1WH17A07XE2msfXsBsSsKebh9ewGZB9xx9H17AwJD84H8fXsBjUy1fjh9ewHxdOiORH17AL5554KYfXsDWDpGkqR9ewGLXwmG/H17Aia7kJcIfXsAER/+j0B9ewNjYKGjTH17ALepOo/cfXsDjOYhn+h9ewDlZi6YBIF7Ayl1P4v4fXsCbTDneGyBewJsF9RkZIF7AYUZ8k0QgXsAik9BXRyBewP76exRdIF7Ata3a2F8gXsAyr5tWbiBewEYcAhtxIF7AnriZ14YgXsCSiwqciSBewHGNcMznIF7AvAXdB+UgXsD9DmRBCSFewP2RxXwGIV7AiFVidyMhXsDSjruyICFewP0LkG42IV7A+6bjqTMhXsDRo5plSSFewKig6KBGIV7AyAH8HVUhXsC4C0dZUiFewGF4RlNvIV7ARjmJjmwhXsB/tedJgiFewJ3YJIV/IV7Aezn9AY4hXsD2aTc9iyFewAvnALqZIV7A8SQ49ZYhXsBKvvJxpSFewKwJJ62iIV7AOhZ+66khXsAWGrImpyFewFLqoOG8IV7A1VDPHLohXsBroaDXzyFewLZqyRLNIV7Ae105OysiXsB3QDMALiJewLgxVT41Il7A9CJUAzgiXsCUobO9TSJewHX2vIJQIl7ABvUOPWYiXsB8rSICaSJewIm6Un53Il7A5StuQ3oiXsA4VKz9jyJewBQp0sKSIl7AR/z0PqEiXsAAiiIEpCJewLEIM0KrIl7Ar6RlB64iXsBEanZFtSJewIgUrgq4Il7A/yC/SL8iXsCP2fsNwiJewN0sDUzJIl7AvPNOEcwiXsDfjWBP0yJewA9jpxTWIl7Aj9rVzusiXsArEyeU7iJewMoNUsoSI17AqIDzBBAjXsANou6AHiNewM4jjbsbI17ACGF5NyojXsC88RRyJyNewDTQBLAuI17ATxqg6isjXsD/VnNmOiNewCewC6E3I17AZw7v3j4jXsBklyFUOSNewCI9/ZFAI17A/GyXzD0jXsCaBG4KRSNewAI7pH8/I17AORpzvUYjXsAci60yQSNewPyxdHBII17AVF2z5UIjXsDuy3IjSiNewDG6WtNBI17AWMYPEUkjXsD1rVuGQyNewP0BCcRKI17AI+Gv/kcjXsBJJ1g8TyNewEC8p7FJI17AY0pI71AjXsC1GZxkSyNewOHvNKJSI17A4cLf3E8jXsBHi3MaVyNewM4XHlVUI17AcdKsklsjXsA1wgMIViNewArFikVdI17ARyg3gFojXsBpHbm9YSNewDU6ZfheI17Ah6Vcc20jXsDc0QWuaiNewBJIe+txI17AAC4kJm8jXsCZlpRjdiNewCI2PZ5zI17AR0EDBLwjXsASRXXJviNewEAxVjnqI17Ay5Pa/uwjXsBoDvbzCSRewNd7h7kMJF7AQjYMNBskXsD6WqX5HSRewLer1CtCJF7AYDYuZj8kXsALC2GjRiRewMxPut1DJF7AaXoTWFIkXsCgiMLMTCRewPU05glUJF7AGqg+RFEkXsAGR12BWCRewFJ0tbtVJF7A2wXP+FwkXsBT7SYzWiRewIJxO3BhJF7AJROTql4kXsD+iaLnZSRewNLl+SFjJF7AXU8EX2okXsBjZVuZZyRewKTBYNZuJF7A4JG3EGwkXsAczLWKeiRewBGtCcV3JF7A3Rvte40kXsAkZDu2iiRewAcTFzCZJF7ALWxiapYkXsCRBEqnnSRewAoYleGaJF7ASKN3HqIkXsAZccJYnyRewDfvn5WmJF7AYXfqz6MkXsBj6MIMqyRewOsqDUeoJF7A2Y7gg68kXsDAiyq+rCRewJ7i+PqzJF7A6JlCNbEkXsDcydKuvyRewECSGem8JF7Aw+CaYsskXsBPut6cyCRewKoFuo/lJF7A+p31yeIkXsCAQ+5kMiVewNTvzyo1JV7A539mZzwlXsB/KoKhOSVewBvNohpIJV7Ao3SM4EolXsD3bqe2oSVewKHbnfCeJV7AftjmpbQlXsBfrtffsSVewHC8oVjAJV7AeqSPkr0lXsCWbvyD2iVewD4X4r3XJV7AiJvScu0lXsDErbKs6iVewE1p++jxJV7AszbbIu8lXsCa5R5f9iVewCpu/pjzJV7AdhA91folXsDU+/1I9SVewNfoNIX8JV7AqUsWv/klXsAgLEj7ACZewLux8qj4JV7AYDQa5f8lXsCbQtKS9yVewI9n787+JV7AZE2mtvMlXsAubLby+iVewHK2kKDyJV7Ay3eW3PklXsAZSn6K8SVewB+uecb4JV7ANDFwOvMlXsCD4GN2+iVewBsPYLD3JV7AO7JO7P4lXsC0CV54BCZewJ0Vajz9JV7ABfesGgsmXsCjVKneAyZewFO5WEkXJl7AjfduhR4mXsAkFty2NCZewC81BfM7Jl7A9pQgJVImXsABlVxhWSZewGSmAO5eJl7AqpM/KmYmXsA5lk99biZewFcZlLl1Jl7ANLZaRnsmXsB8JqKCgiZewDKldw+IJl7AoQLCS48mXsAS14vynyZewELE4y6nJl7AmvFwgq8mXsCMdM6+tiZewHcieRK/Jl7AJzvcTsYmXsBw5nEVySZewHtD1VHQJl7Ax/tvGNMmXsAnndNU2iZewDCMFeLfJl7Ahxp8HucmXsBMUSPl6SZewOgjiiHxJl7AABDlrvYmXsCIz07r/SZewM03WTwfJ17A0o/P/xcnXsDFBUBUICdewPun0ZAnJ17ApaFf5S8nXsCC2fYhNydewG1J2Og5J17AZsVvJUEnXsC7QlbsQydewMkC7ihLJ17ABX3HtlAnXsDhKWLzVydewOxXOWRrJ17AYz3koHInXsDboP71eidewNsbrzKCJ17AOf3RwIcnXsDPZzY6lidewFnBUAGZJ17A7WZdt64nXsCiH4J+sSdewEYzgTTHJ17AF0uw+8knXsCcW/502CdewMspNTzbJ17AUUPbeOInXsApHxdA5SdewGV8vXzsJ17Ab7RBC/InXsAN/upH+SdewBETwfMJKF7A2Ot3MBEoXsCGFy2/FihewJ7c5vsdKF7ANO6qiiMoXsCZn2fHKihewDOXOlYwKF7A2jT6kjcoXsAf8WlaOihewE7SKZdBKF7Ae5yeXkQoXsCkgBzYUihewGwBmZ9VKF7AWwRX3FwoXsAPk9ijXyhewHDZluBmKF7AEXYdqGkoXsBhJJgheChewJ93Jul6KF7Ahd/iJYIoXsC3QHbthChewPbrMiqMKF7Aly9muZEoXsDRxiX2mChewBrxZ4WeKF7ASXQqwqUoXsAgytGJqChewJSQlMavKF7AcvRAjrIoXsAl/gPLuShewA9wtZK8KF7A/rx4z8MoXsBbIuheyShewCBbrpvQKF7AlxDh2eYoXsAUKboW7ihewFKyPG72KF7AQl8bq/0oXsBEf4eSCylewAUScc8SKV7ANRY9JxspXsBhPSxkIilewFXjGvQnKV7ANfYMMS8pXsBvhArBNClewPiC//07KV7AmfkLjkEpXsDH4wPLSClewHJgEJNLKV7Aio0I0FIpXsCzGBqYVSlewK2IEtVcKV7AViIpnV8pXsAv1SHaZilewFt9PaJpKV7AC3M233ApXsC+KVencylewOU0RyGCKV7Ay6Jv6YQpXsA4uGYmjClewKg0lO6OKV7A1YyLK5YpXsDWF77zmClewL6ytTCgKV7ATkzt+KIpXsDuKeU1qilewBHSIf6sKV7AYvIZO7QpXsAcqVsDtylewBUMVEC+KV7AatGaCMEpXsAHd5NFyClewOuELdbNKV7AxRUpE9UpXsBhnIQ04ClewLNpiHHnKV7AIfPnOeopXsD/Aux28SlewCebUD/0KV7Aiu1UfPspXsBqlL5E/ilewMkVtrIpKl7AZ3s86iYqXsB+NPzdQypewPxwgKZGKl7A5WcH12oqXsD5VJufbSpewMTkPVaDKl7AZDHcHoYqXsDv57pbjSpewDtDXiSQKl7AXs4Znp4qXsDB4MRmoSpewIwjfOCvKl7ABO0uqbIqXsBXnQnmuSpewIF1wa68Kl7A42ec68MqXsDCTlm0xipewCqDNPHNKl7Awnj2udAqXsAu79H21ypewIDzmL/aKl7A56t0/OEqXsD4vkDF5CpewFW5HALsKl7AJtvtyu4qXsBzF8oH9ipewHRAMSsBK17At7cVaAgrXsDQyFCcLCtewGfESV8lK17A8PZNui0rXsCKkjx9JitewDholQ5TK17A0xRX0UsrXsDX8WaIXCtewL44tcVjK17ABo5lIWwrXsDUZ7lecytewOpJQPF4K17A+g2XLoArXsAl3SzBhStewMPS3TuUK17ADKYxBZcrXsDOUN5/pStewEncOUmoK17AEDziw7YrXsC6f0WNuStewGSU6QfIK17AOpBU0corXsB9qKUO0itewBr4acfiK17AfewIitsrXsAI7wId4StewBYrmt/ZK17A9DobPOIrXsD4Faj+2itewMzMNlvjK17Aq0a5HdwrXsC7yMmw4StewASKRHPaK17AuVdZBuArXsBfYMzI2CtewL555VveK17ArslQHtcrXsC9Lm6x3CtewOnF0XPVK17ApGphPdgrXsC/8b//0CtewJsf4ZLWK17A1e03Vc8rXsD1dske0itewNaLaqPDK17AqCr5bMYrXsBHcUMvvytewJnO0fjBK17AI9RZfbMrXsATR+VGtitewPgFIwmvK17AXDeu0rErXsAG5uaUqitewNnVcV6tK17AQnSlIKYrXsCEIjDqqCtewKawXqyhK17AVB3pdaQrXsApmxI4nStewLNYKcuiK17AOx1LjZsrXsBTJmYgoStewIAxgOKZK17AgXjICKUrXsAyeNXKnStewKDKbOG2K17Aerx3H74rXsBAdCXpwCtewHdzOWXPK17A8+TuLtIrXsAFmP6q4CtewDPDu3TjK17AV/LIbAAsXsA/KZM2AyxewBilkLIRLF7ApZVifBQsXsDexFv4IixewA1vNcIlLF7AhlEqPjQsXsBStQsINyxewOtK/INFLF7AUmjlTUgsXsCMWrRFZSxewF6Dqg9oLF7ApK4KwZosXsDP5wH3lyxewGAjC2rDLF7Aq8/0n8AsXsBi2VRQ8yxewATKfRr2LF7AhWHLjCEtXsDTrQZXJC1ewAyEuJQrLV7A3OD4Xi4tXsC/96qcNS1ewBdl8GY4LV7AM6xS4kYtXsCn0p+sSS1ewArL/SdYLV7Al6pS8lotXsBfkH/flC1ewLwPW3SaLV7AQin7saEtXsDUmeVGpy1ewDSciISuLV7AGhkET7EtXsDWW6eMuC1ewE7pJ1e7LV7AVIds0sktXsDYzfSczC1ewCscNRjbLV7AtRvF4t0tXsALT2Qg5S1ewDBf+ernLV7Aw9KYKO8tXsCobW6I9y1ewEhyE8b+LV7AH3S3kAEuXsDtuFzOCC5ewHDLBZkLLl7AYlCr1hIuXsCUc1mhFS5ewKk4/94cLl7AjWyyqR8uXsC+cVjnJi5ewFe2ELIpLl7AnPu27zAuXsDvUHS6My5ewEPWGvg6Ll7ATjzdwj0uXsCuAYQARS5ewHh4S8tHLl7A2H3yCE8uXsBkBb/TUS5ewL0nC09gLl7AaGjfGWMuXsBWhYRXai5ewMfWXSJtLl7AojMDYHQuXsDbleEqdy5ewCmWaSGULl7AJQJV7JYuXsAV4I9npS5ewCYFgzKoLl7AqpG5rbYuXsDNb7R4uS5ewHIrfDHPLl7A5GqB/NEuXsARg6p34C5ewIl7t0LjLl7A31qBdgcvXsDxBJ5BCi9ewKljuDcnL17A+RbiAiovXsCai2S7Py9ewO+fmIZCL17APUgXxEkvXsBbbVCPTC9ewA3USwpbL17AD7KM1V0vXsAKxoNQbC9ewOtczBtvL17ADR6/ln0vXsDLbQ9igC9ewPPb/dyOL17A8VWwc5QvXsDlPymxmy9ewDGt6kehL17AY35mhagvXsBSes1Qqy9ewLGKSY6yL17AgZe1WbUvXsBaYJhP0i9ewBB2ERvVL17AFrX5leMvXsCmg3ph5i9ewMCt7Z7tL17ANY1zavAvXsBU9uan9y9ewLHmcXP6L17AgBWcph4wXsCC3QPbGzBewChby1UqMF7AYzwwiicwXsBZxugENjBewN7ASjkzMF7ANVf0s0EwXsAPa1PoPjBewPHwoSVGMF7A+sUAWkMwXsBZ6tURWTBewKEMf91bMF7A81u/D4AwXsDoLXjbgjBewDJoI5OYMF7AR5rmXpswXsBHWjQLzjBewOyKDNfQMF7A0js1FNgwXsCTY1pI1TBewMIDfoXcMF7AlYNbUd8wXsAzh9xF/DBewGcOxxH/MF7Afx0sBhwxXsDxqyPSHjFewCsdXok0MV7ASAtgVTcxXsCjmaYAajFewAaFvcxsMV7AHY2/g4IxXsDt1+BPhTFewE0i1QabMV7AfcwA050xXsDyufoPpTFewNF0K9ynMV7AP6AlGa8xXsDPa1vlsTFewC/VVSK5MV7AdLGQ7rsxXsDBWIsrwzFewLxFy/fFMV7A8CrGNM0xXsCmKAsB0DFewLpLBj7XMV7ALlpQCtoxXsAeu0tH4TFewFDamhPkMV7AFnmWUOsxXsAMqeoc7jFewJ6F5ln1MV7AXMY/JvgxXsC34Dtj/zFewD4ymi8CMl7AXYqWbAkyXsCv7Pk4DDJewIyC9nUTMl7A2+EYdCEyXsCUBw83GjJewE7jgAMdMl7A4mSNQCQyXsA2kXdyLzJewGFGjK82Ml7AI6rpE00yXsBCur/WRTJewD6agjxOMl7AeEpO/0YyXsCVoL4xUjJewGFJffRKMl7A8ERewFsyXsDLiK/9YjJewBEiYMplMl7AeqOxB20yXsAdTmfUbzJewA0NuRF3Ml7AEslz3nkyXsAEWBVZiDJewNvM1yWLMl7A0AJ1oJkyXsB1MD9tnDJewOHTjKqjMl7A7RJcd6YyXsC/86m0rTJewDVEfoGwMl7AaWLMvrcyXsBLxKWLujJewNsf9MjBMl7AK5PSlcQyXsAQLCHTyzJewAGAmqDcMl7Asvo7Y9UyXsD9pwky9DJewEBfhW/7Ml7AzOygCQEzXsC/iB9HCDNewG2WMxQLM17AkG+yURIzXsBfayWGHTNewEj0m0gWM17AlxW8FRkzXsBVmZyaCjNewPHVuWcNM17AvtAjKgYzXsAjDoKRDjNewP8JIM8VM17AIPBGnBgzXsAnKeXZHzNewD4hEaciM17AaJev5CkzXsB7oeCxLDNewMFUf+8zM17AV/ftiTkzXsA/j4/HQDNewNIqDWJGM17AVqexn00zXsAiJogHVjNewMQuMkVdM17AxJHS32IzXsDzfn8dajNewNr31epsM17AASKDKHQzXsAKrd71djNewKAQN3GFM17AWVWaPogzXsC8jkV8jzNewNCzxYKrM17A+g2JwLIzXsCCyhkpuzNewJ2w4mbCM17AASWRz8ozXsAIl18N0jNewJn0j6jXM17A8Uph5t4zXsCYwf+z4TNewKNU0fHoM17AvdEaje4zXsANSe/K9TNewO/AR2b7M17AdxwfpAI0XsB3eHJ2EzRewItWV7QaNF7A15+pHSM0XsCxCZRbKjRewAKhMfcvNF7A/+4eNTc0XsDZgcvQPDRewPOzuw5ENF7AaapYeEw0XsAyaE62UzRewMzIHVJZNF7AomoWkGA0XsBPYwReYzRewNwZCSBcNF7AQPfFJWo0XsDYhs5jcTRewJL6zpt8NF7Afr3f2YM0XsBNjuinhjRewJGN+eWNNF7AWXEHtJA0XsDurBjylzRewLCjK8CaNF7AkRs9/qE0XsBzmm+apzRewDv2g9iuNF7AYX6jprE0XsAHQ8oiwDRewNWF8fDCNF7AqO4DL8o0XsDJBV/LzzRewGdSdAnXNF7AlGbepdw0XsDWWwwi6zRewF5WSvDtNF7AzhaFqgM1XsCac814BjVewJzZ3rYNNV7A+GvOIRY1XsAkXeVfHTVewA59lvwiNV7Aujx6vhs1XsB8xtOMHjVewGiu8solNV7Az6pOoTY1XsCyFHvfPTVewMl0dCplNV7Aut8i7F01XsDd7j6ScTVewO4Zo9B4NV7AMsvqbX41XsDL2VGshTVewKGEVxiONV7AdR7EVpU1XsCFjOfCnTVewJGxWQGlNV7ARxHYnqo1XsDFGU3dsTVewEF52nq3NV7AJ2VSub41XsCGxO5WxDVewM6TaZXLNV7AL/MUM9E1XsDPpZJx2DVewHyfbkDbNV7AsY3sfuI1XsBFm81N5TVewAjFS4zsNV7Ai+YxW+81XsDXS7CZ9jVewEmBm2j5NV7AFyIapwA2XsB8awp2AzZewNO3BfMRNl7A5Lz9wRQ2XsBhaHoAHDZewGqBd88eNl7AVGj0DSY2XsAgzyXoNjZewPQ3sCY+Nl7AqZbD9UA2XsAHPlyxVjZewDYAeoBZNl7AMKGD/Wc2XsAjH6nMajZewKv0LAtyNl7AM4WEqXc2XsCRiY8mhjZewNdDxPWINl7A+spINJA2XsC1HFuupjZewDVYwW+fNl7A9z6o3ac2XsCT+kkcrzZewDFY9bq0Nl7AmfaZ+bs2XsAxVlSYwTZewF7X+9bINl7A31Ffpss2XsATDgfl0jZewJKY2oPYNl7AejeFwt82XsB/R/WR4jZewGMhoNDpNl7A1EUVoOw2XsCuWsDe8zZewKhLNk38Nl7A0urmiwM3XsD/pXr6CzdewHbPMDkTN17A37B3dx43XsBSDDa2JTdewJB80IUoN17AZnkPRyE3XsCvG9EkMjdewEkNomM5N17AD3hNMzw3XsBwpB5yQzdewH0w77BON17A4o7I71U3XsA2aoW/WDdewFMDX/5fN17A8BqsbWg3XsBCPousbzdewKJpJUx1N17AX28Hi3w3XsDBnrAqgjdewOKGlWmJN17AZLpNCY83XsDghDVIljdewCjqFxiZN17ANe//VqA3XsDiUNH2pTdewD04vDWtN17AVZ6c1bI3XsD0Z4oUujdewJbSebS/N17Acn5q88Y3XsC67WiTzDdewFfyclTFN17AUMd19Mo3XsAND3i1wzdewLx1eoXGN17AWKh3Rr83XsCN1HkWwjdewCWiZ5izN17ABuxmaLY3XsCXtEXqpzdewBQcQrqqN17AezQre6M3XsBsYSdLpjdewJpkCwyfN17ATYmvbMY3XsBPtfCrzTdewJkAGG7vN17AZvS2Lug3XsC2hC/P7TdewLu6xo/mN17AjbFDMOw3XsC7KdPw5DdewBSHVJHqN17AWkHcUeM3XsBz7B0i5jdewOOQoOLeN17AjQHisuE3XsAikF9z2jdewFzGoEPdN17AED8ZBNY3XsDTOlrU2DdewKGdzZTRN17A7F4OZdQ3XsBk/FGmvjdewMAyjXbBN17AOo7xNro3XsAQiiwHvTdewI3Pi8e1N17A2pDGl7g3XsBWwCBYsTdewNdtGZm8N17AXo5mWbU3XsCvw8ZqwzdewLcsBCu8N17AZAnrDM03XsCdkr1M1DdewFrgGR3XN17AEaTsXN43XsCEOpzyAjhewLAdjzIKOF7Adk8hpBI4XsDmvRnkGThewBHIyVUiOF7AwMHHlSk4XsBhZ3l5OjhewNB6azkzOF7Apu8OCjY4XsBa7PvJLjhewOYmn5oxOF7Aj4RsGiM4XsBF3AzrJThewFm0pioQOF7AkYBB+xI4XsDRfr06/TdewGu/UgsAOF7AdBN2CuM3XsCgHwPb5TdewP/igFrXN17A+gsLK9o3XsARxXmqyzdewM0KAXvON17AkLlg+r83XsD9G+XKwjdewOOrfMmlN17AU9n4mag3XsBoujAZmjdewFsEqumcN17A79rSaI43XsBWQUk5kTdewFoNY7iCN17AKJDWiIU3XsDzJ11IfjdewFUmRumDN17AC/7EqHw3XsBTtii7ijdewPPSl3qDN17AmBOk9bg3XsDxNd60sTdewJ+oNVa3N17AOgpoFbA3XsAxwBTmsjdewCUKQqWrN17AeYXuda43XsCGObvwgjdewFq1HiCAN17AeDdsXWo3XsB/HdqMZzdewNDzBgtZN17Azpp8OlY3XsC5/eMyHDdewCYMWQMfN17APEJVgRA3XsBHbMdREzdewFk4vxAMN17AYCcx4Q43XsCFIRRfADdewBIsgy8DN17AH1pu7vs2XsCdKd2+/jZewM0/w333Nl7AN9QxTvo2XsCI0hIN8zZewNwrgd31Nl7ARRJdnO42XsCBMMts8TZewP3+oSvqNl7AHuIP/Ow2XsClmOG65TZewBhXv1vrNl7AGEyJGuQ2XsBoJ/nq5jZewO5ygGjYNl7AgWntONs2XsABwKr30zZewGx7F8jWNl7A27nPhs82XsAXOjxX0jZewG5g7xXLNl7AeqVb5s02XsC0swmlxjZewIy9dXXJNl7ApLMeNMI2XsBFgooExTZewDVgLsO9Nl7AgPUHZMM2XsCKEaQivDZewDHYEfO+Nl7AANyosbc2XsBsZxaCujZewPpSqECzNl7A0WGF4bg2XsBWiw+gsTZewL8Of3C0Nl7A8h8EL602XsAYaHP/rzZewPVg872oNl7AO+nTXq42XsDnH0wdpzZewAVgve2pNl7ASn4wrKI2XsB+9hRNqDZewHdSgAuhNl7AMzFprKY2XsDPysxqnzZewCg2QjuiNl7AQreg+Zo2XsDshY2aoDZewI5E5FiZNl7A26dbKZw2XsDtTa3nlDZewHwMnoiaNl7A++/nRpM2XsA5S2EXljZewBYWptWONl7A+jUfppE2XsC7K5wigzZewDlmEvOFNl7AGJFKsX42XsAtkMCBgTZewFai8z96Nl7AX5jh4H82XsC05wyfeDZewKTehG97Nl7ANRWrLXQ2XsC10CL+djZewHvuQ7xvNl7Ai267jHI2XsB9c9dKazZewBy4ThtuNl7ANqRl2WY2XsBerdypaTZewJmA7mdiNl7ArYreCGg2XsDSmujGYDZewLybYZdjNl7A85JmVVw2XsCHjFr2YTZewI7AV7RaNl7ANrnShF02XsA+1MpCVjZewGWRRRNZNl7AZ5M40VE2XsAJFbOhVDZewAD+oF9NNl7AGkQbMFA2XsAAFATuSDZewI4efr5LNl7AXtVhfEQ2XsBfpNtMRzZewBFCugpANl7AgdUz20I2XsARWg2ZOzZewJJ4AjpBNl7AlznU9zk2XsCoxE/IPDZewHlsHIY1Nl7A87uXVjg2XsCLSl8UMTZewGhe2uQzNl7AwNOcoiw2XsAU85RDMjZewLGkTwErNl7AmhPOcjM2XsDuVn4wLDZewC2sCqI0Nl7AGoGwXy02XsDbvErRNTZewEMj5o4uNl7AtEWOADc2XsB6PR++LzZewLXUQF81Nl7AVgjKHC42XsCxq4aONjZewHxwBUwvNl7AS9qbHDI2XsByhRXaKjZewMxQRHswNl7AnDe2OCk2XsC6aenZLjZewCGMU5cnNl7AByWLOC02XsD5gu31JTZewKyCKZcrNl7AFRyEVCQ2XsCegsT1KTZewG1XF7MiNl7ALTICJSs2XsCJl0riIzZewAdaQ1QsNl7A0U+BESU2XsBSjaT1NTZewJSYdjg9Nl7A5VIyCUA2XsDHmQRMRzZewDJuxRxKNl7ArfCXX1E2XsAy310wVDZewECdMHNbNl7A5KX7Q142XsDPKZ/JbDZewGn3cZpvNl7AOr1C3XY2XsD2pBqueTZewEWm6/CANl7AKKjIwYM2XsBXsmhHkjZewDB5TRiVNl7ABoIcW5w2XsAHYwYsnzZewBt8orGtNl7AESKUgrA2XsAM0ysIvzZewPA9JdnBNl7ACBrwG8k2XsAfn+7syzZewIO2uS/TNl7Ay1W9ANY2XsB1qIhD3TZewNmmEszzNl7AHv4xiew2XsChg2cr8jZewL0Vf+jqNl7AENWaue02XsDDTK125jZewN7QyEfpNl7Azxvhwdo2XsBj7crw1zZewMDz6OS6Nl7ApXb0tb02XsCkhu8vrzZewJFZ6V6sNl7Au63XlZY2XsD42dVmmTZewH+OuOCKNl7AUdSzsY02XsCjnW3odzZewPhRY7l6Nl7AJf8iM2w2XsDnzBUEbzZewCVR78BnNl7AXOPhkWo2XsD+TLZOYzZewKmjqB9mNl7Ap/J33F42XsBrmF5+ZDZewKEhJjtdNl7AuHAaDGA2XsA939zIWDZewL/y0JlbNl7AiUaOVlQ2XsB0HoInVzZewIFXOuRPNl7A0fMttVI2XsAYEuFxSzZewMxy1EJONl7ALgouvD82XsAGhB6NQjZewJ6FRjweNl7AshYsDSE2XsDu5liGEjZewPOQO1cVNl7AYqbLEw42XsB58pK1EzZewJ9BG3IMNl7AaKJzPS42XsAUedn5JjZewKOr2MopNl7A4rKXQxs2XsAu5JO2IzZewLy953IcNl7Atxj6tic2XsBr1EBzIDZewKyX/p08Nl7An4/S4UM2XsA0GRuESTZewG348cdQNl7AYfmqDFw2XsAHF4pQYzZewDJiPgl3Nl7AJ5NMxW82XsBm/r/bfTZewOpkvpd2Nl7AQn2yC382XsCEcKbHdzZewCN3qDuANl7AB/eR93g2XsDd1ESafjZewAuNJlZ3Nl7AK9Td+Hw2XsCSxLe0dTZewKpkFIZ4Nl7ACznpQXE2XsCPnUUTdDZewOBVFc9sNl7AYiExQ3U2XsDsZfb+bTZewMAzV9BwNl7AKFwXjGk2XsBi7nddbDZewKH6MhllNl7AO1GT6mc2XsBNQUmmYDZewIvnC0lmNl7AeQ+6BF82XsANH4GnZDZewMh+J2NdNl7AtvfyBWM2XsAsj5HBWzZewCkLzTVkNl7ATC5h8Vw2XsBBwjsJijZewOyzosSCNl7AFZfEZ4g2XsDwvyMjgTZewBQNSsaGNl7AD22hgX82XsA0JMwkhTZewD+7G+B9Nl7AatxKg4M2XsB1qpI+fDZewK41xuGBNl7ApzoGnXo2XsDzLz5AgDZewMlrdvt4Nl7AL8uynn42XsDTPeNZdzZewD5qgit6Nl7A7L+t5nI2XsA1Eu6JeDZewJaeEUVxNl7AAFtW6HY2XsACHnKjbzZewJZEu0Z1Nl7AKz7PAW42XsAuznTTcDZewKaqg45pNl7AHMTQMW82XsAM19fsZzZewH9gf75qNl7AQVaBeWM2XsAJpChLZjZewJp8JQZfNl7AlBF2qWQ2XsB1IGtkXTZewKZnFDZgNl7ARlkE8Vg2XsAQ4ViUXjZewOMIQU9XNl7AeknsIFo2XsCs7a+WSzZewANGWGhONl7AWMIzI0c2XsDx3tv0STZewAoshmo7Nl7ATGArPD42XsDykMaxLzZewMzcaIMyNl7ARx8wPis2XsBRL9IPLjZewFZUlMomNl7AjSg2nCk2XsDMxq0RGzZewH6yTOMdNl7ArysCnhY2XsCE26BvGTZewCs3USoSNl7AIKvv+xQ2XsB4tkNxBjZewMpB30IJNl7ASDAkuPo1XsDn0ryJ/TVewBz0WET2NV7AyFrxFfk1XsBYXojQ8TVewKIku3P3NV7As11KLvA1XsCJ8r9eDDZewAb6MRkFNl7A7KBJjg02XsCqMLFIBjZewMElHewLNl7Amep8pgQ2XsDhSe1JCjZewMJDRQQDNl7AQQ26pwg2XsAbPApiATZewG+dxTMENl7ANq4Q7vw1XsCW08u//zVewETGEXr4NV7Ar6/MS/s1XsA9hA0G9DVewK4xyNf2NV7Aby09TOg1XsDN8fQd6zVewPYYKdjjNV7AT6HgqeY1XsBGqg9k3zVewJf2xjXiNV7A/1oYqtM1XsBZkoNN2TVewJVAowfSNV7Av9hZ2dQ1XsCxaHSTzTVewMbEKmXQNV7AaDZAH8k1XsBnVvbwyzVewLSpBqvENV7AmY28fMc1XsCIwsc2wDVewFJqfQjDNV7ASCaHfLQ1XsCt5DlOtzVewK5rOAiwNV7A6u3q2bI1XsDmTdtNpDVewKfmih+nNV7Anb982Z81XsAtHCyrojVewCL46tiMNV7Avr2Uqo81XsBJlzXYeTVewNDF2al8NV7AoX6yY3U1XsDbcFY1eDVewBYLKu9wNV7AAsHNwHM1XsCgPJx6bDVewDq2P0xvNV7ADf/Pv2A1XsDQjnCRYzVewP5bMktcNV7AY6/SHF81XsDhXY/WVzVewOZ0L6haNV7ATCOcG0w1XsBeUDntTjVewPfelmBANV7APtbNA0Y1XsCTmHO9PjVewFX5rmBENV7AN+9MGj01XsB4uYy9QjVewNniInc7NV7AHc0MYUw1XsAdc5AaRTVewEjtvkthNV7AtBBWkmg1XsC+R7UHcTVewBADUk54NV7AYPsjIHs1XsAH88BmgjVewJIKmDiFNV7AhT41f4w1XsBMdRFRjzVewIflrpeWNV7AjjuQaZk1XsAL6C2woDVewFZdFIKjNV7ADUayyKo1XsC34ItssDVewGSzLLO3NV7AVXgNKcA1XsBknGTiuDVewFxWU1jBNV7Aef+fEbo1XsDzV5u1vzVewNMz4G64NV7As9zeQLs1XsAbmR76szVewCHkHZ65NV7AMNNVV7I1XsBUdVYptTVewNtEieKtNV7AZYKMhrM1XsB5hLc/rDVewN0fuhGvNV7AWALgyqc1XsCDYeKcqjVewIh1IQ+cNV7AhOog4Z41XsAJHDqalzVewL9UOWyaNV7AAT2FCXY1XsBhgXnbeDVewLeEf79bNV7AgoJrkV41XsC/sj91QTVewL1pI0dENV7AmXv5uDU1XsDuR9qKODVewBFfXm4bNV7AP+Q2QB41XsAcKIkjATVewO1lWfUDNV7AfNZ52OY0XsC2zEGq6TRewA9teNTTNF7A18k6ptY0XsA79aIXyDRewNxmYunKNF7Am0hkE7U0XsCSIB7ltzRewHBoFRtvNF7AgmF2SWw0XsCG4I+6XTRewE6KKYxgNF7AgXs0bkM0XsBf3MU/RjRewEVdLGkwNF7AsSO4OjM0XsBLj5WrJDRewNppHn0nNF7A8rHs7Rg0XsCSoHK/GzRewFiONILhM17ABBbEsN4zXsCJJPWRwTNewBPZkcC+M17ARkmv01gzXsCTAHQCVjNewKf1YQsjM17A03SK3CUzXsCmF7NMFzNewN6p2B0aM17AK6Lm1RIzXsCK9gunFTNewF7OFF8OM17A4uQ5MBEzXsA3nD3oCTNewNx0YrkMM17AqAthcQUzXsCHsqwTCzNewI55o8sDM17AxUfKnAYzXsA27rtU/zJewId+4iUCM17AWwTP3foyXsCKGh6AADNewHHQAjj5Ml7ATVYrCfwyXsCH6wrB9DJewMjsXWP6Ml7A+LE1G/MyXsAoGo29+DJewEEPXXXxMl7AHL6JRvQyXsBuklT+7DJewKvlr6DyMl7AyulyWOsyXsD/o9L68DJewNnXjbLpMl7ACvnxVO8yXsCPXKUM6DJewMXkDa/tMl7A5Xe5ZuYyXsAjZyYJ7DJewM8pysDkMl7AHYA7Y+oyXsBBctca4zJewKQvTb3oMl7AMlHhdOEyXsCxdVsX5zJewJbG587fMl7ANlJmceUyXsBj0uoo3jJewCvFbcvjMl7AkHTqgtwyXsCGznEl4jJewBGt5tzaMl7APG5yf+AyXsDbe9822TJewOtiu6rhMl7A4u8dYtoyXsDcYrcE4DJewMEeErzYMl7ACvmvXt4yXsDM4wIW1zJewGolpbjcMl7A+j7wb9UyXsAJ5+3j3TJewI9/LpvWMl7AaHPePdwyXsCSOhf11DJewCxuKWndMl7AGLRXINYyXsBvWhXD2zJewNnOO3rUMl7AYo5i7twyXsBWgX6l1TJewPb04nbYMl7AK8b5LdEyXsC6+13/0zJewIG0iyS+Ml7AF0zq9cAyXsAgLvdjsjJewJ3XUjW1Ml7ATJJQo6YyXsCeTal0qTJewOHgl+KaMl7A+q3ts50yXsDnJLnYhzJewKJTCaqKMl7A2DzwYIMyXsBRLUAyhjJewPxJAaB3Ml7ADUxOcXoyXsB7fygoczJewEFDdfl1Ml7ArVRKsG4yXsAj2paBcTJewBVHNO9iMl7ABt59wGUyXsCCOUZ3XjJewBeSj0hhMl7AfstS/1kyXsC35ZvQXDJewAT9WYdVMl7A3tiiWFgyXsAIzlsPUTJewH1rpOBTMl7AgT5Yl0wyXsCRnaBoTzJewGhOTx9IMl7ADm+X8EoyXsCy/UCnQzJewOvfiHhGMl7AV0wtLz8yXsCB8qtFTTJewNX3FI9UMl7AdYXEMVoyXsCLeTB7YTJewNgv7x1nMl7AqRJeZ24yXsDE8SsKdDJewEbDnVN7Ml7AQg4LJX4yXsATHn1uhTJewPZqZBGLMl7Aa2nZWpIyXsBo38/9lzJewHjMR0efMl7AgObTu6cyXsCAclEFrzJewGQfa6i0Ml7A8Znr8bsyXsAJzH7DvjJewL6E/wzGMl7ATqAysMsyXsCAR7b50jJewMGM+JzYMl7AaCJ/5t8yXsDKoCa44jJewIV0rQHqMl7AjhVa0+wyXsBVJ+Ec9DJewAYhR8D5Ml7ALSHRCQEzXsAYMsVQDDNewE2BV5oTM17AHlCwDxwzXsDQ7xXGFDNewETnyIdHM17ATa+T0U4zXsBfPYcZWjNewLNUWmNhM17Abk2PfW8zXsCLZG3HdjNewIKfsj1/M17AY1WWh4YzXsCzG9YrjDNewM+/vHWTM17AuP/iR5YzXsCA4cmRnTNewMZE9WOgM17ANmTcraczXsDa6gyAqjNewOxH9MmxM17A8PEpnLQzXsBltPYvwzNewEsyNALGM17ADor8ldQzXsDR20Fo1zNewMkS5EXtM17A2egzGPAzXsDfhO6r/jNewMEuRn4BNF7Apl/8ERA0XsBY3VvkEjRewK35NS4aNF7AyJqaAB00XsB59HRKJDRewAO53hwnNF7AClC5Zi40XsAEOCg5MTRewFkMA4M4NF7AyRd3VTs0XsBoKVKfQjRewE5Yy3FFNF7AMqemu0w0XsARv6VgUjRewI77g6pZNF7AEBAdImI0XsB96gBsaTRewGHdkD5sNF7A+fR0iHM0XsAkPBh4hDRewEACJC59NF7AqKgOpoU0XsA86g9cfjRewHjjXQGENF7A21BXt3w0XsB2tqlcgjRewJhPmxJ7NF7AoTehioM0XsDwS4hAfDRewBdx6OWBNF7A/rDHm3o0XsCgQixBgDRewAyuA/d4NF7AL6xsnH40XsAQQzxSdzRewDYQZMp/NF7A4iEpgHg0XsBD7F74gDRewJt4Ga55NF7AS4qZU380XsDbQUwJeDRewKqsloGANF7Asd4+N3k0XsAZUWSChDRewMBM/zd9NF7AhRnMCoA0XsCZzjNVhzRewIlIiqCSNF7A9Ez66pk0XsCFVQRHxDRewE/1a/y8NF7A73dvosI0XsA5Qs9XuzRewHQy1/3ANF7ALCcvs7k0XsAtHDSGvDRewCjshju1NF7A8M+S4bo0XsA9yt2WszRewAO55Gm2NF7AhI4qH680XsDSZTrFtDRewIpleHqtNF7AgKqMILM0XsBf1MLVqzRewAOH23uxNF7A+NoJMao0XsBQ+ybXrzRewEl5TYyoNF7AVwZdX6s0XsDRO+vohjRewHTH77uJNF7AM5gf23M0XsBihB6udjRewPK+LBhoNF7Aubwo62o0XsDweimgYzRewO9vI0ZpNF7A0Vcc+2E0XsAtuhqhZzRewKfLC1ZgNF7A2qoxSHE0XsDhwFCTeDRewBJYYmZ7NF7AUKuBsYI0XsDSZ5iEhTRewEP4t8+MNF7AGNrToo80XsC3p/PtljRewOOuFMGZNF7Ap7k0DKE0XsDShoOypjRewPV/pv2tNF7AJGVZl8Q0XsAudI/iyzRewGjZTNbcNF7A7JuQIeQ0XsCGhJib7DRewKLm4ebzNF7AbH+jjfk0XsDGz+/YADVewLmcwH8GNV7ATdsPyw01XsCJ3O9xEzVewEsJQr0aNV7Ac4isNyM1XsCwVASDKjVewP6NTB9BNV7AXHC3akg1XsBCHYPlUDVewBKf8zBYNV7ALbw32F01XsAPLKsjZTVewIV+/spqNV7Acdx0FnI1XsCr6yTXljVewJuLi4uPNV7AiHMb/qg1XsC9EM1JsDVewOwddJm7NV7AHgwu5cI1XsBjpSC5xTVewBLQ2gTNNV7A2o/S2M81XsD+9owk1zVewE7difjZNV7A4IBEROE1XsC7jUYY5DVewLhtAWTrNV7AHKEIOO41XsB8vcOD9TVewHMX0Ff4NV7A0FNE7wY2XsDMhVjDCTZewL+lEQ8RNl7AT/4q4xM2XsCOWuQuGzZewLXZAgMeNl7AlZVzmiw2XsDE7JluLzZewFhMUbo2Nl7AIsp8jjk2XsDuZTTaQDZewFYKZa5DNl7AUeIc+ko2XsBcrVLOTTZewIDBChpVNl7AL7NF7lc2XsB3A/45XzZewM4bPg5iNl7ATb+spXA2XsCwr/R5czZewN8Cq8V6Nl7A7hn4mX02XsApqa7lhDZewObmALqHNl7AKbK3BY82XsCZFg/akTZewEbMLL2nNl7AGbqOkao2XsCk9fAouTZewHm7Wv27Nl7Ac9oKScM2XsABx3kdxjZewNshKmnNNl7ACryN5tU2XsBXtUMy3TZewK2Exa/lNl7AcXcHZN42XsAzUz1f7zZewGCobBPoNl7ACeaMvO02XsDfYrRw5jZewBwU2RnsNl7Ai7j4zeQ2XsBm3SF36jZewFypOSvjNl7AxzrP/+U2XsCp3+Gz3jZewIIAD13kNl7A0cwZEd02XsBPYUu64jZewPpUTm7bNl7ANx7oQt42XsCz6uX21jZewCt7G6DcNl7A6W4RVNU2XsASTo+m4DZewNgFeFrZNl7Ab3oSreQ2XsAHiTT56zZewCvplaLxNl7AKuW67vg2XsCM93HD+zZewFUvlw8DN17AyxgSuQg3XsDtPToFEDdewAZixK4VN17AeHTv+hw3XsCaM1l5JTdewPLkicUsN17AxGxfmi83XsDRCSxOKDdewDL+j6EzN17Ax15PVSw3XsAp0SsqLzdewBkK5t0nN17Ahu2ghy03XsAeTVM7JjdewDSlEuUrN17AYyu9mCQ3XsDA1p1tJzdewDA1QyEgN17A26Qj9iI3XsCE28OpGzdewHwPpH4eN17AWh4/Mhc3XsCYFh8HGjdewKT9tLoSN17Auux2ZBg3XsAj+gQYETdewPnw5uwTN17Af9ZvoAw3XsCUkVF1DzdewDFP1SgIN17Ahc62/Qo3XsA0ZDWxAzdewMCnFoYGN17AexWQOf82XsBAHXEOAjdewP9i5cH6Nl7ADXGpawA3XsDh3BUf+TZewCjj+PP7Nl7A8iZgp/Q2XsBp8UJ89zZewB8NpS/wNl7AiqBs2fU2XsAw4saM7jZewCGrq2HxNl7Ap8QAFeo2XsACVcy+7zZewFqUGXLoNl7AW5npG+42XsB2/i7P5jZewDIAGKTpNl7AED1YV+I2XsDvAkEs5TZewO61tJLWNl7A1Y2aZ9k2XsDxA84a0jZewO6fs+/UNl7ATsUNVsY2XsA7c/AqyTZewHoiF97BNl7AsyY3Cb82XsBpDsTVoTZewIhR8QCfNl7AMj1JGok2XsBs4xPvizZewFnNPFV9Nl7AOYUEKoA2XsCzlhLdeDZewHMS2rF7Nl7AZW7pF202XsCy+63sbzZewCFGr59oNl7AQ5dzdGs2XsA3uW8nZDZewCvOM/xmNl7Amscqr182XsBdoO6DYjZewEVx4DZbNl7AjSBq4GA2XsCDFlSTWTZewAjtGWhcNl7AY7r+GlU2XsCvVMTvVzZewGv5o6JQNl7Ae1dpd1M2XsCR00MqTDZewGP1CP9ONl7AzkjesUc2XsBdLqOGSjZewBZZczlDNl7AYQI4DkY2XsBgBAPBPjZewGJxx5VBNl7Arq1Q+zI2XsDcKxLQNTZewCcqjDUnNl7AcblKCio2XsB2KGciFDZewDEWIPcWNl7AI5zMqQ82XsB2TYV+EjZewIyqLDELNl7Adh/lBQ42XsCpU4e4BjZewCaMP40JNl7AcJfcPwI2XsB+k5QUBTZewNt1LMf9NV7AdDXkmwA2XsDc7nZO+TVewGlr6Pf+NV7AGUlzqvc1XsALBi1/+jVewLa6sjHzNV7ALjtsBvY1XsAi3Gpr5zVewFNtIUDqNV7AkM8Qpds1XsBqccR53jVewOKUpN7PNV7AWEdVs9I1XsDg7IrKvDVewPv8NZ+/NV7A4z5AdkM1XsC5EcOhQDVewOmoxBwcNV7AhHFXSBk1XsAaprKsCjVewChLTdgHNV7Ac+d5igA1XsDGtRm2/TRewHPycBrvNF7AOp0YRuw0XsClPUP45DRewK0R8CPiNF7AyFZDiNM0XsBGB/iz0DRewP6rIGbJNF7AuYXakcY0XsCoZwNEvzRewJxqwm+8NF7AyonrIbU0XsD1ta9NsjRewN74/7GjNF7AfQHM3aA0XsAd0xdCkjRewDG4622PNF7AChhThHk0XsDhjDGwdjRewIyQbxRoNF7A5+FVQGU0XsC5dI+kVjRewJaifdBTNF7A/qTJ5j00XsC/YsISOzRewKQo7nYsNF7A9cLuoik0XsCVqANVIjRewBNsCYEfNF7AUY8eMxg0XsD2eylfFTRewNrcPhEONF7ApvJOPQs0XsAxkWTvAzRewB/QeRsBNF7AW6yPzfkzXsBqFKr59jNewFsuwKvvM17Ah7/f1+wzXsAzF/aJ5TNewHnRGrbiM17AzTBXzMwzXsANe4b4yTNewADStA60M17AU2194rYzXsDdnopGqDNewMxIUBqrM17Am31QzKMzXsCk6RWgpjNewEn1EFKfM17AZyPWJaIzXsCtcr+JkzNewEivgV2WM17A2cBbwYczXsDjCxuVijNewCOZx6p0M17A5D6BfnczXsCDjg+UYTNewNuOw2dkM17AKkpRRDEzXsAFNLBwLjNewMSuNdQfM17AxnWcAB0zXsDkgR1kDjNewBAmjJALM17AsMMI9PwyXsAKRX8g+jJewE1094PrMl7A1tJ1sOgyXsAY7jBi4TJewPd1tI7eMl7Az7Mo8s8yXsDfGLQezTJewLPoI4K+Ml7A+Cq3rrsyXsDrjCISrTJewGisvT6qMl7AmaAkopsyXsBQncfOmDJewOIjKjKKMl7A2f3UXocyXsBtUHM6VDJewIWKtQ1XMl7AFdHrcEgyXsBjGCtESzJewKbXv/VDMl7AC15AnEkyXsDRP81NQjJewBldmMdKMl7AMq0aeUMyXsBRzvPySzJewJ6Ma6REMl7AwbFSHk0yXsAk3r/PRTJewHgHtUlOMl7A06EX+0YyXsCGzxp1TzJewLnXciZIMl7A+AmEoFAyXsDpf9FRSTJewOK28MtRMl7AbZozfUoyXsBO1mD3UjJewFgnmahLMl7AT2jUIlQyXsC4JgLUTDJewEM123pSMl7AUBUBLEsyXsAVAFGmUzJewEtNbFdMMl7AgSJT/lEyXsA1kWavSjJewC4myylTMl7A1gHU2ksyXsCcnEZVVDJewBnlRAZNMl7A2YXFgFUyXsAOO7kxTjJewPfhR6xWMl7AxQMxXU8yXsC1K1yrWjJewGUFOFxTMl7AF7h/ql4yXsB6SU5bVzJewCHHFdZfMl7AssTZhlgyXsBmSa8BYTJewAezaLJZMl7AYZqoWV8yXsCpJFoKWDJewFh6nrFdMl7AOSVIYlYyXsA+/DjdXjJewOMS2I1XMl7AFud/YVoyXsD10hkSUzJewMZza7lYMl7ADID9aVEyXsBMj1MRVzJewOS73cFPMl7Aub+JlVIyXsBywQ5GSzJewIXBaO1QMl7AeOPlnUkyXsCz35NxTDJewKdXgdI9Ml7AI2AspkAyXsC4895nIzJewH6egTsmMl7Ax5alTBAyXsCemEIgEzJewOyF84AEMl7Av5ONVAcyXsDQPi+1+DFewJFYxoj7MV7AVsFY6ewxXsD05uy87zFewC21L23oMV7Au5vDQOsxXsDKPgHx4zFewEPmlMTmMV7AI17NdN8xXsCExmBI4jFewC4TlPjaMV7AdjwnzN0xXsDhXVV81jFewAxI6E/ZMV7ANT4RANIxXsBA6aPT1DFewCC0x4PNMV7AAwLvKtMxXsBY7ArbyzFewDCPn67OMV7ALU62XscxXsDbsUoyyjFewHhFXOLCMV7AnQSHicgxXsCIt5A5wTFewP0SJw3EMV7AeZorvbwxXsC0UfU3xTFewAlD7+e9MV7ArgHHYsYxXsDBXLYSvzFewPkinI3HMV7AqeeAPcAxXsCntXS4yDFewNPjTmjBMV7AJI2hKOYxXsC4DVbY3jFewNMJgh77MV7ATvwYzvMxXsCIhNN1+TFewEOVYiXyMV7AXowhzfcxXsBLu6h88DFewAQziVDzMV7A5MGKr+QxXsDTRGiD5zFewL+k4jLgMV7Aiui/BuMxXsA0HDW22zFewNggEoreMV7ANyiCOdcxXsCz7V4N2jFewMHIybzSMV7AEE+mkNUxXsDK/QtAzjFewOhE6BPRMV7AENOmcsIxXsAuJYBGxTFewGZtL6W2MV7AdMoFebkxXsCszKXXqjFewJ00eautMV7A+83CWqYxXsCh9pUuqTFewNdZHI2aMV7AR43sYJ0xXsAXVykQljFewDRL+eOYMV7ALQ9mQooxXsD8DTMWjTFewB4IY8WFMV7AkMcvmYgxXsAdlVpIgTFewCwVJxyEMV7AeOBvenUxXsAbazlOeDFewO3vcqxpMV7AFYU5gGwxXsCH308vZTFewDs1FgNoMV7A/WInsmAxXsA4ee2FYzFewLMEA+RUMV7AViXGt1cxXsAXaswVSTFewBOVjOlLMV7AYE+JmEQxXsDQOklsRzFewDXfNco4MV7A5dTynTsxXsD1vuJMNDFewBF1nyA3MV7A23hyfigxXsAiOSxSKzFewNZSDwEkMV7AfdPI1CYxXsB1NoIyGDFewC7BOAYbMV7AawoPtRMxXsB5VcWIFjFewL9xljcPMV7AIX1MCxIxXsBtbBi6CjFewB44zo0NMV7AavqUPAYxXsBmhkoQCTFewEc6y236MF7AKdB9Qf0wXsC2wTfw9TBewNkX6sP4MF7AU9yecvEwXsC08lBG9DBewMWqraPlMF7A7Mpcd+gwXsBfO6rU2TBewD9lVqjcMF7A+LT2VtUwXsACn6Iq2DBewI3BPdnQMF7Av2vprNMwXsAUYX9bzDBewG3LKi/PMF7AhJO73ccwXsD/vWaxyjBewNRY8l/DMF7Ab0OdM8YwXsD8sCPivjBewCJ9e4nEMF7Awgb6N70wXsBL6KYLwDBewJNEILq4MF7AlP57Yb4wXsDTdu0PtzBewEZPnOO5MF7AHJoIkrIwXsDvQWg5uDBewKGozOewMF7A/nd9u7MwXsA1sdxprDBewNZGQBGyMF7AzpuXv6owXsARYkqTrTBewHyJnEGmMF7A4wwE6aswXsD1T06XpDBewBoNA2unMF7AjyJIGaAwXsC4n/zsojBewIj4eUmUMF7A334rHZcwXsAzwmPLjzBewIUIFZ+SMF7A9bx4+4MwXsBbDCfPhjBewIFhfUo2MF7AMEsQHjkwXsCo5zvgBTBewJlGvrMIMF7ARyGWa+svXsBmGhA/7i9ewCj6z0jYL17AcEREHNsvXsAOZkXdpy9ewEIkqbCqL17AGpqbFYYvXsBTOvToiC9ewHc2tJaBL17AAJYMaoQvXsATZMcXfS9ewOaCH+t/L17A4SLVmHgvXsD8AC1sey9ewNly3Rl0L17APBA17XYvXsDxU+Caby9ewJawN25yL17AIcbdG2svXsCkdI7CcC9ewIGkLHBpL17AUv4/6nEvXsDskNOXai9ewArx9BFzL17AROZ9v2svXsCokeCSbi9ewP1TWuV1L17AvS3CuHgvXsDQMDwLgC9ewPA4qd6CL17AuXwjMYovXsA8s5UEjS9ewLc3EFeUL17AnpyHKpcvXsDEYQJ9ni9ewEj//SOkL17Am7x7dqsvXsBOyw/xsy9ewE84k0O7L17AO1my6sAvXsBXvjg9yC9ewEEqZ+TNL17AdYfwNtUvXsB0J44K2C9ewCvFF13fL17AuZO6MOIvXsDwcUSD6S9ewIHOQ/7xL17APlzTUPkvXsAXBzr4/i9ewMqMzEoGMF7AK4NC8gswXsDMANhEEzBewNNCXewYMF7AW7j1PiAwXsDZP1i6KDBewMtk9gwwMF7ACdJRXDswXsDjzqgJNDBewGAeP4U8MF7AOH2LMjUwXsDS7EvaOjBewCNlkIczMF7AkWQ7AzwwXsCqPnWwNDBewD1JLiw9MF7AAIVd2TUwXsA1HDWBOzBewDNxXC40MF7Ak3Y41jkwXsDA5FeDMjBewFBYOCs4MF7Alt9P2DAwXsDBFEGsMzBewNlsU1ksMF7A8803ATIwXsAMP0KuKjBewF8OK1YwMF7AZpgtAykwXsBy+yLXKzBewC5WIIQkMF7ACxMNLCowXsCahgLZIjBewLix84AoMF7ACz7hLSEwXsBw19bVJjBewHV8vIIfMF7AVDu3/icwXsALQZKrIDBewKvpovsrMF7A/JdwqCQwXsDrSYJQKjBewKoQSP0iMF7AvPRseSswXsDSGygmJDBewBufNvomMF7Af5bsph8wXsD1kwtPJTBewJOjufsdMF7AlQ/doyMwXsBfN4NQHDBewLJb+XQqMF7ANHOPISMwXsBWDLfCOTBewBa2NhZBMF7A37qevkYwXsC/oBlrPzBewP9n/LtKMF7AJPVpaEMwXsDdzCXlSzBewFu5iJFEMF7AuJ9SDk0wXsBv66q6RTBewGYxH+BTMF7ANH/UM1swXsCKpdmwYzBewEWklARrMF7Aflnz2G0wXsB4mK4sdTBewBd+EgF4MF7ASv3NVH8wXsBVEzcpgjBewLrS8nyJMF7A0dfRJY8wXsCwj5B5ljBewMF+Bk6ZMF7AnfaB9acwXsB1zv/JqjBewGWOvB2yMF7AtpY/8rQwXsC7lvxFvDBewIjPhBq/MF7Adtf8wc0wXsAG+YyW0DBewOMASOrXMF7A9lLdvtowXsBgalFm6TBewDWl7jrsMF7AurSnjvMwXsAVIEpj9jBewIVvA7f9MF7ApR9VYAMxXsA0ZxG0CjFewLsoEIUeMV7AkwHd2CUxXsCnCWaCKzFewI7aNdYyMV7A9haeVDsxXsAlmHOoQjFewIgYl6VTMV7AzXJ6+VoxXsAJKEqjYDFewEd6MPdnMV7AwZfwH3YxXsADrPzLbjFewDj67nV0MV7AJSXzIW0xXsDwSO32bzFewNJC7KJoMV7A9ibmd2sxXsDG798jZDFewD+U2fhmMV7A+krAUFgxXsBc97YlWzFewEDlo9FTMV7A7FGaplYxXsC0Umf+RzFewGe0UKhNMV7Ayg4uVEYxXsA/vCMpSTFewGvl+9RBMV7AwJjjU0oxXsClH7H/QjFewEjopn5LMV7Ax8xpKkQxXsA6w/4mZjFewLKHntJeMV7AmDvzUWcxXsAoXYj9XzFewIzAx6dlMV7AxPdUU14xXsCxzZj9YzFewIQaHqlcMV7AQQJBfl8xXsBxvz7VUDFewLSuXqpTMV7ACh/XVUwxXsCJzvYqTzFewBgNatZHMV7A0XyJq0oxXsCQifdWQzFewIC5FixGMV7AbJR/1z4xXsCRhJ6sQTFewKItAlg6MV7A9t0gLT0xXsAnVX/YNTFewKrFna04MV7A8gr3WDExXsCgOxUuNDFewPxOadksMV7A0D+Hri8xXsA6IdZZKDFewDLS8y4rMV7Ao4E92iMxXsC+8lqvJjFewC1wn1ofMV7AskvcBCUxXsAk3hiwHTFewKmIfi8mMV7ADnew2h4xXsCxwE8vKjFewORRdNoiMV7AB3KULj8xXsB+G4uDRjFewM4PGy5MMV7ALbIUg1MxXsDk/bMtWTFewCWZsIJgMV7AGK4GWGMxXsAYiQOtajFewECRvFdwMV7AD2W8rHcxXsCtNTOtiDFewDgLI1iBMV7Apq932IkxXsBL4FyDgjFewKrlRi6IMV7Aeiok2YAxXsA9KpqugzFewFo8cll8MV7AAjZgBIIxXsAvXDCvejFewILJIlqAMV7ArQPrBHkxXsD5xWYwhzFewDroHtt/MV7AEezKBo4xXsBVaCBclTFewM6w4NydMV7AXN87MqUxXsB4jXjdqjFewLdiMoi5MV7ADN2DM78xXsCsg+KIxjFewMywkV7JMV7A9Jbws9AxXsAs96SJ0zFewNgcBN/aMV7AK7C9tN0xXsBTFR0K5TFewCvWYIvtMV7AYe3F4PQxXsBTani5CDJewNxBAGQBMl7AmZ8yZxIyXsDzpKcRCzJewM7ZAZckMl7AQ+BbQR0yXsDgBUnDJTJewNEr9xgtMl7AiZh0dUkyXsBDgzvLUDJewDTzyyhtMl7AFaOrfnQyXsAV6R4rejJewK+RAYGBMl7AtT3JA4oyXsCTmLFZkTJewHSNSAaXMl7A/OAzXJ4yXsDmEzHfpjJewKQZIjWuMl7A7ilI6MQyXsDlgUw+zDJewEzcq8HUMl7Adua1F9wyXsCZszLu3jJewK/8PETmMl7AJf6+GukyXsBfk9HG9zJewMuCW536Ml7A485j8wEzXsCp8vLJBDNewJZ9+x8MM17Ap6gmzREzXsD4KzIjGTNewGiyDachM17Aruce/SgzXsDcNuCRUzNewPUgpjtMM17APV5/RF0zXsABczLuVTNewEGlVPdmM17AVuT0oF8zXsBzSkJYdjNewNXZt659M17AAP+lM4YzXsCbQCGKjTNewIc1JziTM17APoCm4YszXsAGlOPrnDNewCIIUJWVM17AlI25yKMzXsCs5BVynDNewCjQavekM17A6KYWTqwzXsAxIWH8sTNewF7wD1O5M17AAJfNr8QzXsDx3xNZvTNewH3ERjDAM17Ah/unJ5QzXsBx/8z+ljNewHpz/KePM17A2Tghf5IzXsBugZh6fDNewAWUt1F/M17Ayjv1o3AzXsCfVRF7czNewC9bfnFHM17AWJOMSEozXsDrY5lDNDNewNDooRo3M17A+jKQFSEzXsB3BJPsIzNewNxrhZUcM17AhP6HbB8zXsAPMHUVGDNewOCDd+waM17AjH9flRMzXsABJWZDGTNewGIwRuwRM17AA4JKwxQzXsB2VyVsDTNewDdqKUMQM17Aswn/6wgzXsCT3QLDCzNewBJH02sEM17AmezcGQozXsCcZaXCAjNewHqEs3AIM17A8Ax0GQEzXsCzqpOeCTNewAeISUcCM17AaG67URMzXsBZ8BWpGjNewFQ6VVcgM17AULUNBi8zXsD9iDbdMTNewKTr5ZFWM17AYHOvulMzXsCIjPsRWzNewI3VxDpYM17ApR9Q6WYzXsCEbxYSZDNewHqgVWlrM17ArrEbkmgzXsCBK41AdzNewKhDUGl0M17AibhYdKAzXsB97POorjNewF/yJAC2M17AE0XgrrszXsDGQxQGwzNewKz63rTIM17AKPIVDNAzXsDf1GCS2DNewHJ/nenfM17APUwEH+4zXsCaHkx29TNewN7iWCX7M17A7a2jfAI0XsB8hDBUBTRewNaNe6sMNF7A05oNgw80XsAtA6yOOzRewC3qUGY+NF7Ao6DMFE00XsBVeHnsTzRewL2y8JpeNF7AH3ulcmE0XsAq3k14dzRewHBRDVB6NF7AK1srW6Y0XsDKp/0yqTRewAqtBezjNF7A0Ebww+Y0XsA30ggb7jRewN/81nr5NF7ALomzI/I0XsCnkKr79DRewH3mgaTtNF7APrB4fPA0XsCSchrO4TRewHFEDqbkNF7A+KCg99U0XsDpepHP2DRewHA0VHjRNF7AktBEUNQ0XsCIUwL5zDRewNqx8tDPNF7ANf6qecg0XsCbu40pzjRewBoXPtLGNF7ALHYwqsk0XsADm9tSwjRewOJZwgLINF7AwI1lq8A0XsB/IkozyTRewAWr4tvBNF7AA3HVY8o0XsASTmMMwzRewBFZcUTRNF7Azh/xm9g0XsAPLrlFAzVewAh7EO77NF7AWaimdgQ1XsAgSfMe/TRewCtiXs8CNV7AKRGjd/s0XsBWntlP/jRewAIWGfj2NF7AcWVP0Pk0XsDFpYl48jRewHG3v1D1NF7Ak0wnoeY0XsDkZVp56TRewM3t2nHTNF7AE1QIStY0XsDN1QkrfjRewEn4GAOBNF7AfjEZ+2o0XsBIoCLTbTRewBvhECNfNF7A71YX+2E0XsAfL/ZKUzRewO6r+SJWNF7AbBvJckc0XsAln8lKSjRewOKliZo7NF7AdDCHcj40XsDIvWAaNzRewCEKXvI5NF7AoTgEQis0XsC+i/4ZLjRewE5RlWkfNF7AH6uMQSI0XsDFl1HpGjRewEqzSMEdNF7AQqDFEA80XsBlwrnoETRewK/CcZAKNF7Ae6ZlaA00XsCYiXZf9zNewMe4ZDf6M17A3U8N3/IzXsCkQPu29TNewNGfnl7uM17ALlKMNvEzXsBueSre6TNewFztF7bsM17AqNywXeUzXsAnEp416DNewHjJMd3gM17Ag8AeteMzXsDTP61c3DNewGf4mTTfM17Asj8j3NczXsDNuQ+02jNewAnJk1vTM17ApwSAM9YzXsDR2/7azjNewO7Y6rLRM17AAHhkWsozXsCaNlAyzTNewIudxNnFM17Anh2wscgzXsBrTB9ZwTNewPWNCjHEM17AloR02LwzXsCSh1+wvzNewAFGxFe4M17AbwqvL7szXsCmkA7XszNewIAW+a62M17AmzWr/aczXsBwwZLVqjNewE5a5XyjM17AhqfMVKYzXsAXCBr8njNewK4WAdShM17A7D5Je5ozXsDgDjBTnTNewMb+cvqVM17AEpBZ0pgzXsCZR5d5kTNewDuafVGUM17AXBm2+IwzXsBRLZzQjzNewN49AB+BM17AkVfj9oMzXsD16A6efDNewPDD8XV/M17A2hwYHXgzXsAaufr0ejNewA99OkNsM17A7B4aG28zXsAOeEppYDNewHofJ0FjM17ADNU46FszXsCrPRXAXjNewKe6IWdXM17AdOT9PlozXsDWKAXmUjNewLJ7v5VYM17Ascu+PFEzXsCgvWDEWTNewOagaR1hM17AHdU8zWYzXsDyskgmbjNewCluDjZ/M17Anyny3HczXsDma+5kgDNewN7jEr6HM17AIAFfzpgzXsAhIip1kTNewL2Waf2ZM17AV6mmVqEzXsBduATfqTNewF+BRzixM17AEJJuELQzXsCymbFpuzNewK+wccrGM17Ajiq9I84zXsBwJfb70DNewN/dQVXYM17AasPABd4zXsC9q1u47DNewD5272jyM17AFKY+wvkzXsBLA4+a/DNewJNx3vMDNF7A/xuMpAk0XsCUhN79EDRewFeqYl8cNF7A64S9uCM0XsBnZ+jyMTRewGDhf5kqNF7ANa5d+zU0XsDnuuehLjRewAcb4FI0NF7ANjJi+Sw0XsC2POGCNTRewE+iWCkuNF7AtOPlsjY0XsCal1JZLzRewBMQ7uI3NF7AJhJQiTA0XsDmwfkSOTRewAcSUbkxNF7AOPkIQzo0XsBJl1XpMjRewFrqViRBNF7A7F2Tyjk0XsDi6x23TTRewEe8RF1GNF7AbtmhDkw0XsB2s8C0RDRewNhPImZKNF7AbjM5DEM0XsBHAuvkRTRewKar/Io+NF7AKjyuY0E0XsBLq7oJOjRewHf9a+I8NF7AVDJziDU0XsAlRiRhODRewLhAJgcxNF7AKxbX3zM0XsBr1tOFLDRewIFthF4vNF7AafN7BCg0XsAaTCzdKjRewKaXHoMjNF7A77HOWyY0XsAXw7sBHzRewPaea9ohNF7As3VTgBo0XsAnEwNZHTRewHSv5f4VNF7AfutGsBs0XsDfkCFWFDRewLzmPeAcNF7AntgNhhU0XsB8ZzgQHjRewMCl/bUWNF7AzW02QB80XsBW+PDlFzRewMH5N3AgNF7A6qSFyic0XsCj1LwtMzRewPbzEog6NF7AMfrCOUA0XsB4FByURzRewIaR+mxKNF7AI+pTx1E0XsAHojegVDRewPY4kfpbNF7AtSt60140XsB9MIDidDRewDXXc7t3NF7AEe7IFX80XsCmz8HugTRewLckF0mJNF7ALEEVIow0XsBq1Gp8kzRewMMrblWWNF7ALP3Dr500XsBsyAftqzRewBXKaEezNF7ASNaa+bg0XsCIWzSfsTRewGpvqwO9NF7A5IM3qbU0XsCGyFiCuDRewL78Y82pNF7AqkaCpqw0XsCSB37xnTRewLhWmcqgNF7AQKSFFZI0XsCR+J3ulDRewKnSejmGNF7AFCyQEok0XsA4iMACczRewOwp0Nt1NF7AMOQtgW40XsChRz1acTRewANJP0pbNF7AkPRII140XsCkZLddOTRewGjetTY8NF7Adiyjyx40XsAMMZmkITRewLvEKJQLNF7A4hAZbQ40XsBc+4lc+DNewPaOdDX7M17AfHiS2vMzXsCEzXyz9jNewId7lVjvM17A6CZsCvUzXsBL3Hyv7TNewKEyaYjwM17Ab6x0LekzXsBsWk/f7jNewH3bUoTnM17AxatjFBU0XsB2/YtvHDRewLF5wCEiNF7AGcfrfCk0XsC0b1UIMjRewAV2hmM5NF7AYMsO70E0XsCTikVKSTRewDq3eiNMNF7A0rSxflM0XsAhBSkxWTRewFD+YoxgNF7AphgQMHo0XsAteL3UcjRewOiwa4d4NF7A2xYRLHE0XsBpNGkFdDRewAleCapsNF7ASD1hg280XsCQKvwnaDRewHzLUwFrNF7AY3zppWM0XsD43kB/ZjRewHtT0SNfNF7Atnco/WE0XsDOr7OhWjRewK2VCntdNF7AU5GQH1Y0XsDSOOf4WDRewAD4Z51RNF7AHGG+dlQ0XsDM4zkbTTRewIEOkPRPNF7ArVQGmUg0XsBYrLRLTjRewHv4IvBGNF7AeNHVokw0XsCBIzxHRTRewNZ98/lKNF7AtNVRnkM0XsCV/mAcYDRewHIOHnhnNF7A7VJC94M0XsDDSxhTizRewBEZ3N+TNF7APef9g4w0XsBrHDI3kjRewNHvS9uKNF7ASaeEjpA0XsDWf5YyiTRewJu50+WONF7AQ5fdiYc0XsBdUx89jTRewAo2IeGFNF7AhxXDuog0XsDzur9egTRewCNcYTiENF7ASMRY3Hw0XsCACZ6PgjRewIV2jTN7NF7AGT7X5oA0XsDrr76KeTRewCOVZGR8NF7AkslGCHU0XsDblpS7ejRewP3Pbl9zNF7Aqh/BEnk0XsBtXZO2cTRewPFXmUN6NF7AU9xg53I0XsBXGXV0ezRewDbkMRh0NF7Ak2CNMoU0XsCzCeGOjDRewKZwpmiPNF7AE1j6xJY0XsBPxWFSnzRewApnu66mNF7Aei/eybc0XsCJGXRtsDRewC8BH/u4NF7AUlGRV8A0XsAN0k2/yzRewJWJ0GLENF7AN024Fso0XsDkETtz0TRewIZRMifXNF7AnhCqys80XsDf06V+1TRewAeRM9vcNF7Ayq+G0fA0XsDvHyUu+DRewHXcWOL9NF7A1kj6PgU1XsBspRoZCDVewNdPvHUPNV7AturhTxI1XsAk04OsGTVewOpsqskqNV7Aeg/4bCM1XsCiKy9HJjVewMSPd+oeNV7A9G2uxCE1XsAhKOX0/DRewCsBvBr6NF7AtkYsYes0XsCCHAuH6DRewE89QirhNF7AkVEmUN40XsByzPTcwDRewOG+BbfDNF7A6F4wWrw0XsAhE0E0vzRewKZ0Zte3NF7AxeCJi700XsBbRacutjRewFU1z+K7NF7A7JzkhbQ0XsDGEBE6ujRewEt7Ht2yNF7ADHNPkbg0XsBx4FQ0sTRewB1ciui2NF7AT8yHi680XsD/i6NlsjRewHG9mwirNF7A2z634q00XsCKMaqFpjRewKp0xV+pNF7AjSizAqI0XsBhLc7cpDRewHCitn+dNF7A9mjRWaA0XsAun7T8mDRewGAnz9abNF7AzpWIHI00XsAMIaD2jzRewCMRSjyBNF7AXZ9eFoQ0XsBZGC25fDRewCxoQZN/NF7A9FvR2HA0XsCpruKyczRewG8ppFVsNF7AtT21L280XsB5eXHSZzRewGmllYZtNF7AYONJKWY0XsADk3LdazRewCHTHoBkNF7Aoyw0Wmc0XsCiLdv8XzRewKtI8NZiNF7AhQqSeVs0XsD2Q74tYTRewMwHWNBZNF7AMiZvqlw0XsDUqgNNVTRewLqKGidYNF7AHtCpyVA0XsA+k9l9VjRewHraYCBPNF7Atb15+lE0XsCjxfucSjRewFRqFHdNNF7A7jKRGUY0XsAUmanzSDRewFUiIZZBNF7A6Uk5cEQ0XsDLk6sSPTRewM18w+w/NF7ASIcwjzg0XsC2MUhpOzRewML8rws0NF7A2VThvzk0XsBsIUFiMjRewBTPWjw1NF7AJly13i00XsAyy864MDRewMEYJFspNF7AYMLgdzo0XsBj75vVQTRewN5U9IlHNF7AkX+y5040XsCX9QmMfDRewErYHy51NF7ANNbwcYM0XsCkr+jPijRewL31JV+TNF7AE4wjvZo0XsDiEglyoDRewNimCdCnNF7A0uqCqqo0XsAivYMIsjRewEhGg723NF7AKhaHG780XsBgWw32wTRewI1pEVTJNF7A8u6cLsw0XsDfBqPq2jRewLCLNsXdNF7AZZU4I+U0XsBqWtH95zRewFOi01vvNF7Aj6dxNvI0XsC2MnTyADVewF43Gs0DNV7AszwYiRI1XsDEQMZjFTVewCXAvx8kNV7AmsN1+iY1XsDmvGq2NTVewLRD6Ws7NV7A73zlyUI1XsArQaukRTVewGK4pwJNNV7AmUJAuFI1XsDitj8WWjVewBrE58tfNV7AbzXqKWc1XsD+vMQEajVewDlsx2JxNV7AIjSnPXQ1XsA7IaqbezVewIQpj3Z+NV7AdVSS1IU1XsAfnXyviDVewFftgGuXNV7AfTVzRpo1XsC7WnSkoTVewEnja3+kNV7ARUZt3as1XsC5QHYkujVewEciZ8ayNV7As1iCV7s1XsB6e2j5szVewFTRc9S2NV7AhbNUdq81XsA4ZW0stTVewKRHRs6tNV7AfKNTqbA1XsBCRSdLqTVewF1jNCasNV7Ad8QCyKQ1XsDRpA+jpzVewDvF2ESgNV7A0mflH6M1XsCER6nBmzVewFOstZyeNV7AR0t0Ppc1XsDRGo/0nDVewLa5RZaVNV7AbyRUcZg1XsCFggUTkTVewG6vE+6TNV7Arsy/j4w1XsBnLN5FkjVewHFJgueKNV7APHySwo01XsBfWDFkhjVewFVNQT+JNV7Aiuja4IE1XsBQ2PyWhzVewClzjjiANV7AWeq07oU1XsDDhD6QfjVewEfDUmuBNV7AqRzXDHo1XsBloxqegjVewL88lD97NV7A9ijTO6M1XsANxyPdmzVewPpKF0qnNV7A1mha6581XsB2tt2hpTVewDbTGEOeNV7A66ig+aM1XsB9xNOanDVewHWyGHafNV7Ae4xGF5g1XsChPIvymjVewBLVs5OTNV7Akzs/Spk1XsCx0l/rkTVewAyJpsaUNV7Aht7BZ401XsBuUVEekzVewHelZL+LNV7AA2Ktmo41XsBWdLs7hzVewKDzTvKMNV7AZwRVk4U1XsAjx59uiDVewCOWoA+BNV7A+xrr6oM1XsAtqOaLfDVewB/vMGd/NV7AfTonCHg1XsCEQ3HjejVewAtNYoRzNV7AJRisX3Y1XsAw6WdCYDVewNhdJmddNV7AJN3TSUc1XsCZKA0lSjVewH4exGY7NV7A6Wv6QT41XsA8znEkKDVewHtdov8qNV7A9T81QRw1XsAD0WIcHzVewEW/Jb0XNV7AKhJTmBo1XsBkvhA5EzVewDQ60381NV7Am2JtIC41XsDxIZ6NOTVewGfHKi4yNV7AcWwhwDo1XsAGT6NgMzVewEfHThc5NV7AJ6fItzE1XsCDp3huNzVewJ2E6g4wNV7AHA2fxTU1XsBc5whmLjVewJUuZEExNV7ASsbI4Sk1XsCqWoGYLzVewGvv3TgoNV7Akzw7FCs1XsC0jpK0IzVewLOd748mNV7AL61BMB81XsADfp4LIjVewNNK66saNV7AeN1Hhx01XsCVZ48nFjVewAm86wIZNV7AbwMuoxE1XsAzsuhZFzVewF32IvoPNV7AqVCB1RI1XsAKUrZ1CzVewB5uFFEONV7ArixE8QY1XsCqagKoDDVewNclKkgFNV7AvkeKIwg1XsAKwKzDADVewKgJb3oGNV7AdX6JGv80XsArpuv1ATVewAXYAJb6NF7AZRsuKAM1XsD+iDjI+zRewCJrCH8BNV7ACdUKH/o0XsBnP9/V/zRewIil2XX4NF7AJZiyLP40XsBx+qTM9jRewFR1goP8NF7AudNsI/U0XsDo1k7a+jRewFQxMXrzNF7AxmCEwwE1XsA+sdiDEDVewNjDXF8TNV7ADumFvxo1XsD9Pg+bHTVewGyiOPskNV7AkFdYsio1XsD1uYQSMjVewA/7s8k3NV7AYlzjKT81XsA6GWsrUzVewGc9q4taNV7AK7VA1mg1XsCrGow2cDVewHYsEu51NV7AzpBgTn01XsBBjz91jjVewJI5f7R/NV7A+VZSkII1XsDrpusvezVewGVKG1R4NV7AoGvgMmI1XsBphagOZTVewAvKTu1ONV7A0yMRyVE1XsCC7ZDmLDVewBsFSMIvNV7APn+hoBk1XsB/1lJ8HDVewE9N8fn+NF7A8iKa1QE1XsD4Wq6z6zRewPBvUY/uNF7A0oT3zd80XsA5mpep4jRewDcf5EjbNF7AN/aDJN40XsApN8vD1jRewL7Pap/ZNF7Ao0bs3co0XsCD34i5zTRewHAVw1jGNF7A3W9fNMk0XsCnYZTTwTRewJt9MK/ENF7AOitgTr00XsC2CPwpwDRewCZyJsm4NF7AIRHCpLs0XsBbNudDtDRewNeWgh+3NF7A99W/Xag0XsCHNlg5qzRewGfnhXecNF7A/kcbU580XsC0mivylzRewLW8wM2aNF7AGsvLbJM0XsDRFPgjmTRewGEd+8KRNF7AMx3IVZo0XsBZXsD0kjRewB6/+quYNF7AR/rqSpE0XsC24ykClzRewNIYEqGPNF7A9YpVWJU0XsDxuTX3jTRewMu0fa6TNF7Alt1VTYw0XsAxYaIEkjRewLmDcqOKNF7AZ8gZf400XsBFpuQdhjRewE+si/mINF7AfUVRmIE0XsBKV6FPhzRewBLqXu5/NF7A0/UHyoI0XsDYQ8BoezRewBVhFCCBNF7Ak6jEvnk0XsCbTh12fzRewIGPxRR4NF7AWL4izH00XsCX+MJqdjRewN2SckZ5NF7AMogN5XE0XsB6wm6cdzRewAqxATtwNF7ACFGzFnM0XsAUIcxTZDRewHvAei9nNF7AESnvhDM0XsAh/oxgNjRewAX10lP7M17AAj1dL/4zXsD267fN9jNewP2AzoT8M17ArighI/UzXsC2da3+9zNewDHY+pzwM17ATHcVVPYzXsBm0lry7jNewKf5ean0M17AUE23R+0zXsC9/Nr+8jNewORIEJ3rM17Ag4A4VPEzXsAVxWXy6TNewGrj+s3sM17AleIibOUzXsBMJE8j6zNewMYbb8HjM17AueWfeOkzXsBx1bcW4jNewO88UfLkM17AJedjkN0zXsCLD/1r4DNewDl0CgrZM17Ag12j5dszXsCgfKuD1DNewM4mRF/XM17AUwBH/c8zXsCqWXq01TNewDIrdVLOM17AWdoPLtEzXsA6ZgXMyTNewDvWn6fMM17AbhyQRcUzXsBkAcf8yjNewHA/r5rDM17AZrRLdsYzXsCzrC4UvzNewO7XCqfHM17AeQXjRMAzXsA4gyf8xTNewGio95m+M17AhvboLMczXsC+UK7KvzNewIb1rV3IM17ApoRo+8AzXsD2LShI4zNewE6+jqrqM17Ak3//PfMzXsBX1Gug+jNewJbeQ3z9M17AaXKw3gQ0XsAUl22WCjRewHg+SlsZNF7AkRsyNxw0XsCdOQr8KjRewKUf+tctNF7AyStlOjU0XsAhWFoWODRewDCjxXg/NF7A2RXAVEI0XsDMnyu3STRewM9YK5NMNF7AoiGX9VM0XsD7IJzRVjRewI2scZZlNF7A27R+cmg0XsCWcbSZfjRewGJFzHWBNF7ARbWTOpA0XsD5kbMWkzRewJp3dtuhNF7AMl2et6Q0XsC8zP4ZrDRewLb4K/auNF7A4aaMWLY0XsA+Gb80uTRewAcGIJfANF7Ay75Xc8M0XsAo6rjVyjRewFfp9bHNNF7AQlNXFNU0XsDfmJnw1zRewFJB+1LfNF7AX81CL+I0XsBOFwT08DRewEesU9DzNF7AJmsQlQI1XsAHCWhxBTVewLY8IDYUNV7AeuN/Ehc1XsDrmYk5LTVewPYL9BUwNV7AXVhKeDc1XsDgELpUOjVewJKbELdBNV7A7iR3TEo1XsA8PC0RWTVewGNMr+1bNV7ALlQJUGM1XsDfqpAsZjVewNvw6o5tNV7AGY53a3A1XsAqEiowfzVewFO4vgyCNV7AMrBs0ZA1XsA+XwmukzVewMbKsnKiNV7AtoJXT6U1XsBhNKuxrDVewOYyVY6vNV7AlCKp8LY1XsCxZ1jNuTVewFqVrC/BNV7AEiFhDMQ1XsCxjLVuyzVewAdfb0vONV7AlQjErdU1XsCMIYOK2DVewAUJ2OzfNV7AoGicyeI1XsD7jfEr6jVewAAOVsLyNV7AvPWwJPo1XsDFZVve/zVewJpNuUAHNl7Akw6VHQo2XsA0NPN/ETZewOs71FwUNl7ANn6OISM2XsDwjnf+JTZewI6r02AtNl7ADAPCPTA2XsBcXR6gNzZewNvFADdANl7AUuJimUc2XsCN0GB2SjZewKUqw9hRNl7AZRnMklc2XsBXczH1XjZewOVzPNJhNl7ASx4Fl3A2XsDyJxh0czZewBVE3DiCNl7A0lb3FYU2XsANYFh4jDZewK65eFWPNl7AYgDat5Y2XsDroP+UmTZewBAlYfegNl7All3CA7U2XsBJrDRmvDZewDD4HgvZNl7AUFiqbeA2XsBYWmMo5jZewP+58YrtNl7AwMRUaPA2XsCqYePK9zZewLiKtoX9Nl7AGSdI6AQ3XsBwRbjFBzdewAQfSigPN17AqIS/BRI3XsBmm1FoGTdewFxIzEUcN17AQJxeqCM3XsCKkN6FJjdewI0hcegtN17ALV32xTA3XsBCdBmLPzdewHO5pmhCN17AeD83y0k3XsAHzMmoTDdewBSPWgtUN17AAWPy6FY3XsDq3RGuZTdewGe7sYtoN17AN3NA7m83XsAamOXLcjdewFz8AJGBN17AyyquboQ3XsAz1zrRizdewApN7a6ON17ATzZ6EZY3XsAjNuzMmzdewDS3HFe5N17AkYfkNLw3XsAnO3Yh4TdewDxbTv/jN17AexfNYes3XsD+fqo/7jdewN93KaL1N17ACRXZO/43XsCXzl2eBThewPqLFyglOF7AvBa4iiw4XsABl8NoLzhewEBeZMs2OF7AOSZ1qTk4XsDtKRYMQThewJ05LOpDOF7APTRsr1I4XsC3TYqNVThewMu1xVJkOF7ADdnrMGc4XsCbhoiTbjhewJrxs3FxOF7AedtQ1Hg4XsA4joGyezhewGW0HhWDOF7A6a5U84U4XsAhFrt9ozhewGie/lumOF7ATjMoIbU4XsAXJ99CsjhewN3OHPRFOV7As/+c0kg5XsCbkleXVzlewMXM33VaOV7AAg882GE5XsCWmFmVZzlewDrYuPduOV7AGo9eL4A5XsA9xe7MeDlewBavNIp+OV7AsNu8J3c5XsD512AGejlewL2846NyOV7AWH2HgnU5XsASMYC9ZjlewGI9xHpsOV7Afko3GGU5XsD4V9r2ZzlewCcdSJRgOV7A5u7qcmM5XsAfbFMQXDlewD4em81hOV7Am5H7alo5XsD6caBJXTlewFGd++ZVOV7A60GgxVg5XsA0JfZiUTlewAd9QSBXOV7ATFaPvU85XsCACTacUjlewKeafjlLOV7AERIlGE45XsARW2i1RjlewHhYt3JMOV7ATJfyD0U5XsB4KUbNSjlewBBeeWpDOV7AB4XRJ0k5XsBRr/zEQTlewBXKqaNEOV7AE6zPQD05XsABi3wfQDlewKsknbw4OV7AwsdJmzs5XsAUGWU4NDlewEyAERc3OV7AP4kntC85XsAdnjNQODlewFzaPu0wOV7AVWFZiTk5XsDA0FkmMjlewJnwx+M3OV7ASVXAgDA5XsALCjM+NjlewO5jI9suOV7Ao62amDQ5XsCp/II1LTlewM6oPxQwOV7ALa8isSg5XsAOFp5uLjlewHMReQsnOV7ATw35yCw5XsCp/ctlJTlewIaOUCMrOV7AxHMbwCM5XsB+w96eJjlewOtfpDsfOV7A9g0t+SQ5XsAtn+qVHTlewEPid1MjOV7ALmgt8Bs5XsBVQL+tITlewOW6bEoaOV7AjijS5iI5XsA01XSDGzlewC+26B8kOV7A0ZSAvBw5XsBQ6QJZJTlewMr5j/UdOV7An7wAcSk5XsBAPIANIjlewEQMJ6oqOV7AeL2bRiM5XsCnAVHjKzlewE/kun8kOV7A2Jx+HC05XsDTsN24JTlewO9umI8/OV7AODNS80Y5XsCWH2SxTDlewHbiIBVUOV7Avm9C01k5XsC4a7+aaDlewCWC2XlrOV7A3+dRQXo5XsCfCnQgfTlewPfZ5+eLOV7ABwkSx445XsDcQYGOnTlewDh9s22gOV7ASr2RJ1k6XsA7fgsHXDpewCtD/c1qOl7Aiv197mc6XsDxUvBRbzpewOBacjFyOl7A6HbCW4g6XsDsTE87izpewPbukGWhOl7A/5IoRaQ6XsDNfJGoqzpewFNqLoiuOl7AH4+X67U6XsB0hN6quzpewHSmSg7DOl7A1Ra2bNE6XsDAfC3Q2DpewIXr5q/bOl7AiZ+fU7k7XsDxU64zvDtewIDW3JbDO17AXdTwdsY7XsA6kR/azTtewJLYOLrQO17AtM9nHdg7XsCGYIb92jtewOuRtWDiO17APmzZQOU7XsDA7IfNAjxewBlWua0FPF7AEVNonSo8XsDEICm9JzxewDh9a+Y9PF7AAPT8pkM8XsDUhhMKSzxewAygtMpQPF7AkS7OLVg8XsCPSCUOWzxewLifpMOOPF7A+jk644s8XsAUij9GkzxewHOxrCaWPF7AVjuyiZ08XsAsrCRqoDxewNNvKs2nPF7AZjaZbrA8XsCDILSXxjxewFO3O3jJPF7AEZcc8ws9XsBwMnwSCT1ewImXTe9SPV7AWYoJ0FU9XsA3pFRbcz1ewGwkHjx2PV7AigO6AYU9XsC7AOsggj1ewEZu4WAzPl7AaYzyQTY+XsDT1xjMUz5ewBmCN61WPl7Ap+bB1Gw+XsCY+ZrzaT5ewAS8j7h4Pl7AeNVl13U+XsBdqdk5fT5ewDyKr1h6Pl7A/BQeu4E+XsBJvfPZfj5ewF3yV//0Pl7AJxcEHvI+XsDxEkKA+T5ewMqumGH8Pl7AqUyC6hk/XsBPc+bLHD9ewLAfVt1XP17ADdPSvlo/XsBEDnSpfz9ewJ+Y6cd8P17AY9oSjIs/XsDf0KJtjj9ewOH01ZOkP17AP709sqE/XsDRjFKcxj9ewBMcr7rDP17AqeuoHMs/XsArQwU7yD9ewPDJ+ZzPP17AuOlVu8w/XsAMChzh4j9ewKRxcv/fP17AZ7E5w+4/XsAjIY3h6z9ewAY0akPzP17AHGy9YfA/XsBMNpXD9z9ewMM26OH0P17ARbi6Q/w/XsAfgQ1i+T9ewPu52sMAQF7AOUst4v0/XsB0O/VDBUBewBqVR2ICQF7A3FvKJRFAXsDdvRlEDkBewGqU1KUVQF7A374jxBJAXsDgTNklGkBewMo/KEQXQF7ARkKGByZAXsCqPdIlI0BewC6eIOkxQF7AGqJpBy9AXsBd0CcUakBewIBdXTJnQF7AFf3mk25AXsDlUhyya0BewM14InV6QF7Af9dUk3dAXsCwW0tWhkBewFDDenSDQF7ASGY++qBAXsBuV2UYnkBewOQ4lTy0QF7Ad3O2WrFAXsAKjaTG80BewJeTr+TwQF7AheY0p/9AXsATXy+JAkFewOCbJg4gQV7ARCUhLB1BXsA42uSwOkFewLBO9ZI9QV7AN3RNVUxBXsDa9IAZUkFewHa5rnpZQV7APAbPXFxBXsCQAf29Y0FewBG0SoJpQV7AhKV743BBXsAncUBsfEFewITXec2DQV7A6PDwkYlBXsBRTS3zkEFewKtmb9WTQV7ArfmrNptBXsBKW/MYnkFewN0kMHqlQV7AhQHMPqtBXsALwQugskFewB48YIK1QV7ASJ/dRMRBXsATIjonx0FewDRE4DACQl7AqcZtTv9BXsDzdrgQDkJewNMDQy4LQl7AsRF+8BlCXsAMqQUOF0JewMZ/aVRDQl7A9yTjcUBCXsDgPNu3bEJewGEScppvQl7AqaVgXH5CXsBYgv8+gUJewGE4ycKeQl7AkF8f4JtCXsAUhu+hqkJewFu4Qr+nQl7AFbHf4b1CXsCULy3/ukJewGz/2MDJQl7AKYkj3sZCXsAFAzSrS0NewKurT8hIQ17A6aPuKFBDXsDtudULU0NewCmMEc1hQ17A1/gk6l5DXsCCVbxKZkNewHenqy1pQ17AbkLY7ndDXsDXms/RekNewBiO95KJQ17A8Oz2dYxDXsBH14nWk0NewPl9jrmWQ17A+jOyeqVDXsAa4b5dqENewL2sT76vQ17AuqFhobJDXsCYovIBukNewK6lI8i/Q17AT5q3KMdDXsDtP/juzENewEwoj0/UQ17AlHDfFdpDXsBKnxDX6ENewKUOQrrrQ17AZp2kAVNEXsC9w0weUERewMdER+KZRF7Ac426xZxEXsClSm2Gq0RewF2Z6GmuRF7AyudAyrVEXsBXfsGtuERewFoBGg7ARF7AwN+f8cJEXsBUl/hRykRewJS9gzXNRF7AtKncldREXsDRF21510RewGzPHDrmRF7AmEO1HelEXsDBCLI+/0RewCBBVSICRV7AUriNox9FXsDwcj6HIkVewCvw0EcxRV7AGherSUtFXsBbbkrpQ0VewD+duJRMRV7AIDBNNEVFXsDV/cnfTUVewDbMU39GRV7AtooDR0xFXsC4kASGPUVewHbC2mlARV7AQbhUCTlFXsC4tSrtO0VewNiGESwtRV7Alya68zJFXsCVQySTK0VewCGk+XYuRV7AzXheFidFXsBAWwveLEVewDopaH0lRV7AH6s/YShFXsC3MJcAIUVewNlVSMgmRV7AotSXZx9FXsAmpU0vJUVewBEdlc4dRV7A/5hPliNFXsD5CY81HEVewJxYbRkfRV7AC4GnuBdFXsCqP2aAHUVewA1hmB8WRV7ACNF4AxlFXsDPqaWiEUVewBuraGoXRV7AuXyNCRBFXsCzBuAMKkVewAyb6asiRV7ALYLZcyhFXsAOD9sSIUVewPihz9omRV7ATyfJeR9FXsCHgcRdIkVewPG9uPwaRV7A6JOxxCBFXsCqyJ1jGUVewGlEm0ccRV7AKjCC5hRFXsCDd3/KF0VewD0aYWkQRV7Aa8pdMRZFXsBYZTfQDkVewF3BOJgURV7Aa1QKNw1FXsBKXBD/EkVewGrn2Z0LRV7ALJvkZRFFXsBLHqYECkVewO2IrOgMRV7A0cJohwVFXsCYuXdPC0VewGHrK+4DRV7AFI4/tglFXsCtt+tUAkVewHwlJvBBRV7AUVuTjjpFXsBcyqIfRkVewD95Ar4+RV7A82fVF1BFXsB6ESK2SEVewF5b3ytXRV7AWb4byk9FXsCXKdqSVUVewFaDDjFORV7Av5vR+VNFXsAz7P2XTEVewAJlLUVVRV7A2uxO401FXsCUdSCsU0VewPjzOUpMRV7A/SkQE1JFXsDaniGxSkVewDKC/HlQRV7Adu0FGElFXsBNcHT8S0VewD+ReJpERV7AR7lXY0pFXsAq1DjbLEVewCT40vYpRV7Av2CWbgxFXsBiDT6KCUVewMz+Fcb6RF7AS7XF4fdEXsCJAreDkERewFvS4GeTRF7A7jSefG5EXsA+0bxgcURewO33gddTRF7AIiCYu1ZEXsCkjrfjDERewGPDtMcPRF7AyXZTFtxDXsCUgWky2UNewJQvMeOsQ17AJUVa/6lDXsCh4wx1jENewCGEQ5GJQ17AzmSI8TBDXsBWwjDVM0NewBjTvQ8lQ17AsTpj8ydDXsDzMqOQIENewNdkSHQjQ17AOxKDERxDXsBnDij1HkNewOdwXZIXQ17AWTcCdhpDXsDvTjITE0NewKPf1vYVQ17ASKwBlA5DXsA7B6Z3EUNewOmIyxQKQ17AGK5v+AxDXsDJ5I+VBUNewDlO2lwLQ17Afnny+QNDXsC9vZjdBkNewPKdq3r/Ql7AfkX6QQVDXsAqGgXf/UJewG1rWKYDQ17AfjRbQ/xCXsB+L7MKAkNewOLsraf6Ql7AppEKbwBDXsBNQ/0L+UJewDilrO/7Ql7AnQuajPRCXsCyN0lw90JewM9SMQ3wQl7ADUng8PJCXsAPBUoRqUJewDaVti2mQl7AtbqCyp5CXsDbaROuoUJewPpD2kqaQl7AjFVMZ5dCXsApl9ATa0JewAIBTvdtQl7AuwAjTxVCXsCe6oEyGEJewMO5NQgCQl7AR+uO6wRCXsBvmCPB7kFewHERd6TxQV7AhpzsedtBXsDiXDpd3kFewNXFkDLIQV7Aac3YFctBXsAhfDDAnkFewDaHaqOhQV7AMjRWTXVBXsCasCxqckFewJnDwaJjQV7ADU2gv2BBXsAjxwzaFkFewAiwEr0ZQV7A8t/byfRAXsDoi9as90BewFXUhym1QF7ApzxsDLhAXsBVCGgYk0BewLoyQfuVQF7ARhUFa3hAXsAjw9VNe0BewKS7hSFlQF7AiK5QBGhAXsAnHQk8WUBewL8W0R5cQF7AzLymulRAXsDefm6dV0BewMrYPjlQQF7AUmMGHFNAXsCJ9JlTREBewKaFXjZHQF7A6rwh0j9AXsByFua0QkBewKc4GIgsQF7AvdbWai9AXsBU1uk9GUBewNS4oiAcQF7AFyA4j/4/XsDWhOhxAUBewJ92HqnyP17Ai+HLi/U/XsACJvLC5j9ewAyXnKXpP17AvScpQeI/XsD3YNMj5T9ewDylWr/dP17AoaYEouA/XsD5CwbZ0T9ewF0TrbvUP17AZTQnV80/XsDrA8450D9ewK4itXDBP17AGvhYU8Q/XsAraTCKtT9ewG5E0Wy4P17APms2CLE/XsCPDtfqsz9ewEn+7rydP17ACeWJn6A/XsBp26rebD9ewPL7NMFvP17Alj1gyUo/XsAxHN+rTT9ewNaUEEdGP17AODuPKUk/XsAaZ7vEQT9ewLPNuolHP17ARereJEA/XsD5KPGuSz9ewAixB0pEP17AD7ZemVU/XsB8vVj+XD9ewE2b0IhoP17AbInLI2E/XsAKvQyRbz9ewCCcH/Z2P17A6aRGtJY/XsA/aBVPjz9ewH/Y+J+gP17Ap4C0Opk/XsBMd/+opz9ewLvGqkOgP17ASsLjIL0/XsBOD1SGxD9ewB/nUGnHP17APNfdA8A/XsCxTXiL5T9ewL/M3iXeP17AOr9Zsuk/XsA4p7JM4j9ewCLd+RLoP17A8rNKreA/XsCSXG+Q4z9ewDPluircP17A7VXfDd8/XsBXkCWo1z9ewCXJSYvaP17AVhbJv8s/XsAbVOqizj9ewNpmIz3HP17Aq2xEIMo/XsAgMXi6wj9ewPb+mJ3FP17AGXXHN74/XsD8Kwv+wz9ewJiQMZi8P17A4+15XsI/XsDpQJj4uj9ewFaXD6LDP17AdRUjPLw/XsArME0fvz9ewM1fW7m3P17Ad7Cxf70/XsBLzrcZtj9ewD4E5Py4P17AhNPklrE/XsClWj9dtz9ewAIYOPevP17ALWlm2rI/XsDq11l0qz9ewAvxh1euP17AHhF28aY/XsAx8qPUqT9ewK8JcwibP17ASu+d650/XsCEMzm5hz9ewCyYFtaEP17ACaRJ118/XsAGbl66Yj9ewBoLK1RbP17A3blWGmE/XsCgRBu0WT9ewGMpMpdcP17AUWXxMFU/XsC4DD3aXT9ewKJy8XNWP17AKrVLHV8/XsDwRPW2Vz9ewCcuhkNjP17ABSQi3Vs/XsCVP6GGZD9ewAhfMiBdP17A002O5mI/XsBzWheAWz9ewJnvd0ZhP17AVOn431k/XsDgJF6mXz9ewKML1z9YP17Amu1ABl4/XsBWwbGfVj9ewL5JIGZcP17AYAqJ/1Q/XsALXMHiVz9ewFfNJHxQP17AoIuXQlY/XsC16fLbTj9ewFBWLb9RP17AG+jW8UI/XsCEWA7VRT9ewOxQ8aAvP17AJAEjhDI/XsDSD6i2Iz9ewK/D1pkmP17AvbUSMx8/XsAtMUEWIj9ewLTTd68aP17AZAQ5AEY/XsCZnkOZPj9ewDDVtNBSP17AwYapaUs/XsAhXtMTVD9ewFo3vaxMP17Af7bSHVs/XsDTLqy2Uz9ewDrAeURfP17ApptF3Vc/XsDTwjUyaT9ewIt47sphP17Apwf4kWc/XsCzqKgqYD9ewPd9Lg5jP17Aoc7Zpls/XsCVlOdtYT9ewHXQigZaP17AJMES6lw/XsCSrLCCVT9ewFmpwklbP17A3n9Y4lM/XsAlJG+pWT9ewLTl/EFSP17Alamp7Fo/XsCikSyFUz9ewLjjBfh7P17A97qpX4M/XsBAphsniT9ewEx6wo6QP17AgsUIOpk/XsDlWrWhoD9ewEnjGk2pP17A+znNtLA/XsCLBS5EvD9ewBvi6KvDP17AyId9O88/XsA16kCj1j9ewK6P+t7qP17A58wjd+M/XsA8GyE/6T9ewIJCQtfhP17A+fdBu+Q/XsA4F3fr1T9ewPLPc8/YP17Az2O0L7s/XsA+lqgTvj9ewFxcrKORP17Au8bIv44/XsCILbvvfz9ewHY5mdOCP17AHtWLa3s/XsDDqGlPfj9ewISwQX9vP17ABer5RnU/XsAqkdzebT9ewOe7ucJwP17Adtpx8mE/XsDnB0zWZD9ewEp/IW5dP17AYXT7UWA/XsAmmsvpWD9ewN5Wpc1bP17AAStwZVQ/XsBPwCUtWj9ewIyuqFxLP17AE8KBQE4/XsAnoTzYRj9ewEN8FbxJP17ATgp+6zo/XsDf51PPPT9ewBG5rP4uP17ACpl/4jE/XsDoLKPYDD9ewKG/arwPP17A/KO0GvI+XsBirnP+9D5ewKqziVzXPl7AgDVAQNo+XsCsWyKevD5ewLRU0IG/Pl7A4NwWSKk+XsBLEr8rrD5ewJN4hlqdPl7Atq8rPqA+XsBPWjsEij5ewJhzniCHPl7AHq72t38+XsB5GV/UfD5ewO+Mt2t1Pl7AVkoliHI+XsDE9n0faz5ewDUG8TtoPl7AikSgalk+XsCGaxuHVj5ewDTjQ6oiPl7AMFW1jSU+XsDbsja8Fj5ewAgmpZ8ZPl7Al8YWzgo+XsDiOoKxDT5ewPvVY6XoPV7AJ/rDiOs9XsC0cCRO1T1ewP3PfjHYPV7ASNWsX8k9XsBgNQRDzD1ewI6fFNrEPV7AQsZrvcc9XsAn3nZUwD1ewHDLzTfDPV7ACZHTzrs9XsA1hYOVwT1ewJUygSy6PV7AeDnaD709XsB3lNKmtT1ewNW7hm27PV7AgP52BLQ9XsDzyy/LuT1ewDb2F2KyPV7AxWnVKLg9XsCPe7W/sD1ewEGVd4a2PV7AgY5PHa89XsBdThbktD1ewAEv5nqtPV7A8hobJbY9XsDZHOC7rj1ewE5CtYK0PV7AcStyGa09XsAt90vgsj1ewHfHAHerPV7AKrpuWq49XsCUKMuHnz1ewCrCYqScPV7Ak+wPO5U9XsB9s+Pmgz1ewDH2nn18PV7A4Thq8HA9XsCUBy6HaT1ewAiPad1gPV7AoSMzdFk9XsAGc8KtUz1ewG4Hj0RMPV7ArBQufkY9XsDpqP0UPz1ewDjI0zE8PV7AN5ajyDQ9XsAdBl0CLz1ewALUL5knPV7AkiQTtiQ9XsBHLOZMHT1ewEjPzmkaPV7A0xCiABM9XsA9BpAdED1ewKSBY7QIPV7Aip1M7gI9XsD4GCOF+zxewGw/HqL4PF7AxvT0OPE8XsCWbfVV7jxewPi/oIPfPF7ATVGpoNw8XsAe0YSEkjxewOKsq6GPPF7AqfQkz4A8XsAb6VPsfTxewCqNyBlvPF7AUpr/Nmw8XsCS4LjNZDxewBtA9ephPF7Ap8CugVo8XsB5sDS8VDxewKwx8VJNPF7A7ME6cEo8XsB4ffcGQzxewIpPQnw3PF7AeZgHEzA8XsArcWMwLTxewIX0KMclPF7ASdbtASA8XsBsWraYGDxewHdjH7YVPF7AECLoTA48XsBOfVZqCzxewGl2HwEEPF7A1iOTHgE8XsB2V1y1+TtewBFX1dL2O17Am6dlAOg7XsDAv+Yd5TtewFFzNOLOO17AZ2rA/8s7XsBzW+TigTtewO6ejgB/O17AlgHP8Vk7XsCCsYkPVztewEVPK6ZPO17AaVHrw0w7XsAlKo1aRTtewHx+UnhCO17AOJL0Djs7XsDcaoxKNTtewDaAMeEtO17ASxTZHCg7XsBOK4GzIDtewKXBW7DvOl7ApXwwR+g6XsDzXVGh3zpewC3hKzjYOl7A/rM+VtU6XsB5chntzTpewA2XMQvLOl7AUv/kOLw6XsApPAVXuTpewKMEtISqOl7Aw1ncoqc6XsDCs7I5oDpewJ9a4FedOl7AOPqKhY46XsBeucCjizpewIu5ZtF8Ol7A+5Ck73k6XsDb8UUdazpewJ7hiztoOl7AVKMoaVk6XsBoq3aHVjpewEkCRB5POl7AEFyXPEw6XsCF7mTTRDpewPyZvfFBOl7AGatWHzM6XsDjbrc9MDpewJXtgtQoOl7ACgPp8iU6XsBqvbSJHjpewIQkIKgbOl7AmRrsPhQ6XsBX01xdETpewPLHuSH7OV7Aul81QPg5XsBxt/zW8DlewNqgffXtOV7ABz0KI985XsDIPpNB3DlewLFr2wXGOV7AkUxvJMM5XsAq7KjorDlewO62DMqvOV7AsFuBu4o5XsASz9mcjTlewO7BxWB3OV7AcGsYQno5XsBOKOUFZDlewMkHMudmOV7Ag7/DfV85XsDTYhBfYjlewNVzpKkfOV7A2c9wyBw5XsDcG+leFTlewLjJun0SOV7AGVIzFAs5XsDJUQozCDlewI4Wg8kAOV7AO0Q+B/s4XsCJDLqd8zhewH86nrzwOF7AQD8aU+k4XsD7vgNy5jhewMricDXQOF7Ai0JlVM04XsBJ3MMXtzhewAUnx/i5OF7Af5+eJas4XsBs5p4GrjhewGWm14yBOF7AWczJbYQ4XsBDgAd5KzhewDnY2lkuOF7Ar7AM8CY4XsA5cbWxLDhewDMw30clOF7A44uMCSs4XsBUMa6fIzhewC4oYGEpOF7AAbR59yE4XsC8t1PYJDhewHDxZ24dOF7AMLhBTyA4XsC/n1DlGDhewNk9BqceOF7A1oP1VuM3XsChrC924DdewIXtJAzZN17AjGhkK9Y3XsAq2kxXxzdewB5vlHbEN17A4p+HDL03XsANh9QrujdewJfYuFerN17AstkNd6g3XsCB+v4MoTdewM9NWSyeN17An385WI83XsDf7Jt3jDdewM2AYTl2N17AzM/OWHM3XsBsiEhGTjdewOlIxmVLN17AFpNfJzU3XsCDNehGMjdewCisw9wqN17AxaBR/Cc3XsD8fgYoGTdewK6NnEcWN17ASvV13Q43XsApVhH9CzdewHD76pIEN17Aeq6LsgE3XsBxkWVI+jZewKCWC2j3Nl7AULfl/e82XsCgDpEd7TZewBFta7PlNl7Azk29k+g2XsAn1DRV0jZewCvngDXVNl7Ag6gTYcY2XsCxtVxByTZewGNVx8OcNl7AWDwCpJ82XsCfALM5mDZewKGp7RmbNl7AdQNCRYw2XsBapnkljzZewG7IXOZ4Nl7A85yOxns2XsDMyydcdDZewENiWTx3Nl7ACpF+Z2g2XsA1Ia1HazZewBohOd1jNl7ALnNnvWY2XsCkIO5SXzZewJ40HDNiNl7Ano+dyFo2XsB4ZcuoXTZewFTswNNONl7AuLvrs1E2XsAwidHeQjZewA9S+b5FNl7AX1GbFCg2XsDYgrr0KjZewEj+0LQUNl7AlmDqlBc2XsApp+FUATZewCk69TQENl7AMco/yvw1XsDVHlOq/zVewFwP29TwNV7AEl3rtPM1XsCHvShK7DVewNfMOCrvNV7AGF6mVOA1XsBkZrM04zVewCeX48nbNV7A/2Dwqd41XsD2Phs/1zVewFfKJx/aNV7AelVNtNI1XsBkolmU1TVewKvaeSnONV7AGemFCdE1XsCAzqCeyTVewG6erH7MNV7A7TDCE8U1XsBbws3zxzVewOwB3ojANV7A01TpaMM1XsBxQfT9uzVewM9V/92+NV7Ac+8Ec7c1XsBFxQ9TujVewFDIDX2rNV7AxpYVXa41XsAmAA7ypjVewAWQFdKpNV7AajL5+5o1XsDWuv3bnTVewJai0QWPNV7AfCPT5ZE1XsDEYQxLQDVewGmDKWs9NV7AL2K7lC41XsANoOC0KzVewEWJqEkkNV7AfDUAih41XsCvJsseFzVewF8cpJ8LNV7ArKd3NAQ1XsBHB7dUATVewEQ9TGbNNF7AE175RdA0XsC1qv5WnDRewBkKZXeZNF7A0N+8XnQ0XsAykkg+dzRewKCaB+M7NF7ARIx/wj40XsC+WJDrLzRewHZBBcsyNF7AmVMG9CM0XsBWM3jTJjRewBOLafwXNF7AwmHY2xo0XsBWdUpwEzRewGsMuU8WNF7A7wKQeAc0XsDekPtXCjRewPKbIhX0M17ApGq/NfEzXsB+eR/K6TNewDjhf6nsM17AoZzaPeUzXsCixDod6DNewJUskLHgM17A2RTwkOMzXsBRKUAl3DNewO8wpGHtM17AlwHh9eUzXsDrG03V6DNewPWYhGnhM17AinPwSOQzXsDsnCLd3DNewME3jrzfM17Acw27UNgzXsCEaCYw2zNewIvicljMM17ADzTbN88zXsAQgzL0uDNewCkBldO7M17AZ/C8+6wzXsDOZBzbrzNewISYNAOhM17AKQOR4qMzXsAzhJZ2nDNewOuu8lWfM17AGdzy6ZczXsDgxk7JmjNewC2gSV2TM17AAEulPJYzXsBl0JrQjjNewEM79q+RM17AtmzmQ4ozXsCbl0EjjTNewBl1LLeFM17AAGCHlogzXsCC6WwqgTNewGuUxwmEM17A6smnnXwzXsC4KV9cgjNewCVBN/B6M17A+DTzroAzXsBALsNCeTNewBu2gwF/M17ALJFLlXczXsAbrRBUfTNewONp0Od1M17A5xmapnszXsBXuFE6dDNewHj8H/l5M17AfHzPjHIzXsDCVKJLeDNewEm2Sd9wM17AbSe0vnMzXsCfNFZSbDNewLJlwDFvM17ANU33WGAzXsD0c144YzNewF+ehV9UM17AvrrpPlczXsB0tnbSTzNewKmS2rFSM17A6zliRUszXsD91cUkTjNewMMoSLhGM17AqYSrl0kzXsDvgigrQjNewKaeiwpFM17AZEgDnj0zXsCgictcQzNewGwUO/A7M17A8Dmgzz4zXsAkcApjNzNewPLE1iE9M17AGNw4tTUzXsBiC6CUODNewN7N/CcxM17Awzk5xjkzXsCYEotZMjNewH0jZRg4M17AEN2uqzAzXsAFgo1qNjNewEMcz/0uM17AVVWyvDQzXsAt0OtPLTNewF2d0w4zM17AvvgEoiszXsAXWvFgMTNewO2VGvQpM17AgsuR0ywzXsBgsrVmJTNewGoxIgUuM17A+C07mCYzXsCEkzkWMjNewPLaRKkqM17AfvTVRzMzXsBZUdbaKzNewNzodXk0M17AAFtrDC0zXsCbiYfLMjNewLLbdF4rM17Ax56VHTEzXsC/0HqwKTNewFUooG8vM17AHzp9AigzXsDm6hDiKjNewNmmh3jvMl7A+IoHWPIyXsD4wkEQ3DJewLDQu+/eMl7Ae6slFdAyXsCxrZz00jJewP0FoKy8Ml7AjjERjL8yXsAYd1axsDJewP+WxJCzMl7A6Z5gI6wyXsA0fs4CrzJewEVY+SegMl7AzitkB6MyXsDr/fKZmzJewM2QXXmeMl7AOw3nC5cyXsB1X1HrmTJewC2G1X2SMl7AzzOsPJgyXsCTOSjPkDJewO96A46WMl7ArF93II8yXsA+NEGemjJewFNhpzCTMl7AOQ4Rz5syXsDHTmxhlDJewOr1676iMl7AHLM2UZsyXsCfw0IQoTJewF9fhaKZMl7A9gOWYZ8yXsAvftDzlzJewOC25bKdMl7AhQ8YRZYyXsBW3DEEnDJewFETXJaUMl7Aav7pdZcyXsAn3w4IkDJewLq+LMeVMl7Asn1JWY4yXsBu8WsYlDJewI+OgKqMMl7AHM0Sio8yXsDkEyIciDJewFyaSNuNMl7AL79PbYYyXsAYB+RMiTJewH/V5d6BMl7Aqdx5voQyXsDAwCu8UDJewBxLq9xNMl7AgDY1tigyXsCLsaeVKzJewNPzOUsVMl7AUJamKhgyXsBRlBngATJewBxegL8EMl7ATQ8Q4/UxXsAkzHPC+DFewI268+XpMV7AX2pUxewxXsDwlcTo3TFewLA4IsjgMV7AZ7LTWdkxXsD3EzE53DFewPY23crUMV7AVVc6qtcxXsANZYXNyDFewDl436zLMV7A7WJ+PsQxXsDdNNgdxzFewMTIca+/MV7AclnLjsIxXsDRSPGxszFewCzMR5G2MV7AQnYMERMxXsCm9yfwFTFewH9BFaT/MF7Aa+gqgwIxXsCVy7al8zBewFVkyYT2MF7AJnm3ydgwXsC4asGo2zBewCTlUFzFMF7A0vtUO8gwXsD1MMXusTBewJ5sw820MF7Abez776UwXsCJGffOqDBewLpjMIKSMF7AlrUlYZUwXsCiXUQ2cDBewC8LXVdtMF7As1le6GUwXsDw7ZwqYDBewFFLobtYMF7ALqPv/VIwXsBy8Ila8i9ewPMYPTn1L17AOj/g694vXsB8i43K4S9ewPhWPezSL17AzZPnytUvXsDnz1N9vy9ewPn5sZ68L17AQb8PUaYvXsC92nhyoy9ewGV/QAOcL17AR/K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\"},\"order\":\"little\",\"dtype\":\"float64\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1062\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1063\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1058\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_width\":3,\"line_dash\":[2,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1059\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_alpha\":0.1,\"line_width\":3,\"line_dash\":[2,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1060\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_alpha\":0.2,\"line_width\":3,\"line_dash\":[2,4]}}}}],\"toolbar\":{\"type\":\"object\",\"name\":\"Toolbar\",\"id\":\"p1010\",\"attributes\":{\"autohide\":true,\"tools\":[{\"type\":\"object\",\"name\":\"PanTool\",\"id\":\"p1023\"},{\"type\":\"object\",\"name\":\"WheelZoomTool\",\"id\":\"p1024\",\"attributes\":{\"renderers\":\"auto\"}},{\"type\":\"object\",\"name\":\"BoxZoomTool\",\"id\":\"p1025\",\"attributes\":{\"overlay\":{\"type\":\"object\",\"name\":\"BoxAnnotation\",\"id\":\"p1026\",\"attributes\":{\"syncable\":false,\"level\":\"overlay\",\"visible\":false,\"left\":{\"type\":\"number\",\"value\":\"nan\"},\"right\":{\"type\":\"number\",\"value\":\"nan\"},\"top\":{\"type\":\"number\",\"value\":\"nan\"},\"bottom\":{\"type\":\"number\",\"value\":\"nan\"},\"left_units\":\"canvas\",\"right_units\":\"canvas\",\"top_units\":\"canvas\",\"bottom_units\":\"canvas\",\"line_color\":\"black\",\"line_alpha\":1.0,\"line_width\":2,\"line_dash\":[4,4],\"fill_color\":\"lightgrey\",\"fill_alpha\":0.5}}}},{\"type\":\"object\",\"name\":\"SaveTool\",\"id\":\"p1031\"},{\"type\":\"object\",\"name\":\"ResetTool\",\"id\":\"p1032\"},{\"type\":\"object\",\"name\":\"HelpTool\",\"id\":\"p1033\"}]}},\"left\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1018\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1019\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1020\"},\"axis_label\":\"Latitude\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1021\"}}}],\"below\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1013\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1014\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1015\"},\"axis_label\":\"Longitude\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1016\"}}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1017\",\"attributes\":{\"axis\":{\"id\":\"p1013\"}}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1022\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p1018\"}}},{\"type\":\"object\",\"name\":\"Legend\",\"id\":\"p1043\",\"attributes\":{\"location\":\"bottom_right\",\"items\":[{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1044\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"HYSETS\"},\"renderers\":[{\"id\":\"p1040\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1054\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"WSC\"},\"renderers\":[{\"id\":\"p1051\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1064\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"BCUB\"},\"renderers\":[{\"id\":\"p1061\"}]}}]}}]}}]}};\n",
-       "  const render_items = [{\"docid\":\"4004ea33-0ccb-42b9-9615-21aa1241e782\",\"roots\":{\"p1001\":\"e02b8aa2-9b54-4683-b087-1cc7dc1349a7\"},\"root_ids\":[\"p1001\"]}];\n",
-       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
-       "  }\n",
-       "  if (root.Bokeh !== undefined) {\n",
-       "    embed_document(root);\n",
-       "  } else {\n",
-       "    let attempts = 0;\n",
-       "    const timer = setInterval(function(root) {\n",
-       "      if (root.Bokeh !== undefined) {\n",
-       "        clearInterval(timer);\n",
-       "        embed_document(root);\n",
-       "      } else {\n",
-       "        attempts++;\n",
-       "        if (attempts > 100) {\n",
-       "          clearInterval(timer);\n",
-       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
-       "        }\n",
-       "      }\n",
-       "    }, 10, root)\n",
-       "  }\n",
-       "})(window);"
-      ],
-      "application/vnd.bokehjs_exec.v0+json": ""
-     },
-     "metadata": {
-      "application/vnd.bokehjs_exec.v0+json": {
-       "id": "p1001"
-      }
-     },
-     "output_type": "display_data"
-    }
-   ],
+   "outputs": [],
    "source": [
     "show(p1)"
    ]
diff --git a/validation/Compare_perimeter_length.ipynb b/validation/Compare_perimeter_length.ipynb
index a8cff1d..878cb58 100644
--- a/validation/Compare_perimeter_length.ipynb
+++ b/validation/Compare_perimeter_length.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 3,
    "id": "40428f49-47c1-4028-b203-f58442ae63d4",
    "metadata": {},
    "outputs": [
@@ -19,7 +19,7 @@
        "    </style>\n",
        "    <div>\n",
        "        <a href=\"https://bokeh.org\" target=\"_blank\" class=\"bk-notebook-logo\"></a>\n",
-       "        <span id=\"f462515f-7814-4c6e-b272-62d0b568a4a8\">Loading BokehJS ...</span>\n",
+       "        <span id=\"ba4a2387-b5a7-447a-8f3f-e976fd69118f\">Loading BokehJS ...</span>\n",
        "    </div>\n"
       ]
      },
@@ -29,6 +29,7 @@
     {
      "data": {
       "application/javascript": [
+       "'use strict';\n",
        "(function(root) {\n",
        "  function now() {\n",
        "    return new Date();\n",
@@ -190,17 +191,42 @@
        "     \"</code>\\n\"+\n",
        "     \"</div>\"}};\n",
        "\n",
-       "  function display_loaded() {\n",
-       "    const el = document.getElementById(\"f462515f-7814-4c6e-b272-62d0b568a4a8\");\n",
+       "  function display_loaded(error = null) {\n",
+       "    const el = document.getElementById(\"ba4a2387-b5a7-447a-8f3f-e976fd69118f\");\n",
        "    if (el != null) {\n",
-       "      el.textContent = \"BokehJS is loading...\";\n",
-       "    }\n",
-       "    if (root.Bokeh !== undefined) {\n",
-       "      if (el != null) {\n",
-       "        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
+       "      const html = (() => {\n",
+       "        if (typeof root.Bokeh === \"undefined\") {\n",
+       "          if (error == null) {\n",
+       "            return \"BokehJS is loading ...\";\n",
+       "          } else {\n",
+       "            return \"BokehJS failed to load.\";\n",
+       "          }\n",
+       "        } else {\n",
+       "          const prefix = `BokehJS ${root.Bokeh.version}`;\n",
+       "          if (error == null) {\n",
+       "            return `${prefix} successfully loaded.`;\n",
+       "          } else {\n",
+       "            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n",
+       "          }\n",
+       "        }\n",
+       "      })();\n",
+       "      el.innerHTML = html;\n",
+       "\n",
+       "      if (error != null) {\n",
+       "        const wrapper = document.createElement(\"div\");\n",
+       "        wrapper.style.overflow = \"auto\";\n",
+       "        wrapper.style.height = \"5em\";\n",
+       "        wrapper.style.resize = \"vertical\";\n",
+       "        const content = document.createElement(\"div\");\n",
+       "        content.style.fontFamily = \"monospace\";\n",
+       "        content.style.whiteSpace = \"pre-wrap\";\n",
+       "        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n",
+       "        content.textContent = error.stack ?? error.toString();\n",
+       "        wrapper.append(content);\n",
+       "        el.append(wrapper);\n",
        "      }\n",
        "    } else if (Date.now() < root._bokeh_timeout) {\n",
-       "      setTimeout(display_loaded, 100)\n",
+       "      setTimeout(() => display_loaded(error), 100);\n",
        "    }\n",
        "  }\n",
        "\n",
@@ -274,7 +300,7 @@
        "    document.body.appendChild(element);\n",
        "  }\n",
        "\n",
-       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.3.3.min.js\"];\n",
+       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.4.1.min.js\"];\n",
        "  const css_urls = [];\n",
        "\n",
        "  const inline_js = [    function(Bokeh) {\n",
@@ -286,10 +312,13 @@
        "\n",
        "  function run_inline_js() {\n",
        "    if (root.Bokeh !== undefined || force === true) {\n",
-       "          for (let i = 0; i < inline_js.length; i++) {\n",
+       "      try {\n",
+       "            for (let i = 0; i < inline_js.length; i++) {\n",
        "      inline_js[i].call(root, root.Bokeh);\n",
        "    }\n",
-       "if (force === true) {\n",
+       "\n",
+       "      } catch (error) {display_loaded(error);throw error;\n",
+       "      }if (force === true) {\n",
        "        display_loaded();\n",
        "      }} else if (Date.now() < root._bokeh_timeout) {\n",
        "      setTimeout(run_inline_js, 100);\n",
@@ -297,7 +326,7 @@
        "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
        "      root._bokeh_failed_load = true;\n",
        "    } else if (force !== true) {\n",
-       "      const cell = $(document.getElementById(\"f462515f-7814-4c6e-b272-62d0b568a4a8\")).parents('.cell').data().cell;\n",
+       "      const cell = $(document.getElementById(\"ba4a2387-b5a7-447a-8f3f-e976fd69118f\")).parents('.cell').data().cell;\n",
        "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
        "    }\n",
        "  }\n",
@@ -313,7 +342,7 @@
        "  }\n",
        "}(window));"
       ],
-      "application/vnd.bokehjs_load.v0+json": "(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded() {\n    const el = document.getElementById(\"f462515f-7814-4c6e-b272-62d0b568a4a8\");\n    if (el != null) {\n      el.textContent = \"BokehJS is loading...\";\n    }\n    if (root.Bokeh !== undefined) {\n      if (el != null) {\n        el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(display_loaded, 100)\n    }\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.3.3.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.3.3.min.js\"];\n  const css_urls = [];\n\n  const inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {\n    }\n  ];\n\n  function run_inline_js() {\n    if (root.Bokeh !== undefined || force === true) {\n          for (let i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\nif (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      const cell = $(document.getElementById(\"f462515f-7814-4c6e-b272-62d0b568a4a8\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
+      "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded(error = null) {\n    const el = document.getElementById(\"ba4a2387-b5a7-447a-8f3f-e976fd69118f\");\n    if (el != null) {\n      const html = (() => {\n        if (typeof root.Bokeh === \"undefined\") {\n          if (error == null) {\n            return \"BokehJS is loading ...\";\n          } else {\n            return \"BokehJS failed to load.\";\n          }\n        } else {\n          const prefix = `BokehJS ${root.Bokeh.version}`;\n          if (error == null) {\n            return `${prefix} successfully loaded.`;\n          } else {\n            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n          }\n        }\n      })();\n      el.innerHTML = html;\n\n      if (error != null) {\n        const wrapper = document.createElement(\"div\");\n        wrapper.style.overflow = \"auto\";\n        wrapper.style.height = \"5em\";\n        wrapper.style.resize = \"vertical\";\n        const content = document.createElement(\"div\");\n        content.style.fontFamily = \"monospace\";\n        content.style.whiteSpace = \"pre-wrap\";\n        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n        content.textContent = error.stack ?? error.toString();\n        wrapper.append(content);\n        el.append(wrapper);\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(() => display_loaded(error), 100);\n    }\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.4.1.min.js\"];\n  const css_urls = [];\n\n  const inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {\n    }\n  ];\n\n  function run_inline_js() {\n    if (root.Bokeh !== undefined || force === true) {\n      try {\n            for (let i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\n\n      } catch (error) {display_loaded(error);throw error;\n      }if (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      const cell = $(document.getElementById(\"ba4a2387-b5a7-447a-8f3f-e976fd69118f\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
      },
      "metadata": {},
      "output_type": "display_data"
@@ -364,7 +393,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 8,
    "id": "443f2e0e-bf0e-4e5c-b74d-deb605e2f167",
    "metadata": {},
    "outputs": [
@@ -494,7 +523,7 @@
        "4              NaN                NaN                 NaN    NaN  0.196332  "
       ]
      },
-     "execution_count": 2,
+     "execution_count": 8,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -507,7 +536,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 9,
    "id": "81db835c-d857-4c91-8f7f-27de45f92955",
    "metadata": {},
    "outputs": [
@@ -530,7 +559,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 10,
    "id": "20b7b0f0-3d20-4943-aeff-067a667c2db8",
    "metadata": {},
    "outputs": [
@@ -673,7 +702,7 @@
        "5           30.367425  "
       ]
      },
-     "execution_count": 4,
+     "execution_count": 10,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -688,7 +717,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 11,
    "id": "242ead07-b345-43c2-aff7-bd31e84d4295",
    "metadata": {},
    "outputs": [
@@ -709,7 +738,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 12,
    "id": "1dc02723-e19d-43f1-85d5-4971cdbabf60",
    "metadata": {},
    "outputs": [],
@@ -735,7 +764,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 16,
+   "execution_count": 13,
    "id": "22b07744-1ea5-47a6-a429-ee519b0388fc",
    "metadata": {},
    "outputs": [
@@ -753,7 +782,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 18,
+   "execution_count": 14,
    "id": "f5c8ce5e-5eae-475c-9cf2-820a04c5f267",
    "metadata": {},
    "outputs": [
@@ -761,7 +790,7 @@
      "data": {
       "text/html": [
        "\n",
-       "  <div id=\"f53ad601-10e8-4578-a08e-c892d399cbef\" data-root-id=\"p1236\" style=\"display: contents;\"></div>\n"
+       "  <div id=\"bfac7337-854f-4a9f-882c-14508261aa33\" data-root-id=\"p1001\" style=\"display: contents;\"></div>\n"
       ]
      },
      "metadata": {},
@@ -772,9 +801,9 @@
       "application/javascript": [
        "(function(root) {\n",
        "  function embed_document(root) {\n",
-       "  const docs_json = {\"a518db91-4643-4ec4-8ca9-e1a8cc1669e4\":{\"version\":\"3.3.3\",\"title\":\"Bokeh 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\"},\"shape\":[715],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1275\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1276\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Circle\",\"id\":\"p1271\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.5},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.5},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.5}}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Circle\",\"id\":\"p1272\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.1},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.1},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.1}}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Circle\",\"id\":\"p1273\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.2},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.2},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.2}}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p1283\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1277\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1278\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1279\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",[0,0]],[\"y\",[0,65]]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1284\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1285\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1280\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_width\":3,\"line_dash\":[6]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1281\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_alpha\":0.1,\"line_width\":3,\"line_dash\":[6]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1282\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_alpha\":0.2,\"line_width\":3,\"line_dash\":[6]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p1294\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1288\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1289\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1290\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",[-8,8]],[\"y\",[0,0]]]}}},\"v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from baseline perimeter [%] \",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1255\"}}}],\"below\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1247\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1248\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1249\"},\"axis_label\":\"Deviation from baseline area [%]\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1250\"}}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1251\",\"attributes\":{\"axis\":{\"id\":\"p1247\"}}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1256\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p1252\"}}},{\"type\":\"object\",\"name\":\"Legend\",\"id\":\"p1286\",\"attributes\":{\"items\":[{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1287\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Equal Area\"},\"renderers\":[{\"id\":\"p1283\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1297\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Equal Perimeter\"},\"renderers\":[{\"id\":\"p1294\"}]}}]}}]}}]}};\n",
-       "  const render_items = [{\"docid\":\"a518db91-4643-4ec4-8ca9-e1a8cc1669e4\",\"roots\":{\"p1236\":\"f53ad601-10e8-4578-a08e-c892d399cbef\"},\"root_ids\":[\"p1236\"]}];\n",
-       "  root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
+       "  const docs_json = {\"6885306b-40a7-4589-911e-c7403f8b7478\":{\"version\":\"3.4.1\",\"title\":\"Bokeh 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\"},\"shape\":[715],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1040\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1041\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Circle\",\"id\":\"p1036\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.5},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.5},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.5}}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Circle\",\"id\":\"p1037\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.1},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.1},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.1}}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Circle\",\"id\":\"p1038\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.2},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.2},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.2}}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p1048\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1042\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1043\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1044\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",[0,0]],[\"y\",[0,65]]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1049\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1050\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1045\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_width\":3,\"line_dash\":[6]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1046\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_alpha\":0.1,\"line_width\":3,\"line_dash\":[6]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1047\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_alpha\":0.2,\"line_width\":3,\"line_dash\":[6]}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p1059\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1053\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1054\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1055\"},\"data\":{\"type\":\"map\",\"entries\":[[\"x\",[-8,8]],[\"y\",[0,0]]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1060\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1061\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1056\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_width\":3,\"line_dash\":[2,4]}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1057\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_alpha\":0.1,\"line_width\":3,\"line_dash\":[2,4]}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Line\",\"id\":\"p1058\",\"attributes\":{\"x\":{\"type\":\"field\",\"field\":\"x\"},\"y\":{\"type\":\"field\",\"field\":\"y\"},\"line_color\":\"red\",\"line_alpha\":0.2,\"line_width\":3,\"line_dash\":[2,4]}}}}],\"toolbar\":{\"type\":\"object\",\"name\":\"Toolbar\",\"id\":\"p1009\",\"attributes\":{\"autohide\":true,\"tools\":[{\"type\":\"object\",\"name\":\"PanTool\",\"id\":\"p1022\"},{\"type\":\"object\",\"name\":\"WheelZoomTool\",\"id\":\"p1023\",\"attributes\":{\"renderers\":\"auto\"}},{\"type\":\"object\",\"name\":\"BoxZoomTool\",\"id\":\"p1024\",\"attributes\":{\"overlay\":{\"type\":\"object\",\"name\":\"BoxAnnotation\",\"id\":\"p1025\",\"attributes\":{\"syncable\":false,\"level\":\"overlay\",\"visible\":false,\"left\":{\"type\":\"number\",\"value\":\"nan\"},\"right\":{\"type\":\"number\",\"value\":\"nan\"},\"top\":{\"type\":\"number\",\"value\":\"nan\"},\"bottom\":{\"type\":\"number\",\"value\":\"nan\"},\"left_units\":\"canvas\",\"right_units\":\"canvas\",\"top_units\":\"canvas\",\"bottom_units\":\"canvas\",\"line_color\":\"black\",\"line_alpha\":1.0,\"line_width\":2,\"line_dash\":[4,4],\"fill_color\":\"lightgrey\",\"fill_alpha\":0.5}}}},{\"type\":\"object\",\"name\":\"SaveTool\",\"id\":\"p1030\"},{\"type\":\"object\",\"name\":\"ResetTool\",\"id\":\"p1031\"},{\"type\":\"object\",\"name\":\"HelpTool\",\"id\":\"p1032\"}]}},\"toolbar_location\":\"above\",\"left\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1017\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1018\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1019\"},\"axis_label\":\"Deviation from baseline perimeter [%] \",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1020\"}}}],\"below\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1012\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1013\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1014\"},\"axis_label\":\"Deviation from baseline area [%]\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1015\"}}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1016\",\"attributes\":{\"axis\":{\"id\":\"p1012\"}}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1021\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p1017\"}}},{\"type\":\"object\",\"name\":\"Legend\",\"id\":\"p1051\",\"attributes\":{\"items\":[{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1052\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Equal Area\"},\"renderers\":[{\"id\":\"p1048\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1062\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"Equal Perimeter\"},\"renderers\":[{\"id\":\"p1059\"}]}}]}}]}}]}};\n",
+       "  const render_items = [{\"docid\":\"6885306b-40a7-4589-911e-c7403f8b7478\",\"roots\":{\"p1001\":\"bfac7337-854f-4a9f-882c-14508261aa33\"},\"root_ids\":[\"p1001\"]}];\n",
+       "  void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
        "  }\n",
        "  if (root.Bokeh !== undefined) {\n",
        "    embed_document(root);\n",
@@ -799,7 +828,7 @@
      },
      "metadata": {
       "application/vnd.bokehjs_exec.v0+json": {
-       "id": "p1236"
+       "id": "p1001"
       }
      },
      "output_type": "display_data"
@@ -808,33 +837,835 @@
    "source": [
     "p1 = binned_fig(df, 'area_diff_pct', 'perimeter_diff_pct', 100)\n",
     "p1.yaxis.axis_label = 'Deviation from baseline perimeter [%] '\n",
+    "\n",
     "p1.toolbar.autohide = True\n",
     "show(p1)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 18,
+   "id": "b6df0393-4774-4a6d-889a-8ea0254fe81f",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/javascript": [
+       "(function(root) {\n",
+       "  function now() {\n",
+       "    return new Date();\n",
+       "  }\n",
+       "\n",
+       "  var force = true;\n",
+       "  var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n",
+       "  var reloading = false;\n",
+       "  var Bokeh = root.Bokeh;\n",
+       "\n",
+       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n",
+       "    root._bokeh_timeout = Date.now() + 5000;\n",
+       "    root._bokeh_failed_load = false;\n",
+       "  }\n",
+       "\n",
+       "  function run_callbacks() {\n",
+       "    try {\n",
+       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
+       "        if (callback != null)\n",
+       "          callback();\n",
+       "      });\n",
+       "    } finally {\n",
+       "      delete root._bokeh_onload_callbacks;\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
+       "  }\n",
+       "\n",
+       "  function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
+       "    if (css_urls == null) css_urls = [];\n",
+       "    if (js_urls == null) js_urls = [];\n",
+       "    if (js_modules == null) js_modules = [];\n",
+       "    if (js_exports == null) js_exports = {};\n",
+       "\n",
+       "    root._bokeh_onload_callbacks.push(callback);\n",
+       "\n",
+       "    if (root._bokeh_is_loading > 0) {\n",
+       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
+       "      return null;\n",
+       "    }\n",
+       "    if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
+       "      run_callbacks();\n",
+       "      return null;\n",
+       "    }\n",
+       "    if (!reloading) {\n",
+       "      console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
+       "    }\n",
+       "\n",
+       "    function on_load() {\n",
+       "      root._bokeh_is_loading--;\n",
+       "      if (root._bokeh_is_loading === 0) {\n",
+       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
+       "        run_callbacks()\n",
+       "      }\n",
+       "    }\n",
+       "    window._bokeh_on_load = on_load\n",
+       "\n",
+       "    function on_error() {\n",
+       "      console.error(\"failed to load \" + url);\n",
+       "    }\n",
+       "\n",
+       "    var skip = [];\n",
+       "    if (window.requirejs) {\n",
+       "      window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n",
+       "      root._bokeh_is_loading = css_urls.length + 0;\n",
+       "    } else {\n",
+       "      root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
+       "    }\n",
+       "\n",
+       "    var existing_stylesheets = []\n",
+       "    var links = document.getElementsByTagName('link')\n",
+       "    for (var i = 0; i < links.length; i++) {\n",
+       "      var link = links[i]\n",
+       "      if (link.href != null) {\n",
+       "\texisting_stylesheets.push(link.href)\n",
+       "      }\n",
+       "    }\n",
+       "    for (var i = 0; i < css_urls.length; i++) {\n",
+       "      var url = css_urls[i];\n",
+       "      if (existing_stylesheets.indexOf(url) !== -1) {\n",
+       "\ton_load()\n",
+       "\tcontinue;\n",
+       "      }\n",
+       "      const element = document.createElement(\"link\");\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error;\n",
+       "      element.rel = \"stylesheet\";\n",
+       "      element.type = \"text/css\";\n",
+       "      element.href = url;\n",
+       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
+       "      document.body.appendChild(element);\n",
+       "    }    var existing_scripts = []\n",
+       "    var scripts = document.getElementsByTagName('script')\n",
+       "    for (var i = 0; i < scripts.length; i++) {\n",
+       "      var script = scripts[i]\n",
+       "      if (script.src != null) {\n",
+       "\texisting_scripts.push(script.src)\n",
+       "      }\n",
+       "    }\n",
+       "    for (var i = 0; i < js_urls.length; i++) {\n",
+       "      var url = js_urls[i];\n",
+       "      if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
+       "\tif (!window.requirejs) {\n",
+       "\t  on_load();\n",
+       "\t}\n",
+       "\tcontinue;\n",
+       "      }\n",
+       "      var element = document.createElement('script');\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error;\n",
+       "      element.async = false;\n",
+       "      element.src = url;\n",
+       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
+       "      document.head.appendChild(element);\n",
+       "    }\n",
+       "    for (var i = 0; i < js_modules.length; i++) {\n",
+       "      var url = js_modules[i];\n",
+       "      if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
+       "\tif (!window.requirejs) {\n",
+       "\t  on_load();\n",
+       "\t}\n",
+       "\tcontinue;\n",
+       "      }\n",
+       "      var element = document.createElement('script');\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error;\n",
+       "      element.async = false;\n",
+       "      element.src = url;\n",
+       "      element.type = \"module\";\n",
+       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
+       "      document.head.appendChild(element);\n",
+       "    }\n",
+       "    for (const name in js_exports) {\n",
+       "      var url = js_exports[name];\n",
+       "      if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
+       "\tif (!window.requirejs) {\n",
+       "\t  on_load();\n",
+       "\t}\n",
+       "\tcontinue;\n",
+       "      }\n",
+       "      var element = document.createElement('script');\n",
+       "      element.onerror = on_error;\n",
+       "      element.async = false;\n",
+       "      element.type = \"module\";\n",
+       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
+       "      element.textContent = `\n",
+       "      import ${name} from \"${url}\"\n",
+       "      window.${name} = ${name}\n",
+       "      window._bokeh_on_load()\n",
+       "      `\n",
+       "      document.head.appendChild(element);\n",
+       "    }\n",
+       "    if (!js_urls.length && !js_modules.length) {\n",
+       "      on_load()\n",
+       "    }\n",
+       "  };\n",
+       "\n",
+       "  function inject_raw_css(css) {\n",
+       "    const element = document.createElement(\"style\");\n",
+       "    element.appendChild(document.createTextNode(css));\n",
+       "    document.body.appendChild(element);\n",
+       "  }\n",
+       "\n",
+       "  var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.holoviz.org/panel/1.4.2/dist/panel.min.js\"];\n",
+       "  var js_modules = [];\n",
+       "  var js_exports = {};\n",
+       "  var css_urls = [];\n",
+       "  var inline_js = [    function(Bokeh) {\n",
+       "      Bokeh.set_log_level(\"info\");\n",
+       "    },\n",
+       "function(Bokeh) {} // ensure no trailing comma for IE\n",
+       "  ];\n",
+       "\n",
+       "  function run_inline_js() {\n",
+       "    if ((root.Bokeh !== undefined) || (force === true)) {\n",
+       "      for (var i = 0; i < inline_js.length; i++) {\n",
+       "\ttry {\n",
+       "          inline_js[i].call(root, root.Bokeh);\n",
+       "\t} catch(e) {\n",
+       "\t  if (!reloading) {\n",
+       "\t    throw e;\n",
+       "\t  }\n",
+       "\t}\n",
+       "      }\n",
+       "      // Cache old bokeh versions\n",
+       "      if (Bokeh != undefined && !reloading) {\n",
+       "\tvar NewBokeh = root.Bokeh;\n",
+       "\tif (Bokeh.versions === undefined) {\n",
+       "\t  Bokeh.versions = new Map();\n",
+       "\t}\n",
+       "\tif (NewBokeh.version !== Bokeh.version) {\n",
+       "\t  Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
+       "\t}\n",
+       "\troot.Bokeh = Bokeh;\n",
+       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(run_inline_js, 100);\n",
+       "    } else if (!root._bokeh_failed_load) {\n",
+       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
+       "      root._bokeh_failed_load = true;\n",
+       "    }\n",
+       "    root._bokeh_is_initializing = false\n",
+       "  }\n",
+       "\n",
+       "  function load_or_wait() {\n",
+       "    // Implement a backoff loop that tries to ensure we do not load multiple\n",
+       "    // versions of Bokeh and its dependencies at the same time.\n",
+       "    // In recent versions we use the root._bokeh_is_initializing flag\n",
+       "    // to determine whether there is an ongoing attempt to initialize\n",
+       "    // bokeh, however for backward compatibility we also try to ensure\n",
+       "    // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n",
+       "    // before older versions are fully initialized.\n",
+       "    if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n",
+       "      root._bokeh_is_initializing = false;\n",
+       "      root._bokeh_onload_callbacks = undefined;\n",
+       "      console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n",
+       "      load_or_wait();\n",
+       "    } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
+       "      setTimeout(load_or_wait, 100);\n",
+       "    } else {\n",
+       "      root._bokeh_is_initializing = true\n",
+       "      root._bokeh_onload_callbacks = []\n",
+       "      var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
+       "      if (!reloading && !bokeh_loaded) {\n",
+       "\troot.Bokeh = undefined;\n",
+       "      }\n",
+       "      load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
+       "\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
+       "\trun_inline_js();\n",
+       "      });\n",
+       "    }\n",
+       "  }\n",
+       "  // Give older versions of the autoload script a head-start to ensure\n",
+       "  // they initialize before we start loading newer version.\n",
+       "  setTimeout(load_or_wait, 100)\n",
+       "}(window));"
+      ],
+      "application/vnd.holoviews_load.v0+json": "(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  var force = true;\n  var py_version = '3.4.1'.replace('rc', '-rc.').replace('.dev', '-dev.');\n  var reloading = false;\n  var Bokeh = root.Bokeh;\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks;\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n    if (js_modules == null) js_modules = [];\n    if (js_exports == null) js_exports = {};\n\n    root._bokeh_onload_callbacks.push(callback);\n\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n      run_callbacks();\n      return null;\n    }\n    if (!reloading) {\n      console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    }\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n    window._bokeh_on_load = on_load\n\n    function on_error() {\n      console.error(\"failed to load \" + url);\n    }\n\n    var skip = [];\n    if (window.requirejs) {\n      window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n      root._bokeh_is_loading = css_urls.length + 0;\n    } else {\n      root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n    }\n\n    var existing_stylesheets = []\n    var links = document.getElementsByTagName('link')\n    for (var i = 0; i < links.length; i++) {\n      var link = links[i]\n      if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n      }\n    }\n    for (var i = 0; i < css_urls.length; i++) {\n      var url = css_urls[i];\n      if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n      }\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }    var existing_scripts = []\n    var scripts = document.getElementsByTagName('script')\n    for (var i = 0; i < scripts.length; i++) {\n      var script = scripts[i]\n      if (script.src != null) {\n\texisting_scripts.push(script.src)\n      }\n    }\n    for (var i = 0; i < js_urls.length; i++) {\n      var url = js_urls[i];\n      if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t  on_load();\n\t}\n\tcontinue;\n      }\n      var element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n    for (var i = 0; i < js_modules.length; i++) {\n      var url = js_modules[i];\n      if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t  on_load();\n\t}\n\tcontinue;\n      }\n      var element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error;\n      element.async = false;\n      element.src = url;\n      element.type = \"module\";\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n    for (const name in js_exports) {\n      var url = js_exports[name];\n      if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t  on_load();\n\t}\n\tcontinue;\n      }\n      var element = document.createElement('script');\n      element.onerror = on_error;\n      element.async = false;\n      element.type = \"module\";\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      element.textContent = `\n      import ${name} from \"${url}\"\n      window.${name} = ${name}\n      window._bokeh_on_load()\n      `\n      document.head.appendChild(element);\n    }\n    if (!js_urls.length && !js_modules.length) {\n      on_load()\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.holoviz.org/panel/1.4.2/dist/panel.min.js\"];\n  var js_modules = [];\n  var js_exports = {};\n  var css_urls = [];\n  var inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n  ];\n\n  function run_inline_js() {\n    if ((root.Bokeh !== undefined) || (force === true)) {\n      for (var i = 0; i < inline_js.length; i++) {\n\ttry {\n          inline_js[i].call(root, root.Bokeh);\n\t} catch(e) {\n\t  if (!reloading) {\n\t    throw e;\n\t  }\n\t}\n      }\n      // Cache old bokeh versions\n      if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t  Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t  Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    }\n    root._bokeh_is_initializing = false\n  }\n\n  function load_or_wait() {\n    // Implement a backoff loop that tries to ensure we do not load multiple\n    // versions of Bokeh and its dependencies at the same time.\n    // In recent versions we use the root._bokeh_is_initializing flag\n    // to determine whether there is an ongoing attempt to initialize\n    // bokeh, however for backward compatibility we also try to ensure\n    // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n    // before older versions are fully initialized.\n    if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n      root._bokeh_is_initializing = false;\n      root._bokeh_onload_callbacks = undefined;\n      console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n      load_or_wait();\n    } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n      setTimeout(load_or_wait, 100);\n    } else {\n      root._bokeh_is_initializing = true\n      root._bokeh_onload_callbacks = []\n      var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n      if (!reloading && !bokeh_loaded) {\n\troot.Bokeh = undefined;\n      }\n      load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n      });\n    }\n  }\n  // Give older versions of the autoload script a head-start to ensure\n  // they initialize before we start loading newer version.\n  setTimeout(load_or_wait, 100)\n}(window));"
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/javascript": [
+       "\n",
+       "if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n",
+       "  window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n",
+       "}\n",
+       "\n",
+       "\n",
+       "    function JupyterCommManager() {\n",
+       "    }\n",
+       "\n",
+       "    JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n",
+       "      if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
+       "        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
+       "        comm_manager.register_target(comm_id, function(comm) {\n",
+       "          comm.on_msg(msg_handler);\n",
+       "        });\n",
+       "      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
+       "        window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n",
+       "          comm.onMsg = msg_handler;\n",
+       "        });\n",
+       "      } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
+       "        google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n",
+       "          var messages = comm.messages[Symbol.asyncIterator]();\n",
+       "          function processIteratorResult(result) {\n",
+       "            var message = result.value;\n",
+       "            console.log(message)\n",
+       "            var content = {data: message.data, comm_id};\n",
+       "            var buffers = []\n",
+       "            for (var buffer of message.buffers || []) {\n",
+       "              buffers.push(new DataView(buffer))\n",
+       "            }\n",
+       "            var metadata = message.metadata || {};\n",
+       "            var msg = {content, buffers, metadata}\n",
+       "            msg_handler(msg);\n",
+       "            return messages.next().then(processIteratorResult);\n",
+       "          }\n",
+       "          return messages.next().then(processIteratorResult);\n",
+       "        })\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n",
+       "      if (comm_id in window.PyViz.comms) {\n",
+       "        return window.PyViz.comms[comm_id];\n",
+       "      } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
+       "        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
+       "        var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n",
+       "        if (msg_handler) {\n",
+       "          comm.on_msg(msg_handler);\n",
+       "        }\n",
+       "      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
+       "        var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n",
+       "        comm.open();\n",
+       "        if (msg_handler) {\n",
+       "          comm.onMsg = msg_handler;\n",
+       "        }\n",
+       "      } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
+       "        var comm_promise = google.colab.kernel.comms.open(comm_id)\n",
+       "        comm_promise.then((comm) => {\n",
+       "          window.PyViz.comms[comm_id] = comm;\n",
+       "          if (msg_handler) {\n",
+       "            var messages = comm.messages[Symbol.asyncIterator]();\n",
+       "            function processIteratorResult(result) {\n",
+       "              var message = result.value;\n",
+       "              var content = {data: message.data};\n",
+       "              var metadata = message.metadata || {comm_id};\n",
+       "              var msg = {content, metadata}\n",
+       "              msg_handler(msg);\n",
+       "              return messages.next().then(processIteratorResult);\n",
+       "            }\n",
+       "            return messages.next().then(processIteratorResult);\n",
+       "          }\n",
+       "        }) \n",
+       "        var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n",
+       "          return comm_promise.then((comm) => {\n",
+       "            comm.send(data, metadata, buffers, disposeOnDone);\n",
+       "          });\n",
+       "        };\n",
+       "        var comm = {\n",
+       "          send: sendClosure\n",
+       "        };\n",
+       "      }\n",
+       "      window.PyViz.comms[comm_id] = comm;\n",
+       "      return comm;\n",
+       "    }\n",
+       "    window.PyViz.comm_manager = new JupyterCommManager();\n",
+       "    \n",
+       "\n",
+       "\n",
+       "var JS_MIME_TYPE = 'application/javascript';\n",
+       "var HTML_MIME_TYPE = 'text/html';\n",
+       "var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n",
+       "var CLASS_NAME = 'output';\n",
+       "\n",
+       "/**\n",
+       " * Render data to the DOM node\n",
+       " */\n",
+       "function render(props, node) {\n",
+       "  var div = document.createElement(\"div\");\n",
+       "  var script = document.createElement(\"script\");\n",
+       "  node.appendChild(div);\n",
+       "  node.appendChild(script);\n",
+       "}\n",
+       "\n",
+       "/**\n",
+       " * Handle when a new output is added\n",
+       " */\n",
+       "function handle_add_output(event, handle) {\n",
+       "  var output_area = handle.output_area;\n",
+       "  var output = handle.output;\n",
+       "  if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
+       "    return\n",
+       "  }\n",
+       "  var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
+       "  var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
+       "  if (id !== undefined) {\n",
+       "    var nchildren = toinsert.length;\n",
+       "    var html_node = toinsert[nchildren-1].children[0];\n",
+       "    html_node.innerHTML = output.data[HTML_MIME_TYPE];\n",
+       "    var scripts = [];\n",
+       "    var nodelist = html_node.querySelectorAll(\"script\");\n",
+       "    for (var i in nodelist) {\n",
+       "      if (nodelist.hasOwnProperty(i)) {\n",
+       "        scripts.push(nodelist[i])\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    scripts.forEach( function (oldScript) {\n",
+       "      var newScript = document.createElement(\"script\");\n",
+       "      var attrs = [];\n",
+       "      var nodemap = oldScript.attributes;\n",
+       "      for (var j in nodemap) {\n",
+       "        if (nodemap.hasOwnProperty(j)) {\n",
+       "          attrs.push(nodemap[j])\n",
+       "        }\n",
+       "      }\n",
+       "      attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n",
+       "      newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n",
+       "      oldScript.parentNode.replaceChild(newScript, oldScript);\n",
+       "    });\n",
+       "    if (JS_MIME_TYPE in output.data) {\n",
+       "      toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n",
+       "    }\n",
+       "    output_area._hv_plot_id = id;\n",
+       "    if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n",
+       "      window.PyViz.plot_index[id] = Bokeh.index[id];\n",
+       "    } else {\n",
+       "      window.PyViz.plot_index[id] = null;\n",
+       "    }\n",
+       "  } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
+       "    var bk_div = document.createElement(\"div\");\n",
+       "    bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
+       "    var script_attrs = bk_div.children[0].attributes;\n",
+       "    for (var i = 0; i < script_attrs.length; i++) {\n",
+       "      toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
+       "    }\n",
+       "    // store reference to server id on output_area\n",
+       "    output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
+       "  }\n",
+       "}\n",
+       "\n",
+       "/**\n",
+       " * Handle when an output is cleared or removed\n",
+       " */\n",
+       "function handle_clear_output(event, handle) {\n",
+       "  var id = handle.cell.output_area._hv_plot_id;\n",
+       "  var server_id = handle.cell.output_area._bokeh_server_id;\n",
+       "  if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n",
+       "  var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n",
+       "  if (server_id !== null) {\n",
+       "    comm.send({event_type: 'server_delete', 'id': server_id});\n",
+       "    return;\n",
+       "  } else if (comm !== null) {\n",
+       "    comm.send({event_type: 'delete', 'id': id});\n",
+       "  }\n",
+       "  delete PyViz.plot_index[id];\n",
+       "  if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n",
+       "    var doc = window.Bokeh.index[id].model.document\n",
+       "    doc.clear();\n",
+       "    const i = window.Bokeh.documents.indexOf(doc);\n",
+       "    if (i > -1) {\n",
+       "      window.Bokeh.documents.splice(i, 1);\n",
+       "    }\n",
+       "  }\n",
+       "}\n",
+       "\n",
+       "/**\n",
+       " * Handle kernel restart event\n",
+       " */\n",
+       "function handle_kernel_cleanup(event, handle) {\n",
+       "  delete PyViz.comms[\"hv-extension-comm\"];\n",
+       "  window.PyViz.plot_index = {}\n",
+       "}\n",
+       "\n",
+       "/**\n",
+       " * Handle update_display_data messages\n",
+       " */\n",
+       "function handle_update_output(event, handle) {\n",
+       "  handle_clear_output(event, {cell: {output_area: handle.output_area}})\n",
+       "  handle_add_output(event, handle)\n",
+       "}\n",
+       "\n",
+       "function register_renderer(events, OutputArea) {\n",
+       "  function append_mime(data, metadata, element) {\n",
+       "    // create a DOM node to render to\n",
+       "    var toinsert = this.create_output_subarea(\n",
+       "    metadata,\n",
+       "    CLASS_NAME,\n",
+       "    EXEC_MIME_TYPE\n",
+       "    );\n",
+       "    this.keyboard_manager.register_events(toinsert);\n",
+       "    // Render to node\n",
+       "    var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
+       "    render(props, toinsert[0]);\n",
+       "    element.append(toinsert);\n",
+       "    return toinsert\n",
+       "  }\n",
+       "\n",
+       "  events.on('output_added.OutputArea', handle_add_output);\n",
+       "  events.on('output_updated.OutputArea', handle_update_output);\n",
+       "  events.on('clear_output.CodeCell', handle_clear_output);\n",
+       "  events.on('delete.Cell', handle_clear_output);\n",
+       "  events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n",
+       "\n",
+       "  OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
+       "    safe: true,\n",
+       "    index: 0\n",
+       "  });\n",
+       "}\n",
+       "\n",
+       "if (window.Jupyter !== undefined) {\n",
+       "  try {\n",
+       "    var events = require('base/js/events');\n",
+       "    var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
+       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
+       "      register_renderer(events, OutputArea);\n",
+       "    }\n",
+       "  } catch(err) {\n",
+       "  }\n",
+       "}\n"
+      ],
+      "application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n  window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n    function JupyterCommManager() {\n    }\n\n    JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n      if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n        comm_manager.register_target(comm_id, function(comm) {\n          comm.on_msg(msg_handler);\n        });\n      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n        window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n          comm.onMsg = msg_handler;\n        });\n      } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n        google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n          var messages = comm.messages[Symbol.asyncIterator]();\n          function processIteratorResult(result) {\n            var message = result.value;\n            console.log(message)\n            var content = {data: message.data, comm_id};\n            var buffers = []\n            for (var buffer of message.buffers || []) {\n              buffers.push(new DataView(buffer))\n            }\n            var metadata = message.metadata || {};\n            var msg = {content, buffers, metadata}\n            msg_handler(msg);\n            return messages.next().then(processIteratorResult);\n          }\n          return messages.next().then(processIteratorResult);\n        })\n      }\n    }\n\n    JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n      if (comm_id in window.PyViz.comms) {\n        return window.PyViz.comms[comm_id];\n      } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n        var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n        var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n        if (msg_handler) {\n          comm.on_msg(msg_handler);\n        }\n      } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n        var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n        comm.open();\n        if (msg_handler) {\n          comm.onMsg = msg_handler;\n        }\n      } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n        var comm_promise = google.colab.kernel.comms.open(comm_id)\n        comm_promise.then((comm) => {\n          window.PyViz.comms[comm_id] = comm;\n          if (msg_handler) {\n            var messages = comm.messages[Symbol.asyncIterator]();\n            function processIteratorResult(result) {\n              var message = result.value;\n              var content = {data: message.data};\n              var metadata = message.metadata || {comm_id};\n              var msg = {content, metadata}\n              msg_handler(msg);\n              return messages.next().then(processIteratorResult);\n            }\n            return messages.next().then(processIteratorResult);\n          }\n        }) \n        var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n          return comm_promise.then((comm) => {\n            comm.send(data, metadata, buffers, disposeOnDone);\n          });\n        };\n        var comm = {\n          send: sendClosure\n        };\n      }\n      window.PyViz.comms[comm_id] = comm;\n      return comm;\n    }\n    window.PyViz.comm_manager = new JupyterCommManager();\n    \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n  var div = document.createElement(\"div\");\n  var script = document.createElement(\"script\");\n  node.appendChild(div);\n  node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n  var output_area = handle.output_area;\n  var output = handle.output;\n  if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n    return\n  }\n  var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n  var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n  if (id !== undefined) {\n    var nchildren = toinsert.length;\n    var html_node = toinsert[nchildren-1].children[0];\n    html_node.innerHTML = output.data[HTML_MIME_TYPE];\n    var scripts = [];\n    var nodelist = html_node.querySelectorAll(\"script\");\n    for (var i in nodelist) {\n      if (nodelist.hasOwnProperty(i)) {\n        scripts.push(nodelist[i])\n      }\n    }\n\n    scripts.forEach( function (oldScript) {\n      var newScript = document.createElement(\"script\");\n      var attrs = [];\n      var nodemap = oldScript.attributes;\n      for (var j in nodemap) {\n        if (nodemap.hasOwnProperty(j)) {\n          attrs.push(nodemap[j])\n        }\n      }\n      attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n      newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n      oldScript.parentNode.replaceChild(newScript, oldScript);\n    });\n    if (JS_MIME_TYPE in output.data) {\n      toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n    }\n    output_area._hv_plot_id = id;\n    if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n      window.PyViz.plot_index[id] = Bokeh.index[id];\n    } else {\n      window.PyViz.plot_index[id] = null;\n    }\n  } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n    var bk_div = document.createElement(\"div\");\n    bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n    var script_attrs = bk_div.children[0].attributes;\n    for (var i = 0; i < script_attrs.length; i++) {\n      toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n    }\n    // store reference to server id on output_area\n    output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n  }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n  var id = handle.cell.output_area._hv_plot_id;\n  var server_id = handle.cell.output_area._bokeh_server_id;\n  if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n  var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n  if (server_id !== null) {\n    comm.send({event_type: 'server_delete', 'id': server_id});\n    return;\n  } else if (comm !== null) {\n    comm.send({event_type: 'delete', 'id': id});\n  }\n  delete PyViz.plot_index[id];\n  if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n    var doc = window.Bokeh.index[id].model.document\n    doc.clear();\n    const i = window.Bokeh.documents.indexOf(doc);\n    if (i > -1) {\n      window.Bokeh.documents.splice(i, 1);\n    }\n  }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n  delete PyViz.comms[\"hv-extension-comm\"];\n  window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n  handle_clear_output(event, {cell: {output_area: handle.output_area}})\n  handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n  function append_mime(data, metadata, element) {\n    // create a DOM node to render to\n    var toinsert = this.create_output_subarea(\n    metadata,\n    CLASS_NAME,\n    EXEC_MIME_TYPE\n    );\n    this.keyboard_manager.register_events(toinsert);\n    // Render to node\n    var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n    render(props, toinsert[0]);\n    element.append(toinsert);\n    return toinsert\n  }\n\n  events.on('output_added.OutputArea', handle_add_output);\n  events.on('output_updated.OutputArea', handle_update_output);\n  events.on('clear_output.CodeCell', handle_clear_output);\n  events.on('delete.Cell', handle_clear_output);\n  events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n  OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n    safe: true,\n    index: 0\n  });\n}\n\nif (window.Jupyter !== undefined) {\n  try {\n    var events = require('base/js/events');\n    var OutputArea = require('notebook/js/outputarea').OutputArea;\n    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n      register_renderer(events, OutputArea);\n    }\n  } catch(err) {\n  }\n}\n"
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
+       "<style>*[data-root-id],\n",
+       "*[data-root-id] > * {\n",
+       "  box-sizing: border-box;\n",
+       "  font-family: var(--jp-ui-font-family);\n",
+       "  font-size: var(--jp-ui-font-size1);\n",
+       "  color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n",
+       "}\n",
+       "\n",
+       "/* Override VSCode background color */\n",
+       ".cell-output-ipywidget-background:has(\n",
+       "    > .cell-output-ipywidget-background > .lm-Widget > *[data-root-id]\n",
+       "  ),\n",
+       ".cell-output-ipywidget-background:has(> .lm-Widget > *[data-root-id]) {\n",
+       "  background-color: transparent !important;\n",
+       "}\n",
+       "</style>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "text/html": [
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+       "roTBs2RqAAAAAElFTkSuQmCC'\n",
+       "     style='height:25px; border-radius:12px; display: inline-block; float: left; vertical-align: middle'></img>\n",
+       "\n",
+       "\n",
+       "  <img src='data:image/png;base64,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'\n",
+       "       style='height:15px; border-radius:12px; display: inline-block; float: left'></img>\n",
+       "  \n",
+       "\n",
+       "\n",
+       "\n",
+       "\n",
+       "</div>\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import holoviews as hv\n",
+    "from holoviews import opts, Cycle\n",
+    "hv.extension('bokeh')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
    "id": "b31816be-d2ec-4101-9884-034c83df5c4f",
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/plotting/bokeh/plot.py:959: UserWarning: found multiple competing values for 'toolbar.active_drag' property; using the latest value\n",
+      "  layout_plot = gridplot(\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/plotting/bokeh/plot.py:959: UserWarning: found multiple competing values for 'toolbar.active_scroll' property; using the latest value\n",
+      "  layout_plot = gridplot(\n",
+      "WARNING:bokeh.io.export:There were browser warnings and/or errors that may have affected your export\n",
+      "WARNING:bokeh.io.export:file:///home/danbot2/code_5820/large_sample_hydrology/bcub/validation/bokehgt8r947a.html - [.WebGL-0x3564000c4600]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels\n",
+      "WARNING:bokeh.io.export:file:///home/danbot2/code_5820/large_sample_hydrology/bcub/validation/bokehgt8r947a.html - [.WebGL-0x3564000c4600]GL Driver Message (OpenGL, Performance, GL_CLOSE_PATH_NV, High): GPU stall due to ReadPixels\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "# points = hv.Points(df['area_diff_pct'].to_numpy())\n",
+    "points = hv.Points(df[['area_diff_pct', 'perimeter_diff_pct']].to_numpy())\n",
+    "\n",
+    "xdist, ydist = ((hv.Distribution(points, kdims=[dim]) *\n",
+    "                 hv.Distribution(points, kdims=[dim])).redim.range(x=(-5, 5), y=(0, 60))\n",
+    "                for dim in 'xy')\n",
+    "mean_x = df['area_diff_pct'].mean()\n",
+    "mean_y = df['perimeter_diff_pct'].mean()\n",
+    "\n",
+    "xmean_text = hv.Text(-0.3, 0.13, \"Mean\", fontsize=16, rotation=90).opts(color='black') \n",
+    "ymean_text = hv.Text(35.5, 0.0125, \"Mean\", fontsize=16).opts(color='black')\n",
+    "\n",
+    "# Add VLine to x distribution and HLine to y distribution\n",
+    "xdist *= hv.VLine(mean_x, label='test').opts(color='black', line_dash='dashed', line_width=2, fontscale=2.75) * xmean_text\n",
+    "ydist *= hv.VLine(mean_y, label='test').opts(color='black', line_dash='dashed', line_width=2, fontscale=2.75) * ymean_text\n",
+    "\n",
+    "alabel = r\"$$\\[\\text{Area deviation} (\\%) \\]$$\"\n",
+    "blabel = r\"$$\\[\\text{Perimeter deviation} (\\%) \\]$$\"\n",
+    "# blabel = r\"\\[x\\pi\\]\"\n",
+    "# font_info = {'xlabel': '26pt', 'ylabel': '26pt', 'xticks': '20pt', 'yticks': '20pt'}\n",
+    "density_plot = (points.opts(fontscale=3,\n",
+    "    width=750, height=750,\n",
+    "    size=3, color='black', alpha=0.75,\n",
+    "    xlabel=alabel, \n",
+    "    ylabel=blabel\n",
+    ")) << ydist.opts(width=250, ylabel='', xlabel='', xticks=0) << xdist.opts(height=200, ylabel='', xlabel='', yticks=0)\n",
+    "hv.save(density_plot, 'deviation_density_plot.png', fmt='png')"
+   ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 20,
    "id": "d727b225-1f77-4522-97b4-969983dc7dca",
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/core/util.py:1571: PanelDeprecationWarning: 'param_value_if_widget' is deprecated and will be removed in version 1.5, use 'transform_reference' instead.\n",
+      "  value = param_value_if_widget(value)\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/plotting/bokeh/plot.py:959: UserWarning: found multiple competing values for 'toolbar.active_drag' property; using the latest value\n",
+      "  layout_plot = gridplot(\n",
+      "/home/danbot2/code_5820/data_analysis/lib/python3.10/site-packages/holoviews/plotting/bokeh/plot.py:959: UserWarning: found multiple competing values for 'toolbar.active_scroll' property; using the latest value\n",
+      "  layout_plot = gridplot(\n"
+     ]
+    },
+    {
+     "data": {},
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/vnd.holoviews_exec.v0+json": "",
+      "text/html": [
+       "<div id='p1291'>\n",
+       "  <div id=\"f2d52fd2-5aca-4c86-9fbd-6749ad0ebc7b\" data-root-id=\"p1291\" style=\"display: contents;\"></div>\n",
+       "</div>\n",
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+       "  var render_items = [{\"docid\":\"46fecab3-262e-42e5-ad03-f149eced950c\",\"roots\":{\"p1291\":\"f2d52fd2-5aca-4c86-9fbd-6749ad0ebc7b\"},\"root_ids\":[\"p1291\"]}];\n",
+       "  var docs = Object.values(docs_json)\n",
+       "  if (!docs) {\n",
+       "    return\n",
+       "  }\n",
+       "  const py_version = docs[0].version.replace('rc', '-rc.').replace('.dev', '-dev.')\n",
+       "  function embed_document(root) {\n",
+       "    var Bokeh = get_bokeh(root)\n",
+       "    Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
+       "    for (const render_item of render_items) {\n",
+       "      for (const root_id of render_item.root_ids) {\n",
+       "\tconst id_el = document.getElementById(root_id)\n",
+       "\tif (id_el.children.length && (id_el.children[0].className === 'bk-root')) {\n",
+       "\t  const root_el = id_el.children[0]\n",
+       "\t  root_el.id = root_el.id + '-rendered'\n",
+       "\t}\n",
+       "      }\n",
+       "    }\n",
+       "  }\n",
+       "  function get_bokeh(root) {\n",
+       "    if (root.Bokeh === undefined) {\n",
+       "      return null\n",
+       "    } else if (root.Bokeh.version !== py_version) {\n",
+       "      if (root.Bokeh.versions === undefined || !root.Bokeh.versions.has(py_version)) {\n",
+       "\treturn null\n",
+       "      }\n",
+       "      return root.Bokeh.versions.get(py_version);\n",
+       "    } else if (root.Bokeh.version === py_version) {\n",
+       "      return root.Bokeh\n",
+       "    }\n",
+       "    return null\n",
+       "  }\n",
+       "  function is_loaded(root) {\n",
+       "    var Bokeh = get_bokeh(root)\n",
+       "    return (Bokeh != null && Bokeh.Panel !== undefined)\n",
+       "  }\n",
+       "  if (is_loaded(root)) {\n",
+       "    embed_document(root);\n",
+       "  } else {\n",
+       "    var attempts = 0;\n",
+       "    var timer = setInterval(function(root) {\n",
+       "      if (is_loaded(root)) {\n",
+       "        clearInterval(timer);\n",
+       "        embed_document(root);\n",
+       "      } else if (document.readyState == \"complete\") {\n",
+       "        attempts++;\n",
+       "        if (attempts > 200) {\n",
+       "          clearInterval(timer);\n",
+       "\t  var Bokeh = get_bokeh(root)\n",
+       "\t  if (Bokeh == null || Bokeh.Panel == null) {\n",
+       "            console.warn(\"Panel: ERROR: Unable to run Panel code because Bokeh or Panel library is missing\");\n",
+       "\t  } else {\n",
+       "\t    console.warn(\"Panel: WARNING: Attempting to render but not all required libraries could be resolved.\")\n",
+       "\t    embed_document(root)\n",
+       "\t  }\n",
+       "        }\n",
+       "      }\n",
+       "    }, 25, root)\n",
+       "  }\n",
+       "})(window);</script>"
+      ],
+      "text/plain": [
+       ":AdjointLayout\n",
+       "   :Points   [x,y]\n",
+       "   :Overlay\n",
+       "      .Distribution.I  :Distribution   [y]   (Density)\n",
+       "      .Distribution.II :Distribution   [y]   (Density)\n",
+       "      .VLine.Test      :VLine   [x,y]\n",
+       "      .Text.I          :Text   [x,y]\n",
+       "   :Overlay\n",
+       "      .Distribution.I  :Distribution   [x]   (Density)\n",
+       "      .Distribution.II :Distribution   [x]   (Density)\n",
+       "      .VLine.Test      :VLine   [x,y]\n",
+       "      .Text.I          :Text   [x,y]"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {
+      "application/vnd.holoviews_exec.v0+json": {
+       "id": "p1291"
+      }
+     },
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "density_plot"
+   ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 17,
    "id": "4347046d-8a83-4b21-802f-15972d5b9152",
    "metadata": {},
-   "outputs": [],
-   "source": []
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "The COD between area and perimeter measurements is 0.00004\n"
+     ]
+    }
+   ],
+   "source": [
+    "import scipy.stats as st\n",
+    "# compute the coefficient of determination between the area and perimeter points\n",
+    "slope, intercept, r, p, se = st.linregress(df['area_diff_pct'], df['perimeter_diff_pct'])\n",
+    "print(f'The COD between area and perimeter measurements is {r**2:.5f}')"
+   ]
   },
   {
    "cell_type": "code",
diff --git a/validation/Dataset_plot_test.ipynb b/validation/Dataset_plot_test.ipynb
index 653f5c7..fc21a99 100644
--- a/validation/Dataset_plot_test.ipynb
+++ b/validation/Dataset_plot_test.ipynb
@@ -5,7 +5,7 @@
    "id": "f1070333-76d3-4942-81a6-a7d2777f4f5b",
    "metadata": {},
    "source": [
-    "# Dataset Flex\n",
+    "# Dataset Demo\n",
     "\n",
     "Create plots using the BCUB dataset.\n",
     "\n",
@@ -22,44 +22,234 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 1,
    "id": "8e416d30-dde5-4111-98bc-8699d8a4af17",
    "metadata": {},
    "outputs": [],
    "source": [
     "import os\n",
     "import pandas as pd\n",
-    "import geopandas as gpd\n",
-    "import geoviews as gv\n",
-    "# import geoviews.feature as gf\n",
-    "gv.extension('bokeh')"
+    "import geopandas as gpd"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "1dd41969-f827-48e9-bffc-444a17eff557",
+   "execution_count": 2,
+   "id": "e590175d-55d5-44c8-af33-77e76c463194",
    "metadata": {},
    "outputs": [],
+   "source": [
+    "region_code = 'VCI'"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "1dd41969-f827-48e9-bffc-444a17eff557",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "/home/danbot2/code_5820/large_sample_hydrology/bcub/processed_data/derived_basins/VCI/\n"
+     ]
+    }
+   ],
    "source": [
     "BASE_DIR = os.path.dirname(os.getcwd())\n",
-    "BASIN_DIR = os.path.join(BASE_DIR, 'processed_data/BCUB_files/basin_polygons/')"
+    "BASIN_DIR = os.path.join(BASE_DIR, f'processed_data/derived_basins/{region_code}/')\n",
+    "print(BASIN_DIR)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 4,
    "id": "8d827067-f6bb-4c25-abd1-98ca199fb34a",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "There are 20205 basins in the VCI parquet file.  The active geometry column at import is \"geometry\" (basin centroid)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>ID</th>\n",
+       "      <th>drainage_area_km2</th>\n",
+       "      <th>ppt_lon_m_3005</th>\n",
+       "      <th>ppt_lat_m_3005</th>\n",
+       "      <th>ppt_acc</th>\n",
+       "      <th>Perimeter_km</th>\n",
+       "      <th>id</th>\n",
+       "      <th>Elevation_m</th>\n",
+       "      <th>Aspect_deg</th>\n",
+       "      <th>Slope_deg</th>\n",
+       "      <th>region_code</th>\n",
+       "      <th>geometry</th>\n",
+       "      <th>basin_geometry</th>\n",
+       "      <th>centroid_geometry</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>0</th>\n",
+       "      <td>1</td>\n",
+       "      <td>3.949954</td>\n",
+       "      <td>1.201799e+06</td>\n",
+       "      <td>427554.466512</td>\n",
+       "      <td>8003</td>\n",
+       "      <td>10.940573</td>\n",
+       "      <td>0</td>\n",
+       "      <td>66.900002</td>\n",
+       "      <td>46</td>\n",
+       "      <td>11.100000</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>POINT (1201798.561 427554.467)</td>\n",
+       "      <td>POLYGON ((-123.27636 48.84762, -123.27525 48.8...</td>\n",
+       "      <td>POINT (1200247.022 428332.173)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1</th>\n",
+       "      <td>2</td>\n",
+       "      <td>288.898192</td>\n",
+       "      <td>9.381470e+05</td>\n",
+       "      <td>610947.838529</td>\n",
+       "      <td>586658</td>\n",
+       "      <td>124.441860</td>\n",
+       "      <td>1</td>\n",
+       "      <td>767.000000</td>\n",
+       "      <td>274</td>\n",
+       "      <td>21.400000</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>POINT (938147.013 610947.839)</td>\n",
+       "      <td>POLYGON ((-126.87787 50.51039, -126.87245 50.5...</td>\n",
+       "      <td>POINT (947186.158 597192.641)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>2</th>\n",
+       "      <td>3</td>\n",
+       "      <td>156.154631</td>\n",
+       "      <td>9.420301e+05</td>\n",
+       "      <td>601228.988324</td>\n",
+       "      <td>316972</td>\n",
+       "      <td>81.185388</td>\n",
+       "      <td>2</td>\n",
+       "      <td>737.000000</td>\n",
+       "      <td>270</td>\n",
+       "      <td>22.200001</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>POINT (942030.115 601228.988)</td>\n",
+       "      <td>POLYGON ((-126.81345 50.42395, -126.79732 50.4...</td>\n",
+       "      <td>POINT (947798.351 592087.202)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3</th>\n",
+       "      <td>4</td>\n",
+       "      <td>8.502101</td>\n",
+       "      <td>8.703370e+05</td>\n",
+       "      <td>567656.795721</td>\n",
+       "      <td>17258</td>\n",
+       "      <td>13.441895</td>\n",
+       "      <td>3</td>\n",
+       "      <td>343.000000</td>\n",
+       "      <td>189</td>\n",
+       "      <td>23.500000</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>POINT (870336.953 567656.796)</td>\n",
+       "      <td>POLYGON ((-127.82461 50.1468, -127.82278 50.14...</td>\n",
+       "      <td>POINT (869586.486 569892.508)</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4</th>\n",
+       "      <td>5</td>\n",
+       "      <td>2.328269</td>\n",
+       "      <td>8.727334e+05</td>\n",
+       "      <td>565704.150018</td>\n",
+       "      <td>4705</td>\n",
+       "      <td>8.308658</td>\n",
+       "      <td>4</td>\n",
+       "      <td>255.300003</td>\n",
+       "      <td>145</td>\n",
+       "      <td>23.000000</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>POINT (872733.382 565704.15)</td>\n",
+       "      <td>POLYGON ((-127.78031 50.1188, -127.77857 50.11...</td>\n",
+       "      <td>POINT (872524.31 567150.402)</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "   ID  drainage_area_km2  ppt_lon_m_3005  ppt_lat_m_3005 ppt_acc  \\\n",
+       "0   1           3.949954    1.201799e+06   427554.466512    8003   \n",
+       "1   2         288.898192    9.381470e+05   610947.838529  586658   \n",
+       "2   3         156.154631    9.420301e+05   601228.988324  316972   \n",
+       "3   4           8.502101    8.703370e+05   567656.795721   17258   \n",
+       "4   5           2.328269    8.727334e+05   565704.150018    4705   \n",
+       "\n",
+       "   Perimeter_km  id  Elevation_m  Aspect_deg  Slope_deg region_code  \\\n",
+       "0     10.940573   0    66.900002          46  11.100000         VCI   \n",
+       "1    124.441860   1   767.000000         274  21.400000         VCI   \n",
+       "2     81.185388   2   737.000000         270  22.200001         VCI   \n",
+       "3     13.441895   3   343.000000         189  23.500000         VCI   \n",
+       "4      8.308658   4   255.300003         145  23.000000         VCI   \n",
+       "\n",
+       "                         geometry  \\\n",
+       "0  POINT (1201798.561 427554.467)   \n",
+       "1   POINT (938147.013 610947.839)   \n",
+       "2   POINT (942030.115 601228.988)   \n",
+       "3   POINT (870336.953 567656.796)   \n",
+       "4    POINT (872733.382 565704.15)   \n",
+       "\n",
+       "                                      basin_geometry  \\\n",
+       "0  POLYGON ((-123.27636 48.84762, -123.27525 48.8...   \n",
+       "1  POLYGON ((-126.87787 50.51039, -126.87245 50.5...   \n",
+       "2  POLYGON ((-126.81345 50.42395, -126.79732 50.4...   \n",
+       "3  POLYGON ((-127.82461 50.1468, -127.82278 50.14...   \n",
+       "4  POLYGON ((-127.78031 50.1188, -127.77857 50.11...   \n",
+       "\n",
+       "                centroid_geometry  \n",
+       "0  POINT (1200247.022 428332.173)  \n",
+       "1   POINT (947186.158 597192.641)  \n",
+       "2   POINT (947798.351 592087.202)  \n",
+       "3   POINT (869586.486 569892.508)  \n",
+       "4    POINT (872524.31 567150.402)  "
+      ]
+     },
+     "execution_count": 4,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "region_code = 'VCI'\n",
-    "# foo = '/home/danbot2/code_5820/large_sample_hydrology/bcub/processed_data/basin_attributes/polygons'\n",
-    "df = gpd.read_parquet(os.path.join(BASIN_DIR, f'{region_code}_basins.parquet'))\n",
+    "df = gpd.read_parquet(os.path.join(BASIN_DIR, f'{region_code}_basins_R0.parquet'))\n",
     "# df = gpd.read_parquet(os.path.join(foo, f'{region_code}_basin_geometries.parquet'))\n",
     "print(f'There are {len(df)} basins in the {region_code} parquet file.  The active geometry column at import is \"geometry\" (basin centroid)')\n",
     "# reset the active geometry column to the basin polygon\n",
-    "# df = df.set_geometry('basin_geometry')\n",
+    "df = df.set_geometry('basin_geometry')\n",
     "# we need to reproject to EPSG 3857 for plotting\n",
     "df = df.to_crs(4326)\n",
     "df.head()"
@@ -67,23 +257,57 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 5,
    "id": "46197cb0-04c9-495d-99d0-a4040f25bb59",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "/home/danbot2/code_5820/large_sample_hydrology/bcub/processed_data/basin_attributes/BCUB_attributes_20240630.csv\n"
+     ]
+    }
+   ],
    "source": [
     "# import the basin attributes for VCI\n",
-    "attribute_path = os.path.join(BASE_DIR, 'processed_data/basin_attributes/', 'BCUB_attributes_20240117.csv')\n",
+    "attribute_path = os.path.join(BASE_DIR, 'processed_data/basin_attributes/', 'BCUB_attributes_20240630.csv')\n",
     "print(attribute_path)\n",
     "attributes = pd.read_csv(attribute_path)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 6,
    "id": "eefa9124-b0fe-4c7d-89d9-264dca06ac21",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1. HGW has attributes describing 5531 basins, with 0 rows having missing values.\n",
+      "2. FRA has attributes describing 167616 basins, with 0 rows having missing values.\n",
+      "3. WWA has attributes describing 43190 basins, with 0 rows having missing values.\n",
+      "4. 08C has attributes describing 38779 basins, with 0 rows having missing values.\n",
+      "5. LRD has attributes describing 164237 basins, with 0 rows having missing values.\n",
+      "6. VCI has attributes describing 20205 basins, with 0 rows having missing values.\n",
+      "7. 08B has attributes describing 48717 basins, with 0 rows having missing values.\n",
+      "8. 08G has attributes describing 23998 basins, with 0 rows having missing values.\n",
+      "9. PCR has attributes describing 105114 basins, with 0 rows having missing values.\n",
+      "10. 10E has attributes describing 70105 basins, with 0 rows having missing values.\n",
+      "11. 08A has attributes describing 39331 basins, with 6 rows having missing values.\n",
+      "12. 08D has attributes describing 19136 basins, with 0 rows having missing values.\n",
+      "13. CLR has attributes describing 158259 basins, with 0 rows having missing values.\n",
+      "14. YKR has attributes describing 45867 basins, with 0 rows having missing values.\n",
+      "15. HAY has attributes describing 48917 basins, with 0 rows having missing values.\n",
+      "16. 08E has attributes describing 55099 basins, with 0 rows having missing values.\n",
+      "17. 08F has attributes describing 38664 basins, with 0 rows having missing values.\n",
+      "18. ERK has attributes describing 172152 basins, with 0 rows having missing values.\n",
+      "1264917 basins in total.\n"
+     ]
+    }
+   ],
    "source": [
     "total_basins = 0\n",
     "region_codes = list(set(attributes['region_code']))\n",
@@ -99,10 +323,40 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 7,
    "id": "deb6f623-3a24-4a81-a95d-ca49daee6025",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Index(['id', 'region_code', 'drainage_area_km2', 'elevation_m', 'aspect_deg',\n",
+       "       'slope_deg', 'land_use_forest_frac_2010', 'land_use_forest_frac_2015',\n",
+       "       'land_use_forest_frac_2020', 'land_use_shrubs_frac_2010',\n",
+       "       'land_use_shrubs_frac_2015', 'land_use_shrubs_frac_2020',\n",
+       "       'land_use_grass_frac_2010', 'land_use_grass_frac_2015',\n",
+       "       'land_use_grass_frac_2020', 'land_use_wetland_frac_2010',\n",
+       "       'land_use_wetland_frac_2015', 'land_use_wetland_frac_2020',\n",
+       "       'land_use_crops_frac_2010', 'land_use_crops_frac_2015',\n",
+       "       'land_use_crops_frac_2020', 'land_use_urban_frac_2010',\n",
+       "       'land_use_urban_frac_2015', 'land_use_urban_frac_2020',\n",
+       "       'land_use_water_frac_2010', 'land_use_water_frac_2015',\n",
+       "       'land_use_water_frac_2020', 'land_use_snow_ice_frac_2010',\n",
+       "       'land_use_snow_ice_frac_2015', 'land_use_snow_ice_frac_2020',\n",
+       "       'logk_ice_x100', 'k_stdev_x100', 'porosity_x100', 'soil_flag',\n",
+       "       'permafrost_flag', 'prcp', 'tmax', 'tmin', 'vp', 'swe', 'srad',\n",
+       "       'high_prcp_freq', 'low_prcp_freq', 'high_prcp_duration',\n",
+       "       'low_prcp_duration', 'geometry_flag', 'inside_pct_area_flag',\n",
+       "       'outside_pct_area_flag', 'centroid_x', 'centroid_y', 'ppt_lon_m_3005',\n",
+       "       'ppt_lat_m_3005'],\n",
+       "      dtype='object')"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "# filter for region_code == 'VCI'\n",
     "attributes = attributes[attributes['region_code'] == region_code]\n",
@@ -111,21 +365,248 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 8,
    "id": "b77dcbc6-7967-4777-a46b-ca15f3e16a80",
    "metadata": {},
    "outputs": [],
    "source": [
-    "attributes['forest_change_2010_to_2020'] = attributes['land_use_forest_frac_2020'] - attributes['land_use_forest_frac_2010']\n",
-    "# attributes.head()"
+    "attributes['forest_change_2010_to_2020'] = attributes['land_use_forest_frac_2020'] - attributes['land_use_forest_frac_2010']"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 9,
    "id": "b9788f5a-60d7-4f8d-911c-17e9af072450",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>id</th>\n",
+       "      <th>region_code</th>\n",
+       "      <th>drainage_area_km2</th>\n",
+       "      <th>elevation_m</th>\n",
+       "      <th>aspect_deg</th>\n",
+       "      <th>slope_deg</th>\n",
+       "      <th>land_use_forest_frac_2010</th>\n",
+       "      <th>land_use_forest_frac_2015</th>\n",
+       "      <th>land_use_forest_frac_2020</th>\n",
+       "      <th>land_use_shrubs_frac_2010</th>\n",
+       "      <th>...</th>\n",
+       "      <th>high_prcp_duration</th>\n",
+       "      <th>low_prcp_duration</th>\n",
+       "      <th>geometry_flag</th>\n",
+       "      <th>inside_pct_area_flag</th>\n",
+       "      <th>outside_pct_area_flag</th>\n",
+       "      <th>centroid_x</th>\n",
+       "      <th>centroid_y</th>\n",
+       "      <th>ppt_lon_m_3005</th>\n",
+       "      <th>ppt_lat_m_3005</th>\n",
+       "      <th>forest_change_2010_to_2020</th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>28775</th>\n",
+       "      <td>703834</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>3</td>\n",
+       "      <td>192</td>\n",
+       "      <td>134</td>\n",
+       "      <td>16.1</td>\n",
+       "      <td>84</td>\n",
+       "      <td>84</td>\n",
+       "      <td>84</td>\n",
+       "      <td>5</td>\n",
+       "      <td>...</td>\n",
+       "      <td>1.017</td>\n",
+       "      <td>4.171</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1.236965e+06</td>\n",
+       "      <td>409735.340729</td>\n",
+       "      <td>1237235.0</td>\n",
+       "      <td>408760.0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1241834</th>\n",
+       "      <td>699045</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>5</td>\n",
+       "      <td>199</td>\n",
+       "      <td>131</td>\n",
+       "      <td>15.8</td>\n",
+       "      <td>84</td>\n",
+       "      <td>85</td>\n",
+       "      <td>85</td>\n",
+       "      <td>5</td>\n",
+       "      <td>...</td>\n",
+       "      <td>1.017</td>\n",
+       "      <td>4.171</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1.236775e+06</td>\n",
+       "      <td>409498.624962</td>\n",
+       "      <td>1237257.0</td>\n",
+       "      <td>408738.0</td>\n",
+       "      <td>1</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>215146</th>\n",
+       "      <td>705333</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>1</td>\n",
+       "      <td>172</td>\n",
+       "      <td>212</td>\n",
+       "      <td>12.8</td>\n",
+       "      <td>98</td>\n",
+       "      <td>98</td>\n",
+       "      <td>98</td>\n",
+       "      <td>1</td>\n",
+       "      <td>...</td>\n",
+       "      <td>1.000</td>\n",
+       "      <td>4.148</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1.237362e+06</td>\n",
+       "      <td>398320.138155</td>\n",
+       "      <td>1237523.0</td>\n",
+       "      <td>397222.0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1248038</th>\n",
+       "      <td>690477</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>5</td>\n",
+       "      <td>163</td>\n",
+       "      <td>137</td>\n",
+       "      <td>14.7</td>\n",
+       "      <td>79</td>\n",
+       "      <td>80</td>\n",
+       "      <td>79</td>\n",
+       "      <td>6</td>\n",
+       "      <td>...</td>\n",
+       "      <td>1.017</td>\n",
+       "      <td>4.171</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1.236918e+06</td>\n",
+       "      <td>409378.011407</td>\n",
+       "      <td>1237567.0</td>\n",
+       "      <td>408117.0</td>\n",
+       "      <td>0</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>110126</th>\n",
+       "      <td>691515</td>\n",
+       "      <td>VCI</td>\n",
+       "      <td>3</td>\n",
+       "      <td>143</td>\n",
+       "      <td>105</td>\n",
+       "      <td>11.7</td>\n",
+       "      <td>79</td>\n",
+       "      <td>79</td>\n",
+       "      <td>78</td>\n",
+       "      <td>6</td>\n",
+       "      <td>...</td>\n",
+       "      <td>1.000</td>\n",
+       "      <td>4.250</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>0</td>\n",
+       "      <td>1.237962e+06</td>\n",
+       "      <td>410481.602015</td>\n",
+       "      <td>1239365.0</td>\n",
+       "      <td>409803.0</td>\n",
+       "      <td>-1</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "<p>5 rows × 53 columns</p>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "             id region_code  drainage_area_km2  elevation_m  aspect_deg  \\\n",
+       "28775    703834         VCI                  3          192         134   \n",
+       "1241834  699045         VCI                  5          199         131   \n",
+       "215146   705333         VCI                  1          172         212   \n",
+       "1248038  690477         VCI                  5          163         137   \n",
+       "110126   691515         VCI                  3          143         105   \n",
+       "\n",
+       "         slope_deg  land_use_forest_frac_2010  land_use_forest_frac_2015  \\\n",
+       "28775         16.1                         84                         84   \n",
+       "1241834       15.8                         84                         85   \n",
+       "215146        12.8                         98                         98   \n",
+       "1248038       14.7                         79                         80   \n",
+       "110126        11.7                         79                         79   \n",
+       "\n",
+       "         land_use_forest_frac_2020  land_use_shrubs_frac_2010  ...  \\\n",
+       "28775                           84                          5  ...   \n",
+       "1241834                         85                          5  ...   \n",
+       "215146                          98                          1  ...   \n",
+       "1248038                         79                          6  ...   \n",
+       "110126                          78                          6  ...   \n",
+       "\n",
+       "         high_prcp_duration  low_prcp_duration  geometry_flag  \\\n",
+       "28775                 1.017              4.171              0   \n",
+       "1241834               1.017              4.171              0   \n",
+       "215146                1.000              4.148              0   \n",
+       "1248038               1.017              4.171              0   \n",
+       "110126                1.000              4.250              0   \n",
+       "\n",
+       "         inside_pct_area_flag  outside_pct_area_flag    centroid_x  \\\n",
+       "28775                       0                      0  1.236965e+06   \n",
+       "1241834                     0                      0  1.236775e+06   \n",
+       "215146                      0                      0  1.237362e+06   \n",
+       "1248038                     0                      0  1.236918e+06   \n",
+       "110126                      0                      0  1.237962e+06   \n",
+       "\n",
+       "            centroid_y  ppt_lon_m_3005  ppt_lat_m_3005  \\\n",
+       "28775    409735.340729       1237235.0        408760.0   \n",
+       "1241834  409498.624962       1237257.0        408738.0   \n",
+       "215146   398320.138155       1237523.0        397222.0   \n",
+       "1248038  409378.011407       1237567.0        408117.0   \n",
+       "110126   410481.602015       1239365.0        409803.0   \n",
+       "\n",
+       "         forest_change_2010_to_2020  \n",
+       "28775                             0  \n",
+       "1241834                           1  \n",
+       "215146                            0  \n",
+       "1248038                           0  \n",
+       "110126                           -1  \n",
+       "\n",
+       "[5 rows x 53 columns]"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
     "attributes[['ppt_lat_m_3005', 'ppt_lon_m_3005']] = attributes[['ppt_lat_m_3005', 'ppt_lon_m_3005']].round(0)\n",
     "attributes.sort_values(['ppt_lon_m_3005', 'ppt_lat_m_3005'], inplace=True)\n",
@@ -134,15 +615,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 117,
    "id": "ffa0bcb3-8ea5-4667-8912-3d9bee705c7c",
    "metadata": {},
    "outputs": [],
    "source": [
-    "max_area, min_area = 5, 2\n",
+    "min_area, max_area = 2, 5\n",
     "label = 'forest_change_2010_to_2020'\n",
     "label = 'low_prcp_duration'\n",
-    "filtered_basins = df[(df['area'] <= max_area) & (df['area'] > min_area)].copy()\n",
+    "filtered_basins = df[(df['drainage_area_km2'] <= max_area) & (df['drainage_area_km2'] > min_area)].copy()\n",
     "filtered_basins[['ppt_lat_m_3005', 'ppt_lon_m_3005']] = filtered_basins[['ppt_lat_m_3005', 'ppt_lon_m_3005']].round(0)\n",
     "for i, row in filtered_basins.iterrows():\n",
     "    match = attributes[(attributes['ppt_lon_m_3005'] == row['ppt_lon_m_3005']) & (attributes['ppt_lat_m_3005'] == row['ppt_lat_m_3005'])].copy()\n",
@@ -154,7 +635,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 118,
    "id": "22aa7a09-d540-414b-a2ff-8e547475e72e",
    "metadata": {},
    "outputs": [],
@@ -167,46 +648,564 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 119,
    "id": "f68fdb74-3951-439a-ba9d-0927de4bbbb0",
    "metadata": {},
    "outputs": [],
    "source": [
     "# filtered_polygons = df.iloc[filtered_ids, :].copy()\n",
-    "# filtered_polygons.head()"
+    "fb_out = filtered_basins.copy()[[c for c in filtered_basins.columns if c not in ['centroid_geometry', 'geometry']]]\n",
+    "fb_out.to_file('data/VCI_forest_change.geojson')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 120,
    "id": "680d8782-cbad-4951-913c-35a7ebcffbfc",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "low_prcp_duration    4.795\n",
+      "dtype: float64 low_prcp_duration    2.977\n",
+      "dtype: float64\n"
+     ]
+    }
+   ],
    "source": [
     "print(filtered_basins[[label]].max(), filtered_basins[[label]].min())"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "0e5f2c11-0578-4159-b4c6-127cfae1a746",
+   "execution_count": 121,
+   "id": "4eb60b1b-6ec5-411c-b4c0-4af4312dc1c8",
    "metadata": {},
    "outputs": [],
    "source": [
-    "polygons_element = gv.Polygons(filtered_basins).opts(color=label, cmap='RdYlGn', \n",
-    "                                                     line_color=None, colorbar=True, clabel='Low precipitation duration [days]',\n",
-    "                                                    )\n",
-    "plot = gv.tile_sources.CartoLight() * polygons_element\n",
-    "plot.opts(width=800, height=600)\n"
+    "filtered_basins = filtered_basins.to_crs(3857)\n",
+    "filtered_basins.geometry = filtered_basins.simplify(200)\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "3fec88e8-9273-419d-ba94-09f7b8772148",
+   "execution_count": 122,
+   "id": "cba1a63d-8342-4551-a948-81bcff953115",
    "metadata": {},
    "outputs": [],
-   "source": []
+   "source": [
+    "filtered_basins.columns\n",
+    "filtered_basins = filtered_basins[['drainage_area_km2', 'basin_geometry', label]]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 123,
+   "id": "449a2df5-f9b0-423d-a74b-e06939c63e1e",
+   "metadata": {},
+   "outputs": [
+    {
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+       "        <a href=\"https://bokeh.org\" target=\"_blank\" class=\"bk-notebook-logo\"></a>\n",
+       "        <span id=\"ed0e89f4-8997-4376-b757-94867261c47a\">Loading BokehJS ...</span>\n",
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+      ]
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+     "output_type": "display_data"
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+      "application/javascript": [
+       "'use strict';\n",
+       "(function(root) {\n",
+       "  function now() {\n",
+       "    return new Date();\n",
+       "  }\n",
+       "\n",
+       "  const force = true;\n",
+       "\n",
+       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
+       "    root._bokeh_onload_callbacks = [];\n",
+       "    root._bokeh_is_loading = undefined;\n",
+       "  }\n",
+       "\n",
+       "const JS_MIME_TYPE = 'application/javascript';\n",
+       "  const HTML_MIME_TYPE = 'text/html';\n",
+       "  const EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
+       "  const CLASS_NAME = 'output_bokeh rendered_html';\n",
+       "\n",
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+       "  function render(props, node) {\n",
+       "    const script = document.createElement(\"script\");\n",
+       "    node.appendChild(script);\n",
+       "  }\n",
+       "\n",
+       "  /**\n",
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+       "  function handleClearOutput(event, handle) {\n",
+       "    function drop(id) {\n",
+       "      const view = Bokeh.index.get_by_id(id)\n",
+       "      if (view != null) {\n",
+       "        view.model.document.clear()\n",
+       "        Bokeh.index.delete(view)\n",
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+       "\n",
+       "    const cell = handle.cell;\n",
+       "\n",
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+       "    const server_id = cell.output_area._bokeh_server_id;\n",
+       "\n",
+       "    // Clean up Bokeh references\n",
+       "    if (id != null) {\n",
+       "      drop(id)\n",
+       "    }\n",
+       "\n",
+       "    if (server_id !== undefined) {\n",
+       "      // Clean up Bokeh references\n",
+       "      const cmd_clean = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
+       "      cell.notebook.kernel.execute(cmd_clean, {\n",
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+       "            const id = msg.content.text.trim()\n",
+       "            drop(id)\n",
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+       "      const cmd_destroy = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
+       "      cell.notebook.kernel.execute(cmd_destroy);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  /**\n",
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+       "   */\n",
+       "  function handleAddOutput(event, handle) {\n",
+       "    const output_area = handle.output_area;\n",
+       "    const output = handle.output;\n",
+       "\n",
+       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
+       "    if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n",
+       "      return\n",
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+       "\n",
+       "    const toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
+       "\n",
+       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
+       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
+       "      // store reference to embed id on output_area\n",
+       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
+       "    }\n",
+       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
+       "      const bk_div = document.createElement(\"div\");\n",
+       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
+       "      const script_attrs = bk_div.children[0].attributes;\n",
+       "      for (let i = 0; i < script_attrs.length; i++) {\n",
+       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
+       "        toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n",
+       "      }\n",
+       "      // store reference to server id on output_area\n",
+       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function register_renderer(events, OutputArea) {\n",
+       "\n",
+       "    function append_mime(data, metadata, element) {\n",
+       "      // create a DOM node to render to\n",
+       "      const toinsert = this.create_output_subarea(\n",
+       "        metadata,\n",
+       "        CLASS_NAME,\n",
+       "        EXEC_MIME_TYPE\n",
+       "      );\n",
+       "      this.keyboard_manager.register_events(toinsert);\n",
+       "      // Render to node\n",
+       "      const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
+       "      render(props, toinsert[toinsert.length - 1]);\n",
+       "      element.append(toinsert);\n",
+       "      return toinsert\n",
+       "    }\n",
+       "\n",
+       "    /* Handle when an output is cleared or removed */\n",
+       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
+       "    events.on('delete.Cell', handleClearOutput);\n",
+       "\n",
+       "    /* Handle when a new output is added */\n",
+       "    events.on('output_added.OutputArea', handleAddOutput);\n",
+       "\n",
+       "    /**\n",
+       "     * Register the mime type and append_mime function with output_area\n",
+       "     */\n",
+       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
+       "      /* Is output safe? */\n",
+       "      safe: true,\n",
+       "      /* Index of renderer in `output_area.display_order` */\n",
+       "      index: 0\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
+       "  if (root.Jupyter !== undefined) {\n",
+       "    const events = require('base/js/events');\n",
+       "    const OutputArea = require('notebook/js/outputarea').OutputArea;\n",
+       "\n",
+       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
+       "      register_renderer(events, OutputArea);\n",
+       "    }\n",
+       "  }\n",
+       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
+       "    root._bokeh_timeout = Date.now() + 5000;\n",
+       "    root._bokeh_failed_load = false;\n",
+       "  }\n",
+       "\n",
+       "  const NB_LOAD_WARNING = {'data': {'text/html':\n",
+       "     \"<div style='background-color: #fdd'>\\n\"+\n",
+       "     \"<p>\\n\"+\n",
+       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
+       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
+       "     \"</p>\\n\"+\n",
+       "     \"<ul>\\n\"+\n",
+       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
+       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
+       "     \"</ul>\\n\"+\n",
+       "     \"<code>\\n\"+\n",
+       "     \"from bokeh.resources import INLINE\\n\"+\n",
+       "     \"output_notebook(resources=INLINE)\\n\"+\n",
+       "     \"</code>\\n\"+\n",
+       "     \"</div>\"}};\n",
+       "\n",
+       "  function display_loaded(error = null) {\n",
+       "    const el = document.getElementById(\"ed0e89f4-8997-4376-b757-94867261c47a\");\n",
+       "    if (el != null) {\n",
+       "      const html = (() => {\n",
+       "        if (typeof root.Bokeh === \"undefined\") {\n",
+       "          if (error == null) {\n",
+       "            return \"BokehJS is loading ...\";\n",
+       "          } else {\n",
+       "            return \"BokehJS failed to load.\";\n",
+       "          }\n",
+       "        } else {\n",
+       "          const prefix = `BokehJS ${root.Bokeh.version}`;\n",
+       "          if (error == null) {\n",
+       "            return `${prefix} successfully loaded.`;\n",
+       "          } else {\n",
+       "            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n",
+       "          }\n",
+       "        }\n",
+       "      })();\n",
+       "      el.innerHTML = html;\n",
+       "\n",
+       "      if (error != null) {\n",
+       "        const wrapper = document.createElement(\"div\");\n",
+       "        wrapper.style.overflow = \"auto\";\n",
+       "        wrapper.style.height = \"5em\";\n",
+       "        wrapper.style.resize = \"vertical\";\n",
+       "        const content = document.createElement(\"div\");\n",
+       "        content.style.fontFamily = \"monospace\";\n",
+       "        content.style.whiteSpace = \"pre-wrap\";\n",
+       "        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n",
+       "        content.textContent = error.stack ?? error.toString();\n",
+       "        wrapper.append(content);\n",
+       "        el.append(wrapper);\n",
+       "      }\n",
+       "    } else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(() => display_loaded(error), 100);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function run_callbacks() {\n",
+       "    try {\n",
+       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
+       "        if (callback != null)\n",
+       "          callback();\n",
+       "      });\n",
+       "    } finally {\n",
+       "      delete root._bokeh_onload_callbacks\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
+       "  }\n",
+       "\n",
+       "  function load_libs(css_urls, js_urls, callback) {\n",
+       "    if (css_urls == null) css_urls = [];\n",
+       "    if (js_urls == null) js_urls = [];\n",
+       "\n",
+       "    root._bokeh_onload_callbacks.push(callback);\n",
+       "    if (root._bokeh_is_loading > 0) {\n",
+       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
+       "      return null;\n",
+       "    }\n",
+       "    if (js_urls == null || js_urls.length === 0) {\n",
+       "      run_callbacks();\n",
+       "      return null;\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
+       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
+       "\n",
+       "    function on_load() {\n",
+       "      root._bokeh_is_loading--;\n",
+       "      if (root._bokeh_is_loading === 0) {\n",
+       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
+       "        run_callbacks()\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    function on_error(url) {\n",
+       "      console.error(\"failed to load \" + url);\n",
+       "    }\n",
+       "\n",
+       "    for (let i = 0; i < css_urls.length; i++) {\n",
+       "      const url = css_urls[i];\n",
+       "      const element = document.createElement(\"link\");\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error.bind(null, url);\n",
+       "      element.rel = \"stylesheet\";\n",
+       "      element.type = \"text/css\";\n",
+       "      element.href = url;\n",
+       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
+       "      document.body.appendChild(element);\n",
+       "    }\n",
+       "\n",
+       "    for (let i = 0; i < js_urls.length; i++) {\n",
+       "      const url = js_urls[i];\n",
+       "      const element = document.createElement('script');\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error.bind(null, url);\n",
+       "      element.async = false;\n",
+       "      element.src = url;\n",
+       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
+       "      document.head.appendChild(element);\n",
+       "    }\n",
+       "  };\n",
+       "\n",
+       "  function inject_raw_css(css) {\n",
+       "    const element = document.createElement(\"style\");\n",
+       "    element.appendChild(document.createTextNode(css));\n",
+       "    document.body.appendChild(element);\n",
+       "  }\n",
+       "\n",
+       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.6.0.min.js\"];\n",
+       "  const css_urls = [];\n",
+       "\n",
+       "  const inline_js = [    function(Bokeh) {\n",
+       "      Bokeh.set_log_level(\"info\");\n",
+       "    },\n",
+       "function(Bokeh) {\n",
+       "    }\n",
+       "  ];\n",
+       "\n",
+       "  function run_inline_js() {\n",
+       "    if (root.Bokeh !== undefined || force === true) {\n",
+       "      try {\n",
+       "            for (let i = 0; i < inline_js.length; i++) {\n",
+       "      inline_js[i].call(root, root.Bokeh);\n",
+       "    }\n",
+       "\n",
+       "      } catch (error) {display_loaded(error);throw error;\n",
+       "      }if (force === true) {\n",
+       "        display_loaded();\n",
+       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(run_inline_js, 100);\n",
+       "    } else if (!root._bokeh_failed_load) {\n",
+       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
+       "      root._bokeh_failed_load = true;\n",
+       "    } else if (force !== true) {\n",
+       "      const cell = $(document.getElementById(\"ed0e89f4-8997-4376-b757-94867261c47a\")).parents('.cell').data().cell;\n",
+       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  if (root._bokeh_is_loading === 0) {\n",
+       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
+       "    run_inline_js();\n",
+       "  } else {\n",
+       "    load_libs(css_urls, js_urls, function() {\n",
+       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
+       "      run_inline_js();\n",
+       "    });\n",
+       "  }\n",
+       "}(window));"
+      ],
+      "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded(error = null) {\n    const el = document.getElementById(\"ed0e89f4-8997-4376-b757-94867261c47a\");\n    if (el != null) {\n      const html = (() => {\n        if (typeof root.Bokeh === \"undefined\") {\n          if (error == null) {\n            return \"BokehJS is loading ...\";\n          } else {\n            return \"BokehJS failed to load.\";\n          }\n        } else {\n          const prefix = `BokehJS ${root.Bokeh.version}`;\n          if (error == null) {\n            return `${prefix} successfully loaded.`;\n          } else {\n            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n          }\n        }\n      })();\n      el.innerHTML = html;\n\n      if (error != null) {\n        const wrapper = document.createElement(\"div\");\n        wrapper.style.overflow = \"auto\";\n        wrapper.style.height = \"5em\";\n        wrapper.style.resize = \"vertical\";\n        const content = document.createElement(\"div\");\n        content.style.fontFamily = \"monospace\";\n        content.style.whiteSpace = \"pre-wrap\";\n        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n        content.textContent = error.stack ?? error.toString();\n        wrapper.append(content);\n        el.append(wrapper);\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(() => display_loaded(error), 100);\n    }\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.6.0.min.js\"];\n  const css_urls = [];\n\n  const inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {\n    }\n  ];\n\n  function run_inline_js() {\n    if (root.Bokeh !== undefined || force === true) {\n      try {\n            for (let i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\n\n      } catch (error) {display_loaded(error);throw error;\n      }if (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      const cell = $(document.getElementById(\"ed0e89f4-8997-4376-b757-94867261c47a\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "from bokeh.models import ColorBar, LinearColorMapper, GeoJSONDataSource\n",
+    "from bokeh.io import output_notebook, show\n",
+    "from bokeh.palettes import RdYlGn\n",
+    "from bokeh.plotting import figure\n",
+    "import json\n",
+    "import xyzservices.providers as xyz\n",
+    "# Output to Jupyter Notebook\n",
+    "output_notebook()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 124,
+   "id": "52d71861-cea3-46b4-aa1d-ea7922bbf7b9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "geojson_data = json.loads(filtered_basins.to_json())\n",
+    "geo_source = GeoJSONDataSource(geojson=json.dumps(geojson_data))\n",
+    "\n",
+    "tiles = xyz['USGS']['USTopo']\n",
+    "tiles = xyz['CartoDB']['Positron']"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 125,
+   "id": "717066a7-e1d3-4b69-9491-980c20be3fa9",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "2.977 4.795\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(filtered_basins[label].min(), filtered_basins[label].max())"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 126,
+   "id": "426a22d3-9b4c-42f0-aabc-a42fd136e79f",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Define a color mapper for continuous data\n",
+    "color_mapper = LinearColorMapper(\n",
+    "    palette=RdYlGn[9][::-1], \n",
+    "    low=filtered_basins[label].min(), \n",
+    "    high=filtered_basins[label].max()\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 129,
+   "id": "535ec3ff-7354-4f45-90b5-ecc59e5e7f55",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "p = figure(\n",
+    "    title=\"\", \n",
+    "    width=800, height=600,\n",
+    "    tools='pan,wheel_zoom,reset,hover,save', active_scroll='wheel_zoom',\n",
+    "    x_axis_type=\"mercator\", y_axis_type=\"mercator\",\n",
+    "    x_axis_label='Longitude', y_axis_label='Latitude',\n",
+    ")\n",
+    "p.add_tile(tiles)\n",
+    "# Add polygons to the plot\n",
+    "p.patches('xs', 'ys', source=geo_source,\n",
+    "          fill_color={'field': label, 'transform': color_mapper},\n",
+    "          fill_alpha=0.7, line_alpha=0, line_width=0.5)\n",
+    "# Add a color bar\n",
+    "color_bar = ColorBar(color_mapper=color_mapper, label_standoff=12, location=(0,0), \n",
+    "                     # title=r'Forest Cover Change [%]',\n",
+    "                     title=r'Low Precipitation Duration [days]',\n",
+    "                    title_text_font_size='14pt',  # Adjust the title font size\n",
+    "                    title_text_font_style='bold',  # Make the title bold if desired\n",
+    "                     title_text_font='Bitstream Charter',\n",
+    "                     major_label_text_font='Bitstream Charter',\n",
+    "                     major_label_text_font_size='16pt',\n",
+    "                    )\n",
+    "p.xaxis.axis_label_text_font_size = '16pt'\n",
+    "p.yaxis.axis_label_text_font_size = '16pt'\n",
+    "p.xaxis.major_label_text_font_size = '16pt'\n",
+    "p.yaxis.major_label_text_font_size = '16pt'\n",
+    "p.yaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "p.xaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "p.xaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "p.yaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "\n",
+    "p.add_layout(color_bar, 'right')\n",
+    "p.grid.visible = False"
+   ]
+  },
+  {
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Charter\",\"major_label_text_font_size\":\"16pt\",\"label_standoff\":12,\"color_mapper\":{\"id\":\"p2136\"}}}],\"below\":[{\"type\":\"object\",\"name\":\"MercatorAxis\",\"id\":\"p2190\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"MercatorTicker\",\"id\":\"p2191\",\"attributes\":{\"mantissas\":[1,2,5],\"dimension\":\"lon\"}},\"formatter\":{\"type\":\"object\",\"name\":\"MercatorTickFormatter\",\"id\":\"p2192\",\"attributes\":{\"dimension\":\"lon\"}},\"axis_label\":\"Longitude\",\"axis_label_text_font\":\"Bitstream Charter\",\"axis_label_text_font_size\":\"16pt\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p2193\"},\"major_label_text_font\":\"Bitstream Charter\",\"major_label_text_font_size\":\"16pt\"}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p2194\",\"attributes\":{\"visible\":false,\"axis\":{\"id\":\"p2190\"}}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p2199\",\"attributes\":{\"visible\":false,\"dimension\":1,\"axis\":{\"id\":\"p2195\"}}}]}}]}};\n",
+       "  const render_items = [{\"docid\":\"c9a3230c-f8af-44bb-b246-b350420bf2c1\",\"roots\":{\"p2178\":\"b5c6e735-87ca-45a2-88a7-2edcd1b2188b\"},\"root_ids\":[\"p2178\"]}];\n",
+       "  void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
+       "  }\n",
+       "  if (root.Bokeh !== undefined) {\n",
+       "    embed_document(root);\n",
+       "  } else {\n",
+       "    let attempts = 0;\n",
+       "    const timer = setInterval(function(root) {\n",
+       "      if (root.Bokeh !== undefined) {\n",
+       "        clearInterval(timer);\n",
+       "        embed_document(root);\n",
+       "      } else {\n",
+       "        attempts++;\n",
+       "        if (attempts > 100) {\n",
+       "          clearInterval(timer);\n",
+       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
+       "        }\n",
+       "      }\n",
+       "    }, 10, root)\n",
+       "  }\n",
+       "})(window);"
+      ],
+      "application/vnd.bokehjs_exec.v0+json": ""
+     },
+     "metadata": {
+      "application/vnd.bokehjs_exec.v0+json": {
+       "id": "p2178"
+      }
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Show the plot\n",
+    "show(p)"
+   ]
   },
   {
    "cell_type": "code",
diff --git a/validation/Land_Cover_Test.ipynb b/validation/Land_Cover_Test.ipynb
new file mode 100644
index 0000000..cd9b678
--- /dev/null
+++ b/validation/Land_Cover_Test.ipynb
@@ -0,0 +1,725 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "197291e6-24cb-4b27-bd2d-6044b3b41565",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "    <style>\n",
+       "        .bk-notebook-logo {\n",
+       "            display: block;\n",
+       "            width: 20px;\n",
+       "            height: 20px;\n",
+       "            background-image: url(data:image/png;base64,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);\n",
+       "        }\n",
+       "    </style>\n",
+       "    <div>\n",
+       "        <a href=\"https://bokeh.org\" target=\"_blank\" class=\"bk-notebook-logo\"></a>\n",
+       "        <span id=\"feeff90e-6171-4b65-b863-d23c5e5f2a06\">Loading BokehJS ...</span>\n",
+       "    </div>\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/javascript": [
+       "'use strict';\n",
+       "(function(root) {\n",
+       "  function now() {\n",
+       "    return new Date();\n",
+       "  }\n",
+       "\n",
+       "  const force = true;\n",
+       "\n",
+       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
+       "    root._bokeh_onload_callbacks = [];\n",
+       "    root._bokeh_is_loading = undefined;\n",
+       "  }\n",
+       "\n",
+       "const JS_MIME_TYPE = 'application/javascript';\n",
+       "  const HTML_MIME_TYPE = 'text/html';\n",
+       "  const EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
+       "  const CLASS_NAME = 'output_bokeh rendered_html';\n",
+       "\n",
+       "  /**\n",
+       "   * Render data to the DOM node\n",
+       "   */\n",
+       "  function render(props, node) {\n",
+       "    const script = document.createElement(\"script\");\n",
+       "    node.appendChild(script);\n",
+       "  }\n",
+       "\n",
+       "  /**\n",
+       "   * Handle when an output is cleared or removed\n",
+       "   */\n",
+       "  function handleClearOutput(event, handle) {\n",
+       "    function drop(id) {\n",
+       "      const view = Bokeh.index.get_by_id(id)\n",
+       "      if (view != null) {\n",
+       "        view.model.document.clear()\n",
+       "        Bokeh.index.delete(view)\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    const cell = handle.cell;\n",
+       "\n",
+       "    const id = cell.output_area._bokeh_element_id;\n",
+       "    const server_id = cell.output_area._bokeh_server_id;\n",
+       "\n",
+       "    // Clean up Bokeh references\n",
+       "    if (id != null) {\n",
+       "      drop(id)\n",
+       "    }\n",
+       "\n",
+       "    if (server_id !== undefined) {\n",
+       "      // Clean up Bokeh references\n",
+       "      const cmd_clean = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
+       "      cell.notebook.kernel.execute(cmd_clean, {\n",
+       "        iopub: {\n",
+       "          output: function(msg) {\n",
+       "            const id = msg.content.text.trim()\n",
+       "            drop(id)\n",
+       "          }\n",
+       "        }\n",
+       "      });\n",
+       "      // Destroy server and session\n",
+       "      const cmd_destroy = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
+       "      cell.notebook.kernel.execute(cmd_destroy);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  /**\n",
+       "   * Handle when a new output is added\n",
+       "   */\n",
+       "  function handleAddOutput(event, handle) {\n",
+       "    const output_area = handle.output_area;\n",
+       "    const output = handle.output;\n",
+       "\n",
+       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
+       "    if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n",
+       "      return\n",
+       "    }\n",
+       "\n",
+       "    const toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
+       "\n",
+       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
+       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
+       "      // store reference to embed id on output_area\n",
+       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
+       "    }\n",
+       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
+       "      const bk_div = document.createElement(\"div\");\n",
+       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
+       "      const script_attrs = bk_div.children[0].attributes;\n",
+       "      for (let i = 0; i < script_attrs.length; i++) {\n",
+       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
+       "        toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n",
+       "      }\n",
+       "      // store reference to server id on output_area\n",
+       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function register_renderer(events, OutputArea) {\n",
+       "\n",
+       "    function append_mime(data, metadata, element) {\n",
+       "      // create a DOM node to render to\n",
+       "      const toinsert = this.create_output_subarea(\n",
+       "        metadata,\n",
+       "        CLASS_NAME,\n",
+       "        EXEC_MIME_TYPE\n",
+       "      );\n",
+       "      this.keyboard_manager.register_events(toinsert);\n",
+       "      // Render to node\n",
+       "      const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
+       "      render(props, toinsert[toinsert.length - 1]);\n",
+       "      element.append(toinsert);\n",
+       "      return toinsert\n",
+       "    }\n",
+       "\n",
+       "    /* Handle when an output is cleared or removed */\n",
+       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
+       "    events.on('delete.Cell', handleClearOutput);\n",
+       "\n",
+       "    /* Handle when a new output is added */\n",
+       "    events.on('output_added.OutputArea', handleAddOutput);\n",
+       "\n",
+       "    /**\n",
+       "     * Register the mime type and append_mime function with output_area\n",
+       "     */\n",
+       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
+       "      /* Is output safe? */\n",
+       "      safe: true,\n",
+       "      /* Index of renderer in `output_area.display_order` */\n",
+       "      index: 0\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
+       "  if (root.Jupyter !== undefined) {\n",
+       "    const events = require('base/js/events');\n",
+       "    const OutputArea = require('notebook/js/outputarea').OutputArea;\n",
+       "\n",
+       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
+       "      register_renderer(events, OutputArea);\n",
+       "    }\n",
+       "  }\n",
+       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
+       "    root._bokeh_timeout = Date.now() + 5000;\n",
+       "    root._bokeh_failed_load = false;\n",
+       "  }\n",
+       "\n",
+       "  const NB_LOAD_WARNING = {'data': {'text/html':\n",
+       "     \"<div style='background-color: #fdd'>\\n\"+\n",
+       "     \"<p>\\n\"+\n",
+       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
+       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
+       "     \"</p>\\n\"+\n",
+       "     \"<ul>\\n\"+\n",
+       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
+       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
+       "     \"</ul>\\n\"+\n",
+       "     \"<code>\\n\"+\n",
+       "     \"from bokeh.resources import INLINE\\n\"+\n",
+       "     \"output_notebook(resources=INLINE)\\n\"+\n",
+       "     \"</code>\\n\"+\n",
+       "     \"</div>\"}};\n",
+       "\n",
+       "  function display_loaded(error = null) {\n",
+       "    const el = document.getElementById(\"feeff90e-6171-4b65-b863-d23c5e5f2a06\");\n",
+       "    if (el != null) {\n",
+       "      const html = (() => {\n",
+       "        if (typeof root.Bokeh === \"undefined\") {\n",
+       "          if (error == null) {\n",
+       "            return \"BokehJS is loading ...\";\n",
+       "          } else {\n",
+       "            return \"BokehJS failed to load.\";\n",
+       "          }\n",
+       "        } else {\n",
+       "          const prefix = `BokehJS ${root.Bokeh.version}`;\n",
+       "          if (error == null) {\n",
+       "            return `${prefix} successfully loaded.`;\n",
+       "          } else {\n",
+       "            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n",
+       "          }\n",
+       "        }\n",
+       "      })();\n",
+       "      el.innerHTML = html;\n",
+       "\n",
+       "      if (error != null) {\n",
+       "        const wrapper = document.createElement(\"div\");\n",
+       "        wrapper.style.overflow = \"auto\";\n",
+       "        wrapper.style.height = \"5em\";\n",
+       "        wrapper.style.resize = \"vertical\";\n",
+       "        const content = document.createElement(\"div\");\n",
+       "        content.style.fontFamily = \"monospace\";\n",
+       "        content.style.whiteSpace = \"pre-wrap\";\n",
+       "        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n",
+       "        content.textContent = error.stack ?? error.toString();\n",
+       "        wrapper.append(content);\n",
+       "        el.append(wrapper);\n",
+       "      }\n",
+       "    } else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(() => display_loaded(error), 100);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function run_callbacks() {\n",
+       "    try {\n",
+       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
+       "        if (callback != null)\n",
+       "          callback();\n",
+       "      });\n",
+       "    } finally {\n",
+       "      delete root._bokeh_onload_callbacks\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
+       "  }\n",
+       "\n",
+       "  function load_libs(css_urls, js_urls, callback) {\n",
+       "    if (css_urls == null) css_urls = [];\n",
+       "    if (js_urls == null) js_urls = [];\n",
+       "\n",
+       "    root._bokeh_onload_callbacks.push(callback);\n",
+       "    if (root._bokeh_is_loading > 0) {\n",
+       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
+       "      return null;\n",
+       "    }\n",
+       "    if (js_urls == null || js_urls.length === 0) {\n",
+       "      run_callbacks();\n",
+       "      return null;\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
+       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
+       "\n",
+       "    function on_load() {\n",
+       "      root._bokeh_is_loading--;\n",
+       "      if (root._bokeh_is_loading === 0) {\n",
+       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
+       "        run_callbacks()\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    function on_error(url) {\n",
+       "      console.error(\"failed to load \" + url);\n",
+       "    }\n",
+       "\n",
+       "    for (let i = 0; i < css_urls.length; i++) {\n",
+       "      const url = css_urls[i];\n",
+       "      const element = document.createElement(\"link\");\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error.bind(null, url);\n",
+       "      element.rel = \"stylesheet\";\n",
+       "      element.type = \"text/css\";\n",
+       "      element.href = url;\n",
+       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
+       "      document.body.appendChild(element);\n",
+       "    }\n",
+       "\n",
+       "    for (let i = 0; i < js_urls.length; i++) {\n",
+       "      const url = js_urls[i];\n",
+       "      const element = document.createElement('script');\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error.bind(null, url);\n",
+       "      element.async = false;\n",
+       "      element.src = url;\n",
+       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
+       "      document.head.appendChild(element);\n",
+       "    }\n",
+       "  };\n",
+       "\n",
+       "  function inject_raw_css(css) {\n",
+       "    const element = document.createElement(\"style\");\n",
+       "    element.appendChild(document.createTextNode(css));\n",
+       "    document.body.appendChild(element);\n",
+       "  }\n",
+       "\n",
+       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.4.1.min.js\"];\n",
+       "  const css_urls = [];\n",
+       "\n",
+       "  const inline_js = [    function(Bokeh) {\n",
+       "      Bokeh.set_log_level(\"info\");\n",
+       "    },\n",
+       "function(Bokeh) {\n",
+       "    }\n",
+       "  ];\n",
+       "\n",
+       "  function run_inline_js() {\n",
+       "    if (root.Bokeh !== undefined || force === true) {\n",
+       "      try {\n",
+       "            for (let i = 0; i < inline_js.length; i++) {\n",
+       "      inline_js[i].call(root, root.Bokeh);\n",
+       "    }\n",
+       "\n",
+       "      } catch (error) {display_loaded(error);throw error;\n",
+       "      }if (force === true) {\n",
+       "        display_loaded();\n",
+       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(run_inline_js, 100);\n",
+       "    } else if (!root._bokeh_failed_load) {\n",
+       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
+       "      root._bokeh_failed_load = true;\n",
+       "    } else if (force !== true) {\n",
+       "      const cell = $(document.getElementById(\"feeff90e-6171-4b65-b863-d23c5e5f2a06\")).parents('.cell').data().cell;\n",
+       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  if (root._bokeh_is_loading === 0) {\n",
+       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
+       "    run_inline_js();\n",
+       "  } else {\n",
+       "    load_libs(css_urls, js_urls, function() {\n",
+       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
+       "      run_inline_js();\n",
+       "    });\n",
+       "  }\n",
+       "}(window));"
+      ],
+      "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded(error = null) {\n    const el = document.getElementById(\"feeff90e-6171-4b65-b863-d23c5e5f2a06\");\n    if (el != null) {\n      const html = (() => {\n        if (typeof root.Bokeh === \"undefined\") {\n          if (error == null) {\n            return \"BokehJS is loading ...\";\n          } else {\n            return \"BokehJS failed to load.\";\n          }\n        } else {\n          const prefix = `BokehJS ${root.Bokeh.version}`;\n          if (error == null) {\n            return `${prefix} successfully loaded.`;\n          } else {\n            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n          }\n        }\n      })();\n      el.innerHTML = html;\n\n      if (error != null) {\n        const wrapper = document.createElement(\"div\");\n        wrapper.style.overflow = \"auto\";\n        wrapper.style.height = \"5em\";\n        wrapper.style.resize = \"vertical\";\n        const content = document.createElement(\"div\");\n        content.style.fontFamily = \"monospace\";\n        content.style.whiteSpace = \"pre-wrap\";\n        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n        content.textContent = error.stack ?? error.toString();\n        wrapper.append(content);\n        el.append(wrapper);\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(() => display_loaded(error), 100);\n    }\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.4.1.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.4.1.min.js\"];\n  const css_urls = [];\n\n  const inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {\n    }\n  ];\n\n  function run_inline_js() {\n    if (root.Bokeh !== undefined || force === true) {\n      try {\n            for (let i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\n\n      } catch (error) {display_loaded(error);throw error;\n      }if (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      const cell = $(document.getElementById(\"feeff90e-6171-4b65-b863-d23c5e5f2a06\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import psycopg2\n",
+    "import geopandas as gpd\n",
+    "\n",
+    "import rasterio\n",
+    "from rasterio.plot import show\n",
+    "from rasterio.io import MemoryFile\n",
+    "from io import BytesIO\n",
+    "from shapely.geometry import shape\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import json\n",
+    "\n",
+    "from bokeh.plotting import figure, show, output_notebook\n",
+    "from bokeh.models import LogColorMapper, ColorBar, LinearColorMapper\n",
+    "from bokeh.layouts import column\n",
+    "from bokeh.palettes import Viridis256\n",
+    "output_notebook()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "bf9f8f30-4aad-4c3c-ab30-d801bd8dfae1",
+   "metadata": {},
+   "source": [
+    "## Test the Postgres query to ensure that the raster is clipped by the polygon geometry as expected"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "48f83618-5aed-49c9-ac61-fc6f15337eac",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Postgres connection params\n",
+    "conn_params = {\n",
+    "    'dbname': 'basins',\n",
+    "    'user': 'postgres',\n",
+    "    'password': 'pgpass',\n",
+    "    'host': 'localhost',\n",
+    "    'port': '5432'\n",
+    "}\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "424474d6-a945-49c7-bff3-9b68404a71fa",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def basic_query(q):\n",
+    "    conn = psycopg2.connect(**conn_params)\n",
+    "    cursor = conn.cursor()\n",
+    "    # Execute the query and fetch the results\n",
+    "    cursor.execute(q)\n",
+    "    results = cursor.fetchall()\n",
+    "    # Close the cursor and connection\n",
+    "    cursor.close()\n",
+    "    conn.close()\n",
+    "    return results\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "id": "4f421f69-4922-4968-ba1a-44c281ae86f3",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def plot_clipped_rasters_and_polygons(conn_params, basins_table, raster_table, ids):\n",
+    "    # Connect to the PostgreSQL database\n",
+    "    # Create the SQL query for selected basins\n",
+    "    basins_query = f\"\"\"\n",
+    "    WITH selected_basins AS (\n",
+    "        SELECT id, basin, drainage_area_km2\n",
+    "        FROM {basins_table}\n",
+    "        WHERE id IN ({','.join(map(str, ids))})\n",
+    "    ), clipped_rasters AS (\n",
+    "        SELECT\n",
+    "            b.id, \n",
+    "            b.drainage_area_km2,\n",
+    "            ST_AsGeoJSON(b.basin) AS basin_geojson,\n",
+    "            ST_AsGDALRaster(ST_Clip(r.rast, 1, b.basin, TRUE), 'GTiff', ARRAY['QUALITY=100'], 3005) AS rast_clipped\n",
+    "        FROM \n",
+    "            {raster_table} r\n",
+    "        JOIN selected_basins b \n",
+    "        ON ST_Intersects(ST_ConvexHull(r.rast), b.basin)\n",
+    "    )\n",
+    "    SELECT * FROM clipped_rasters;\n",
+    "    \"\"\"\n",
+    "    results = basic_query(basins_query)\n",
+    "    \n",
+    "    # Initialize lists to hold GeoDataFrame and rasters\n",
+    "    polygons = []\n",
+    "    rasters = []\n",
+    "    ids = []\n",
+    "    areas = []\n",
+    "    for row in results:\n",
+    "        ids.append(row[0])\n",
+    "        p = shape(json.loads(row[2]))\n",
+    "        a = row[1]\n",
+    "        areas.append(a)\n",
+    "        polygons.append(p)\n",
+    "        rasters.append(row[3])\n",
+    "\n",
+    "    # Create a GeoDataFrame from the polygons\n",
+    "    gdf = gpd.GeoDataFrame({'id': ids, 'geometry': polygons, 'drainage_area_km2': areas}, crs='EPSG:3005')\n",
+    "    gdf['area_check'] = gdf.geometry.area / 1e6\n",
+    "   \n",
+    "    # Initialize Bokeh plot\n",
+    "    p = figure(title=\"Clipped Rasters and Polygons\", match_aspect=True)\n",
+    "    p.grid.grid_line_color = None\n",
+    "\n",
+    "    # Plot polygons\n",
+    "    for geom, area, ac in zip(gdf['geometry'], gdf['drainage_area_km2'], gdf['area_check']):\n",
+    "        if geom.geom_type == 'Polygon':\n",
+    "            x, y = geom.exterior.xy\n",
+    "            p.patch(x, y, fill_alpha=0.5, line_width=2, legend_label=f'{area:.0f}/{ac:.0f}')\n",
+    "        elif geom.geom_type == 'MultiPolygon':\n",
+    "            for subgeom in geom:\n",
+    "                x, y = subgeom.exterior.xy\n",
+    "                p.patch(x, y, fill_alpha=0.5, line_width=2)\n",
+    "\n",
+    "    # Plot rasters\n",
+    "    for idx, raster_data in enumerate(rasters):\n",
+    "        with MemoryFile(raster_data) as memfile:\n",
+    "            with memfile.open() as src:\n",
+    "                # Read raster data\n",
+    "                raster = src.read(1)\n",
+    "                raster_extent = (src.bounds.left, src.bounds.right, src.bounds.bottom, src.bounds.top)\n",
+    "                \n",
+    "                # Mask no data values\n",
+    "                raster = np.ma.masked_equal(raster, src.nodata).astype(float)\n",
+    "\n",
+    "                # Flip raster vertically for correct orientation\n",
+    "                raster = np.flipud(raster)\n",
+    "                \n",
+    "                # Create color mapper\n",
+    "                color_mapper = LinearColorMapper(palette=Viridis256, low=raster.min(), high=raster.max())\n",
+    "                \n",
+    "                # Add raster to plot\n",
+    "                p.image(image=[raster], x=raster_extent[0], y=raster_extent[2], dw=raster_extent[1]-raster_extent[0], dh=raster_extent[3]-raster_extent[2], color_mapper=color_mapper, alpha=0.5)\n",
+    "\n",
+    "    p.xaxis.axis_label ='Longitude'\n",
+    "    p.yaxis.axis_label = 'Latitude'\n",
+    "    show(p)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "id": "69d6e1fc-45f9-4775-ab9b-f554504e3a74",
+   "metadata": {
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "  <div id=\"eed7bd5a-bdb9-4018-be31-6ecaae1769c6\" data-root-id=\"p1001\" style=\"display: contents;\"></div>\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/javascript": [
+       "(function(root) {\n",
+       "  function embed_document(root) {\n",
+       "  const docs_json = {\"109001ca-c07b-4600-8cc7-4ccd7e9db208\":{\"version\":\"3.4.1\",\"title\":\"Bokeh Application\",\"roots\":[{\"type\":\"object\",\"name\":\"Figure\",\"id\":\"p1001\",\"attributes\":{\"x_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p1002\"},\"y_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p1003\"},\"x_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p1011\"},\"y_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p1012\"},\"title\":{\"type\":\"object\",\"name\":\"Title\",\"id\":\"p1004\",\"attributes\":{\"text\":\"Clipped Rasters and 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+       "  const render_items = [{\"docid\":\"109001ca-c07b-4600-8cc7-4ccd7e9db208\",\"roots\":{\"p1001\":\"eed7bd5a-bdb9-4018-be31-6ecaae1769c6\"},\"root_ids\":[\"p1001\"]}];\n",
+       "  void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
+       "  }\n",
+       "  if (root.Bokeh !== undefined) {\n",
+       "    embed_document(root);\n",
+       "  } else {\n",
+       "    let attempts = 0;\n",
+       "    const timer = setInterval(function(root) {\n",
+       "      if (root.Bokeh !== undefined) {\n",
+       "        clearInterval(timer);\n",
+       "        embed_document(root);\n",
+       "      } else {\n",
+       "        attempts++;\n",
+       "        if (attempts > 100) {\n",
+       "          clearInterval(timer);\n",
+       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
+       "        }\n",
+       "      }\n",
+       "    }, 10, root)\n",
+       "  }\n",
+       "})(window);"
+      ],
+      "application/vnd.bokehjs_exec.v0+json": ""
+     },
+     "metadata": {
+      "application/vnd.bokehjs_exec.v0+json": {
+       "id": "p1001"
+      }
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_clipped_rasters_and_polygons(conn_params, 'basins_schema.basin_attributes', 'basins_schema.nalcms_2010', [1050544,685317])\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "id": "7e6fbadf-0ebb-49e7-b71b-2da75b09cc8d",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[(143465, 11.307232582556345)]"
+      ]
+     },
+     "execution_count": 6,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "q = \"\"\"\n",
+    "SELECT id, drainage_area_km2\n",
+    "FROM basins_schema.basin_attributes\n",
+    "LIMIT 1;\n",
+    "\"\"\"\n",
+    "da = basic_query(q)\n",
+    "da"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "c92d7d5f-84c0-410f-b8ee-817e40b365a2",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "id": "e7ea292f-f935-43d4-a3d0-a529724208a6",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "['id', 'centroid', 'pour_pt', 'basin', 'fid', 'area', 'drainage_area_km2', 'acc_polygon', 'ppt_acc', 'ppt_lon_m_3005', 'ppt_lat_m_3005', 'elevation_m', 'aspect_deg', 'slope_deg', 'region_code', 'perimeter_km', 'gravelius', 'centroid_x', 'centroid_y', 'prcp', 'tmin', 'tmax', 'vp', 'swe', 'srad', 'high_prcp_freq', 'low_prcp_freq', 'high_prcp_duration', 'low_prcp_duration', 'land_use_forest_frac_2010', 'land_use_forest_frac_2015', 'land_use_forest_frac_2020', 'land_use_shrubs_frac_2010', 'land_use_shrubs_frac_2015', 'land_use_shrubs_frac_2020', 'land_use_grass_frac_2010', 'land_use_grass_frac_2015', 'land_use_grass_frac_2020', 'land_use_wetland_frac_2010', 'land_use_wetland_frac_2015', 'land_use_wetland_frac_2020', 'land_use_crops_frac_2010', 'land_use_crops_frac_2015', 'land_use_crops_frac_2020', 'land_use_urban_frac_2010', 'land_use_urban_frac_2015', 'land_use_urban_frac_2020', 'land_use_water_frac_2010', 'land_use_water_frac_2015', 'land_use_water_frac_2020', 'land_use_snow_ice_frac_2010', 'land_use_snow_ice_frac_2015', 'land_use_snow_ice_frac_2020', 'geometry_flag', 'inside_pct_area_flag', 'outside_pct_area_flag', 'logk_ice_x100', 'k_stdev_x100', 'porosity_x100', 'permafrost_flag', 'soil_flag']\n"
+     ]
+    }
+   ],
+   "source": [
+    "q = \"\"\"\n",
+    "SELECT column_name\n",
+    "FROM information_schema.columns\n",
+    "WHERE table_schema = 'basins_schema'\n",
+    "  AND table_name = 'basin_attributes';\n",
+    "\"\"\"\n",
+    "columns = basic_query(q)\n",
+    "columns = [c[0] for c in columns]\n",
+    "print(columns)\n",
+    "lu_cols = [c for c in columns if c.startswith('land_use_')]\n",
+    "lu_cols_str = ', '.join(lu_cols)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "id": "12b83ca8-0b71-44bb-8d50-bb15a2eddacd",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "q = f\"\"\"\n",
+    "SELECT {lu_cols_str}\n",
+    "FROM basins_schema.basin_attributes\n",
+    "LIMIT 1;\n",
+    "\"\"\"\n",
+    "ex = basic_query(q)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "id": "660dfe77-0e13-4b72-8b28-a9454a592a6f",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "land_use_forest_frac_2010  -  [(1264917,)]\n",
+      "land_use_forest_frac_2015  -  [(1264917,)]\n",
+      "land_use_forest_frac_2020  -  [(1264917,)]\n",
+      "land_use_shrubs_frac_2010  -  [(1264917,)]\n",
+      "land_use_shrubs_frac_2015  -  [(1264917,)]\n",
+      "land_use_shrubs_frac_2020  -  [(1264917,)]\n",
+      "land_use_grass_frac_2010  -  [(1264917,)]\n",
+      "land_use_grass_frac_2015  -  [(1264917,)]\n",
+      "land_use_grass_frac_2020  -  [(1264917,)]\n",
+      "land_use_wetland_frac_2010  -  [(1264917,)]\n",
+      "land_use_wetland_frac_2015  -  [(1264917,)]\n",
+      "land_use_wetland_frac_2020  -  [(1264917,)]\n",
+      "land_use_crops_frac_2010  -  [(1264917,)]\n",
+      "land_use_crops_frac_2015  -  [(1264917,)]\n",
+      "land_use_crops_frac_2020  -  [(1264917,)]\n",
+      "land_use_urban_frac_2010  -  [(1264917,)]\n",
+      "land_use_urban_frac_2015  -  [(1264917,)]\n",
+      "land_use_urban_frac_2020  -  [(1264917,)]\n",
+      "land_use_water_frac_2010  -  [(1264917,)]\n",
+      "land_use_water_frac_2015  -  [(1264917,)]\n",
+      "land_use_water_frac_2020  -  [(1264917,)]\n",
+      "land_use_snow_ice_frac_2010  -  [(1264917,)]\n",
+      "land_use_snow_ice_frac_2015  -  [(1264917,)]\n",
+      "land_use_snow_ice_frac_2020  -  [(1264917,)]\n"
+     ]
+    }
+   ],
+   "source": [
+    "for c in lu_cols:\n",
+    "    q = f\"\"\"\n",
+    "    SELECT COUNT(*)\n",
+    "    FROM basins_schema.basin_attributes\n",
+    "    WHERE {c} IS NOT NULL;\n",
+    "    \"\"\"\n",
+    "    non_null = basic_query(q)\n",
+    "    print(c, ' - ', non_null)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "6383e477-5fa9-40c5-a738-32f97e9f7114",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "cdc30e58-91db-45eb-bf4d-e633edb6b46c",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "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": "3.10.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/validation/Region_Bound_Deviations.ipynb b/validation/Region_Bound_Deviations.ipynb
new file mode 100644
index 0000000..9ae1e02
--- /dev/null
+++ b/validation/Region_Bound_Deviations.ipynb
@@ -0,0 +1,328 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "4fa25e19-a2a6-413f-9c3c-f933f8134152",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import os\n",
+    "\n",
+    "import pandas as pd\n",
+    "import geopandas as gpd\n",
+    "import numpy as np\n",
+    "\n",
+    "import psycopg2\n",
+    "from bokeh.plotting import figure, show\n",
+    "from bokeh.io import output_notebook\n",
+    "from bokeh.models import ColumnDataSource\n",
+    "from bokeh.models import GeoJSONDataSource\n",
+    "from bokeh.models.tools import LassoSelectTool, BoxSelectTool\n",
+    "import xyzservices.providers as xyz\n",
+    "from bokeh.palettes import Bokeh8\n",
+    "\n",
+    "from bokeh.models import ColumnDataSource, GMapOptions\n",
+    "from bokeh.layouts import column, row\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "fe0f9dd5-39b3-4368-ade2-72568c90ddae",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "\n",
+    "import xyzservices.providers as xyz\n",
+    "# 'USImagery', 'USImageryTopo', 'USTopo'\n",
+    "tiles = xyz['USGS']['USTopo']"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "d14c65ab-8be6-430f-944f-b1ab9d1e070f",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "BASE_DIR = os.path.dirname(os.getcwd())\n",
+    "DATA_DIR = os.path.join(BASE_DIR, 'validation/data/')\n",
+    "DATA_DIR"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "7b17578a-e5d6-4065-acbe-07acff80f0a5",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def get_catchment_polygons(region):\n",
+    "    file_dir = os.path.join(BASE_DIR, f'processed_data/derived_basins/{region}/')\n",
+    "    fpath = os.path.join(file_dir, f'{region}_basins_R0.parquet')\n",
+    "    df = gpd.read_parquet(fpath)\n",
+    "    df.set_geometry('basin_geometry', inplace=True)\n",
+    "    return df\n",
+    "    \n",
+    "\n",
+    "def get_boundary_deviations(region):\n",
+    "    deviations_path = f'{region}_bounds_deviations_test.geojson'\n",
+    "    deviations = gpd.read_file(os.path.join(DATA_DIR, deviations_path))\n",
+    "    deviations = deviations[['geometry']].dissolve().explode(index_parts=False)\n",
+    "    return deviations"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "924b0256-6646-4f64-b8ee-a5fdda6728a5",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "rc = 'FRA'\n",
+    "deviation_df = get_boundary_deviations(rc)\n",
+    "ws_df = get_catchment_polygons(rc)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "16963848-cdc9-478f-a8a3-45b55b76ec09",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "print(f'There are {len(ws_df)} catchment polygons in the dataset')\n",
+    "assert deviation_df.crs == ws_df.crs"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "fcac356f-0808-4334-be45-c872748491a1",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "deviation_df = deviation_df[deviation_df.is_valid]\n",
+    "ws_df = ws_df[ws_df.is_valid]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "c24cb476-d64f-4d0a-b5db-e66d250149b5",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ws_df.reset_index(inplace=True, drop=True)\n",
+    "deviation_df.reset_index(inplace=True, drop=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "dc320b89-84a5-4f01-b18a-8e72fc9a416d",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# get the catchments that touch any of the deviation geometries\n",
+    "# intersecting = ws_df.sjoin(deviation_df, how='inner', predicate='touches')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "1c4f735d-fad8-428c-bbef-0f5085173e92",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "cols = ['ID', 'drainage_area_km2', 'ppt_lon_m_3005', 'ppt_lat_m_3005',\n",
+    "       'ppt_acc', 'Perimeter_km', 'id', 'Elevation_m', 'Aspect_deg',\n",
+    "       'Slope_deg', 'region_code', 'geometry', 'basin_geometry',\n",
+    "       'centroid_geometry', 'index_right']\n",
+    "# intersecting.drop_duplicates(subset=['ID'], keep='first', inplace=True)\n",
+    "# intersecting.head()\n",
+    "# intersecting.columns"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "f970d5df-def8-4bea-8d56-a0ce50a00ad9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# intersecting.to_file('08A_test.geojson')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "afd92022-e1a3-4e1b-8918-b293c29b77f9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "query = \"\"\"\n",
+    "SELECT \n",
+    "    id, \n",
+    "    drainage_area_km2, \n",
+    "    inside_pct_area_FLAG, \n",
+    "    outside_pct_area_FLAG, \n",
+    "    region_code, \n",
+    "    pour_pt\n",
+    "FROM \n",
+    "    basins_schema.basin_attributes\n",
+    "WHERE \n",
+    "    geometry_flag = TRUE;\n",
+    "\"\"\"\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "c3b68dee-c690-4e38-9e0e-ef37be187170",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "conn = psycopg2.connect(\n",
+    "    dbname=\"basins\",\n",
+    "    user=\"postgres\",\n",
+    "    password=\"pgpass\",\n",
+    "    host=\"localhost\",\n",
+    "    port=\"5432\"\n",
+    ")\n",
+    "gdf = gpd.read_postgis(query, conn, geom_col='pour_pt')\n",
+    "conn.close()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "f5aa0b00-9dde-45e9-9c8c-7beb67cc5199",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def plot_log_line(c, k=1, x_range=(1, 1.25e3), y_range=(5, 1e4)):\n",
+    "    x = np.linspace(x_range[0], x_range[1], 100)\n",
+    "    # y = y_range[1] * (x / x_range[0])**(-1) * c \n",
+    "    y =  k * (x / x_range[0])**(c)\n",
+    "    return x, y"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "289626cc-006e-4b8f-88af-102d4e9b1322",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gdf['total_pct_area_flag'] = gdf['inside_pct_area_flag'] + gdf['outside_pct_area_flag']\n",
+    "gdf['area_uncertainty'] = gdf['total_pct_area_flag']#gdf['drainage_area_km2'] * (gdf['total_pct_area_flag'] / 100)\n",
+    "\n",
+    "# Spatial Plot with Map Tiles\n",
+    "# Convert to Web Mercator for tile source\n",
+    "gdf = gdf.to_crs(epsg=3857)\n",
+    "gdf['x'] = gdf.geometry.x\n",
+    "gdf['y'] = gdf.geometry.y"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "0b4ea5af-51a8-49aa-9ea5-ff6280911a42",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Enable output to notebook\n",
+    "output_notebook()\n",
+    "\n",
+    "# Create a ColumnDataSource\n",
+    "source = ColumnDataSource(gdf[['total_pct_area_flag', 'drainage_area_km2', 'area_uncertainty', 'x', 'y']].copy())\n",
+    "\n",
+    "# Create a figure\n",
+    "plot = figure(title=f'Drainage Area vs Uncertain Area Flag (n={len(gdf)})',\n",
+    "              x_axis_label=r'$$\\text{Drainage Area } [km^2 ]$$',\n",
+    "              y_axis_label=r'$$\\text{Uncertain Area } [\\%] $$', y_axis_type='log', x_axis_type='log')\n",
+    "# Add Lasso Select Tool\n",
+    "plot.add_tools(LassoSelectTool(), BoxSelectTool())\n",
+    "# cs = [0.65, 0.45, 0.3]\n",
+    "cono = 0\n",
+    "# for c in cs:\n",
+    "c = 1\n",
+    "color = Bokeh8[cono]\n",
+    "# cono += 1\n",
+    "x0, y0 = plot_log_line(c, k=0.1)\n",
+    "plot.line(x0, y0, line_dash='dashed', line_width=2, line_color=color, legend_label=f'{c}')\n",
+    "# Add a scatter renderer with circle markers\n",
+    "# plot.circle(x='drainage_area_km2', y='area_uncertainty', source=source, size=4, color=\"navy\", alpha=0.5)\n",
+    "plot.scatter(x='drainage_area_km2', y='area_uncertainty', source=source, size=4, \n",
+    "             selection_color=\"orange\", nonselection_alpha=0.1, selection_alpha=1,\n",
+    "             nonselection_color='gray', color=\"navy\", alpha=0.5)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "473302df-94f0-4b19-91ef-b159eb1e00f0",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "spatial_plot = figure(title='Point Locations', x_axis_type=\"mercator\", y_axis_type=\"mercator\",\n",
+    "                      x_axis_label='Longitude', y_axis_label='Latitude')\n",
+    "\n",
+    "# dir(xyz)\n",
+    "spatial_plot.add_tile(tiles)\n",
+    "spatial_plot.scatter(x='x', y='y', source=source, size=4, color=\"navy\", alpha=0.5, selection_alpha=1,\n",
+    "                     selection_color=\"orange\", nonselection_alpha=0.9, nonselection_color='grey')\n",
+    "spatial_plot.add_tools(LassoSelectTool(), BoxSelectTool())\n",
+    "spatial_plot.xaxis.axis_label = r'$$\\text{Area} [\\text{km}^2$$'\n",
+    "spatial_plot.yaxis.axis_label = r'$$P(x)$$'\n",
+    "spatial_plot.xaxis.axis_label_text_font_size = '13px'\n",
+    "spatial_plot.yaxis.axis_label_text_font_size = '13px'\n",
+    "spatial_plot.xgrid.visible = False\n",
+    "spatial_plot.ygrid.visible = False"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "c681d171-e631-4237-b25a-ccb30146edab",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Show the plot\n",
+    "layout = row(plot, spatial_plot)\n",
+    "show(layout)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "ab192ac8-149a-4611-b5e3-c99dcc81aa2b",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "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": "3.10.12"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/validation/Untitled.ipynb b/validation/Untitled.ipynb
new file mode 100644
index 0000000..363fcab
--- /dev/null
+++ b/validation/Untitled.ipynb
@@ -0,0 +1,6 @@
+{
+ "cells": [],
+ "metadata": {},
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/validation/data/07FD001_HYSETS.geojson b/validation/data/07FD001_HYSETS.geojson
deleted file mode 100644
index 87febdd..0000000
--- a/validation/data/07FD001_HYSETS.geojson
+++ /dev/null
@@ -1,7 +0,0 @@
-{
-"type": "FeatureCollection",
-"crs": { "type": "name", "properties": { "name": "urn:ogc:def:crs:EPSG::3005" } },
-"features": [
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diff --git a/validation/data/07FD001_WSC_updated.geojson b/validation/data/07FD001_WSC_updated.geojson
deleted file mode 100644
index 4a3a308..0000000
--- a/validation/data/07FD001_WSC_updated.geojson
+++ /dev/null
@@ -1,7 +0,0 @@
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diff --git a/validation/data/07FD001_pour_point.geojson b/validation/data/07FD001_pour_point.geojson
deleted file mode 100644
index 97d2cb6..0000000
--- a/validation/data/07FD001_pour_point.geojson
+++ /dev/null
@@ -1,7 +0,0 @@
-{
-"type": "FeatureCollection",
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-"features": [
-{ "type": "Feature", "properties": { "StationNum": "07FD001", "NameNom": "KISKATINAW RIVER NEAR FARMINGTON", "Status": "active", "Etat": "en service", "ProvTerr": "BC" }, "geometry": { "type": "Point", "coordinates": [ 1338361.805467632599175, 1231094.707068111049011 ] } }
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diff --git a/validation/data/07FD001_source_comparison.geojson b/validation/data/07FD001_source_comparison.geojson
deleted file mode 100644
index 2d6919f..0000000
--- a/validation/data/07FD001_source_comparison.geojson
+++ /dev/null
@@ -1,9 +0,0 @@
-{
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diff --git a/validation/data/BCUB_polygon_best_overlap.geojson b/validation/data/BCUB_polygon_best_overlap.geojson
deleted file mode 100644
index 9a6a51f..0000000
--- a/validation/data/BCUB_polygon_best_overlap.geojson
+++ /dev/null
@@ -1,7 +0,0 @@
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diff --git a/validation/data/polygon_simplified_results.csv b/validation/data/polygon_simplified_results.csv
deleted file mode 100644
index 4d88027..0000000
--- a/validation/data/polygon_simplified_results.csv
+++ /dev/null
@@ -1,1756 +0,0 @@
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diff --git a/validation/edge_deviation_finder.py b/validation/edge_deviation_finder.py
new file mode 100644
index 0000000..8b9894a
--- /dev/null
+++ b/validation/edge_deviation_finder.py
@@ -0,0 +1,264 @@
+import os
+
+import pandas as pd
+import geopandas as gpd
+import numpy as np
+
+import psycopg2
+import psycopg2.extras as extras
+import os
+import warnings
+from sqlalchemy import create_engine  
+
+import multiprocessing as mp
+from time import time
+
+conn_params = {
+    'dbname': 'basins',
+    'user': 'postgres',
+    'password': 'pgpass',
+    'host': 'localhost',
+    'port': '5432',
+}
+schema_name = 'basins_schema'
+basin_table = 'basin_attributes'
+new_table_name = 'edge_deviation'
+
+BASE_DIR = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
+DATA_DIR = os.path.join(BASE_DIR, 'validation/data/')
+
+deviation_files = [e for e in os.listdir(DATA_DIR) if e.endswith('_bounds_deviations_test.geojson')]
+region_codes = sorted([e.split('_')[0] for e in deviation_files])
+
+def postgis_query(query, type='fetch'):
+    # Example function to execute a PostgreSQL query
+    conn = psycopg2.connect(**conn_params)
+    cur = conn.cursor()
+    
+    try:
+        cur.execute(query)
+        rows = cur.fetchall()
+        if type == 'write':
+            conn.commit()
+        return rows
+    except Exception as e:
+        conn.rollback()
+        print(f"Error executing query: {e}")
+    finally:
+        cur.close()
+        conn.close()
+    
+
+
+# for rc in region_codes:
+#     # get the deviations by region
+#     deviation_df = gpd.read_file(os.path.join(DATA_DIR, f'{rc}_bounds_deviations_test.geojson'))
+    
+#     nbr_codes = [e for e in deviation_df['region_code_1'].values if e is not None]
+#     # get the hydrobasins deviations
+#     hb = deviation_df[deviation_df['region_code_1'].isin(nbr_codes)].copy().dissolve()
+#     # hb.to_file(f'Hydrobasins_deviations_{rc}.geojson')
+#     # get the BCUB deviations
+#     bdf = deviation_df[~deviation_df['region_code_1'].isin(nbr_codes)].copy()
+#     bdf['region_code'] = rc
+#     bdf = bdf[['region_code', 'geometry']]
+#     bdf = bdf.explode()
+#     bdf.geometry = bdf.geometry.buffer(0)
+#     bdf.reset_index(inplace=True, drop=True)
+#     print(bdf)
+#     # check that all geometries are valid
+#     assert bdf.geometry.is_valid.all()
+#     temp_path = os.path.join(DATA_DIR, f'{rc}_BCUB_deviations.geojson')
+#     bdf.to_file(temp_path)
+
+#     cmd = f'ogr2ogr -f "PostgreSQL" PG:"dbname={conn_params["dbname"]} user={conn_params["user"]} password={conn_params["password"]}" {temp_path} -nln {new_table_name} -nlt PROMOTE_TO_MULTI -lco GEOMETRY_NAME=geom -lco FID=id'
+#     print(f'Adding {rc} deviations to {new_table_name}. ')
+#     os.system(cmd)
+
+
+# q = f'CREATE INDEX IF NOT EXISTS idx_{new_table_name}_geom ON {new_table_name} USING GIST(geom);'
+# postgis_query(q, 'fetch')
+# q = f"""SELECT ba.basin
+# FROM basins_schema.basin_attributes AS ba
+# JOIN edge_deviation AS ed ON ba.region_code = ed.region_code
+# WHERE ST_Intersects(ba.basin, ed.geom)
+# LIMIT 10;
+# """
+
+
+def check_deviation_proportion(row, crs, deviation_parts):
+
+    idx = row['id']
+    this_basin = gpd.GeoDataFrame(geometry=[row['geometry']], crs=crs)
+    catchment_area = this_basin.area.values[0]
+
+    tb = time()
+
+    # use a spatial query to narrow down the list of deviations to check
+    deviation_sindex = deviation_parts.sindex
+    possible_intersections_index = list(deviation_sindex.query(row['geometry'], predicate='intersects'))
+    possible_touching_index = list(deviation_sindex.query(row['geometry'], predicate='touches'))
+    intersecting_deviations = deviation_parts.iloc[possible_intersections_index]
+    touching_deviations = deviation_parts.iloc[possible_touching_index]
+
+    # intersecting_deviations = gpd.sjoin(deviation_df, this_basin, how='inner', predicate='intersects')
+    # touching_deviations = gpd.sjoin(deviation_parts, this_basin, how='inner', predicate='touches')
+    tc = time()
+     # it's about 0.1s per basin
+    # print(f'{idx}: time to compute intersecting and touching: {tc-tb:.3f}s   {len(intersecting_deviations)} {len(touching_deviations)}')
+    touching_area = 0
+    if not touching_deviations.empty:
+        # print('  Bound-touching deviations found!  --simply add to outside area')
+        touching_area = touching_deviations.geometry.area.sum()
+    
+    inside = intersecting_deviations.clip(this_basin)
+    outside = intersecting_deviations.overlay(this_basin, how='difference', keep_geom_type=True)
+    inside_area = inside.geometry.area.sum()
+    outside_area = outside.geometry.area.sum() + touching_area
+    inside_pct_area = inside_area / catchment_area
+    outside_pct_area = outside_area / catchment_area
+    tot_pct_area = inside_pct_area + outside_pct_area
+
+    td = time()
+    # print(f'{idx}: time to compute inside and outside pct areas: {td-tc:.3f}s') # it's about 0.1s per basin
+    
+    flag = False
+    if tot_pct_area >= 0.05:
+        flag = True
+        # print(f'    FLAG: Uncertainty at region bounds amounts to {tot_pct_area*100:.0f}% of the (unsimplified) area ({catchment_area/1e6:.1f} km^2).')
+    
+    return (idx, inside_pct_area, outside_pct_area, flag)
+
+
+def process_data_wrapper(args):
+    return check_deviation_proportion(**args)
+
+def get_edge_basins(region_code, output_path):
+
+    # query the rows from basins_schema.basin_attributes
+    # that intersect with edge_deviation for a given region_code
+    q = f"""
+    WITH filtered_basins AS (
+        SELECT
+            b.id,
+            b.region_code,
+            b.drainage_area_km2,
+            b.basin
+        FROM
+            basins_schema.basin_attributes AS b
+        WHERE
+            b.region_code = '{region_code}'
+    ), 
+    union_deviations AS (
+        SELECT
+            ST_Union(geom) AS deviations
+        FROM
+            edge_deviation
+        WHERE
+            region_code = '{region_code}'
+    ),
+    intersecting_basins AS (
+        SELECT
+            fb.id,
+            fb.region_code,
+            fb.drainage_area_km2,
+            fb.basin 
+        FROM
+            filtered_basins AS fb,
+            union_deviations as ud
+        WHERE
+            ST_Intersects(fb.basin, ud.deviations)
+    )
+    SELECT
+        id,
+        region_code,
+        drainage_area_km2,
+        basin geometry
+    FROM
+        intersecting_basins;
+    """
+
+    db_connection_url = f"postgresql://{conn_params['user']}:{conn_params['password']}@{conn_params['host']}:{conn_params['port']}/{conn_params['dbname']}"
+    con = create_engine(db_connection_url)  
+    t0 = time()
+    df = gpd.read_postgis(q, con, geom_col='geometry')
+    # df.to_file(output_path, driver='GeoJSON')
+    t1 = time()
+    print(f'  {len(df)} results returned in {t1-t0:.1f}s')
+    return df
+
+for rc in region_codes:
+    continue
+    boundary_deviation_file = os.path.join(DATA_DIR, f'{rc}_BCUB_deviations.geojson')
+    if not os.path.exists(boundary_deviation_file):
+        print(f'  No boundary deviations for {rc}.')
+        continue
+    
+    temp_path = os.path.join(DATA_DIR, f'{rc}_intersecting_basins.geojson')
+    # if not os.path.exists(temp_path):
+    print(f'  Querying {rc} basins from database.')
+    df = get_edge_basins(rc, temp_path)
+    # else:
+    #     print(f'  Reading {rc} basins from file.')
+    #     df = gpd.read_file(temp_path)
+
+    crs = df.crs.to_epsg()
+    
+    bcub_deviations = gpd.read_file(boundary_deviation_file)
+    deviation_sindex = bcub_deviations.sindex
+
+    # keep only basins where the total deviation area is greater than 5% of the basin area
+    # this is a rough heuristic to avoid unnecessary computation on larger geometries
+    total_deviation_area = bcub_deviations.geometry.area.sum() / 1e6
+    df = df[total_deviation_area >= 0.05 * df['drainage_area_km2']]
+
+    assert bcub_deviations.crs == df.crs
+
+    to_check = [{'row': row, 'crs':crs, 'deviation_parts': bcub_deviations.copy()} for _, row in df.iterrows()]
+
+    rows_per_batch = 200
+    n_batches = int(np.ceil(len(df) / rows_per_batch))
+    hdf_batches = np.array_split(to_check, n_batches)
+    all_results = []
+    batch_no = 0
+    total_flags = 0
+    for batch in hdf_batches:
+        batch_no += 1
+        t0 = time()
+        with mp.Pool(1) as pl:
+            results = pl.map(process_data_wrapper, batch)
+            all_results += results
+        t1 = time()
+        print(f'    {t1-t0:.0f}s to process batch {batch_no} of {n_batches}')
+        result_df = pd.DataFrame(all_results, columns=['id', 'inside_pct_area', 'outside_pct_area', 'FLAG_boundary'])
+        result_df = result_df[result_df['FLAG_boundary']].copy()
+        # convert from fraction to integer percentage 
+        result_df[['inside_pct_area', 'outside_pct_area']] = (100 * result_df[['inside_pct_area', 'outside_pct_area']]).round(0).astype(int)
+        data_tuples = list(result_df.itertuples(index=False, name=None))
+        # Construct the set_string and v_string
+        set_string = "geometry_flag = TRUE, inside_pct_area_FLAG = data.inside_pct_area, outside_pct_area_FLAG = data.outside_pct_area"
+        v_string = "inside_pct_area, outside_pct_area"
+
+        if not result_df.empty:
+            flag_id_str = ', '.join(result_df['id'].astype(str).values)
+            # write a query to set all rows with a FLAG_boundary == True to True
+            query = f"""
+            UPDATE {schema_name}.{basin_table} AS basin_table
+            SET {set_string}
+            FROM (VALUES %s) AS data(id, {v_string})
+            WHERE basin_table.id = data.id;
+            """
+            # Connect to the database and execute the query
+            conn = psycopg2.connect(**conn_params)
+            with conn.cursor() as cur:
+                psycopg2.extras.execute_values(
+                    cur, query, data_tuples, template=None, page_size=500
+                )
+                conn.commit()
+
+            # Close the connection
+            conn.close()
+
+        total_flags += len(result_df)
+
+    print(f'  {len(result_df)} {rc} basins flagged for boundary uncertainty.')
\ No newline at end of file
diff --git a/validation/technical_validation.ipynb b/validation/technical_validation.ipynb
index 625a5d4..7d25326 100644
--- a/validation/technical_validation.ipynb
+++ b/validation/technical_validation.ipynb
@@ -2,10 +2,352 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 1,
    "id": "0cd66c44-29fc-4a56-ab03-e59f4c7ae63c",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "    <style>\n",
+       "        .bk-notebook-logo {\n",
+       "            display: block;\n",
+       "            width: 20px;\n",
+       "            height: 20px;\n",
+       "            background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAABx0RVh0U29mdHdhcmUAQWRvYmUgRmlyZXdvcmtzIENTNui8sowAAAOkSURBVDiNjZRtaJVlGMd/1/08zzln5zjP1LWcU9N0NkN8m2CYjpgQYQXqSs0I84OLIC0hkEKoPtiH3gmKoiJDU7QpLgoLjLIQCpEsNJ1vqUOdO7ppbuec5+V+rj4ctwzd8IIbbi6u+8f1539dt3A78eXC7QizUF7gyV1fD1Yqg4JWz84yffhm0qkFqBogB9rM8tZdtwVsPUhWhGcFJngGeWrPzHm5oaMmkfEg1usvLFyc8jLRqDOMru7AyC8saQr7GG7f5fvDeH7Ej8CM66nIF+8yngt6HWaKh7k49Soy9nXurCi1o3qUbS3zWfrYeQDTB/Qj6kX6Ybhw4B+bOYoLKCC9H3Nu/leUTZ1JdRWkkn2ldcCamzrcf47KKXdAJllSlxAOkRgyHsGC/zRday5Qld9DyoM4/q/rUoy/CXh3jzOu3bHUVZeU+DEn8FInkPBFlu3+nW3Nw0mk6vCDiWg8CeJaxEwuHS3+z5RgY+YBR6V1Z1nxSOfoaPa4LASWxxdNp+VWTk7+4vzaou8v8PN+xo+KY2xsw6une2frhw05CTYOmQvsEhjhWjn0bmXPjpE1+kplmmkP3suftwTubK9Vq22qKmrBhpY4jvd5afdRA3wGjFAgcnTK2s4hY0/GPNIb0nErGMCRxWOOX64Z8RAC4oCXdklmEvcL8o0BfkNK4lUg9HTl+oPlQxdNo3Mg4Nv175e/1LDGzZen30MEjRUtmXSfiTVu1kK8W4txyV6BMKlbgk3lMwYCiusNy9fVfvvwMxv8Ynl6vxoByANLTWplvuj/nF9m2+PDtt1eiHPBr1oIfhCChQMBw6Aw0UulqTKZdfVvfG7VcfIqLG9bcldL/+pdWTLxLUy8Qq38heUIjh4XlzZxzQm19lLFlr8vdQ97rjZVOLf8nclzckbcD4wxXMidpX30sFd37Fv/GtwwhzhxGVAprjbg0gCAEeIgwCZyTV2Z1REEW8O4py0wsjeloKoMr6iCY6dP92H6Vw/oTyICIthibxjm/DfN9lVz8IqtqKYLUXfoKVMVQVVJOElGjrnnUt9T9wbgp8AyYKaGlqingHZU/uG2NTZSVqwHQTWkx9hxjkpWDaCg6Ckj5qebgBVbT3V3NNXMSiWSDdGV3hrtzla7J+duwPOToIg42ChPQOQjspnSlp1V+Gjdged7+8UN5CRAV7a5EdFNwCjEaBR27b3W890TE7g24NAP/mMDXRWrGoFPQI9ls/MWO2dWFAar/xcOIImbbpA3zgAAAABJRU5ErkJggg==);\n",
+       "        }\n",
+       "    </style>\n",
+       "    <div>\n",
+       "        <a href=\"https://bokeh.org\" target=\"_blank\" class=\"bk-notebook-logo\"></a>\n",
+       "        <span id=\"e175fedf-41be-4854-8f1a-a18d558302be\">Loading BokehJS ...</span>\n",
+       "    </div>\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/javascript": [
+       "'use strict';\n",
+       "(function(root) {\n",
+       "  function now() {\n",
+       "    return new Date();\n",
+       "  }\n",
+       "\n",
+       "  const force = true;\n",
+       "\n",
+       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
+       "    root._bokeh_onload_callbacks = [];\n",
+       "    root._bokeh_is_loading = undefined;\n",
+       "  }\n",
+       "\n",
+       "const JS_MIME_TYPE = 'application/javascript';\n",
+       "  const HTML_MIME_TYPE = 'text/html';\n",
+       "  const EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
+       "  const CLASS_NAME = 'output_bokeh rendered_html';\n",
+       "\n",
+       "  /**\n",
+       "   * Render data to the DOM node\n",
+       "   */\n",
+       "  function render(props, node) {\n",
+       "    const script = document.createElement(\"script\");\n",
+       "    node.appendChild(script);\n",
+       "  }\n",
+       "\n",
+       "  /**\n",
+       "   * Handle when an output is cleared or removed\n",
+       "   */\n",
+       "  function handleClearOutput(event, handle) {\n",
+       "    function drop(id) {\n",
+       "      const view = Bokeh.index.get_by_id(id)\n",
+       "      if (view != null) {\n",
+       "        view.model.document.clear()\n",
+       "        Bokeh.index.delete(view)\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    const cell = handle.cell;\n",
+       "\n",
+       "    const id = cell.output_area._bokeh_element_id;\n",
+       "    const server_id = cell.output_area._bokeh_server_id;\n",
+       "\n",
+       "    // Clean up Bokeh references\n",
+       "    if (id != null) {\n",
+       "      drop(id)\n",
+       "    }\n",
+       "\n",
+       "    if (server_id !== undefined) {\n",
+       "      // Clean up Bokeh references\n",
+       "      const cmd_clean = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
+       "      cell.notebook.kernel.execute(cmd_clean, {\n",
+       "        iopub: {\n",
+       "          output: function(msg) {\n",
+       "            const id = msg.content.text.trim()\n",
+       "            drop(id)\n",
+       "          }\n",
+       "        }\n",
+       "      });\n",
+       "      // Destroy server and session\n",
+       "      const cmd_destroy = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
+       "      cell.notebook.kernel.execute(cmd_destroy);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  /**\n",
+       "   * Handle when a new output is added\n",
+       "   */\n",
+       "  function handleAddOutput(event, handle) {\n",
+       "    const output_area = handle.output_area;\n",
+       "    const output = handle.output;\n",
+       "\n",
+       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
+       "    if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n",
+       "      return\n",
+       "    }\n",
+       "\n",
+       "    const toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
+       "\n",
+       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
+       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
+       "      // store reference to embed id on output_area\n",
+       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
+       "    }\n",
+       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
+       "      const bk_div = document.createElement(\"div\");\n",
+       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
+       "      const script_attrs = bk_div.children[0].attributes;\n",
+       "      for (let i = 0; i < script_attrs.length; i++) {\n",
+       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
+       "        toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n",
+       "      }\n",
+       "      // store reference to server id on output_area\n",
+       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function register_renderer(events, OutputArea) {\n",
+       "\n",
+       "    function append_mime(data, metadata, element) {\n",
+       "      // create a DOM node to render to\n",
+       "      const toinsert = this.create_output_subarea(\n",
+       "        metadata,\n",
+       "        CLASS_NAME,\n",
+       "        EXEC_MIME_TYPE\n",
+       "      );\n",
+       "      this.keyboard_manager.register_events(toinsert);\n",
+       "      // Render to node\n",
+       "      const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
+       "      render(props, toinsert[toinsert.length - 1]);\n",
+       "      element.append(toinsert);\n",
+       "      return toinsert\n",
+       "    }\n",
+       "\n",
+       "    /* Handle when an output is cleared or removed */\n",
+       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
+       "    events.on('delete.Cell', handleClearOutput);\n",
+       "\n",
+       "    /* Handle when a new output is added */\n",
+       "    events.on('output_added.OutputArea', handleAddOutput);\n",
+       "\n",
+       "    /**\n",
+       "     * Register the mime type and append_mime function with output_area\n",
+       "     */\n",
+       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
+       "      /* Is output safe? */\n",
+       "      safe: true,\n",
+       "      /* Index of renderer in `output_area.display_order` */\n",
+       "      index: 0\n",
+       "    });\n",
+       "  }\n",
+       "\n",
+       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
+       "  if (root.Jupyter !== undefined) {\n",
+       "    const events = require('base/js/events');\n",
+       "    const OutputArea = require('notebook/js/outputarea').OutputArea;\n",
+       "\n",
+       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
+       "      register_renderer(events, OutputArea);\n",
+       "    }\n",
+       "  }\n",
+       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
+       "    root._bokeh_timeout = Date.now() + 5000;\n",
+       "    root._bokeh_failed_load = false;\n",
+       "  }\n",
+       "\n",
+       "  const NB_LOAD_WARNING = {'data': {'text/html':\n",
+       "     \"<div style='background-color: #fdd'>\\n\"+\n",
+       "     \"<p>\\n\"+\n",
+       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
+       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
+       "     \"</p>\\n\"+\n",
+       "     \"<ul>\\n\"+\n",
+       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
+       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
+       "     \"</ul>\\n\"+\n",
+       "     \"<code>\\n\"+\n",
+       "     \"from bokeh.resources import INLINE\\n\"+\n",
+       "     \"output_notebook(resources=INLINE)\\n\"+\n",
+       "     \"</code>\\n\"+\n",
+       "     \"</div>\"}};\n",
+       "\n",
+       "  function display_loaded(error = null) {\n",
+       "    const el = document.getElementById(\"e175fedf-41be-4854-8f1a-a18d558302be\");\n",
+       "    if (el != null) {\n",
+       "      const html = (() => {\n",
+       "        if (typeof root.Bokeh === \"undefined\") {\n",
+       "          if (error == null) {\n",
+       "            return \"BokehJS is loading ...\";\n",
+       "          } else {\n",
+       "            return \"BokehJS failed to load.\";\n",
+       "          }\n",
+       "        } else {\n",
+       "          const prefix = `BokehJS ${root.Bokeh.version}`;\n",
+       "          if (error == null) {\n",
+       "            return `${prefix} successfully loaded.`;\n",
+       "          } else {\n",
+       "            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n",
+       "          }\n",
+       "        }\n",
+       "      })();\n",
+       "      el.innerHTML = html;\n",
+       "\n",
+       "      if (error != null) {\n",
+       "        const wrapper = document.createElement(\"div\");\n",
+       "        wrapper.style.overflow = \"auto\";\n",
+       "        wrapper.style.height = \"5em\";\n",
+       "        wrapper.style.resize = \"vertical\";\n",
+       "        const content = document.createElement(\"div\");\n",
+       "        content.style.fontFamily = \"monospace\";\n",
+       "        content.style.whiteSpace = \"pre-wrap\";\n",
+       "        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n",
+       "        content.textContent = error.stack ?? error.toString();\n",
+       "        wrapper.append(content);\n",
+       "        el.append(wrapper);\n",
+       "      }\n",
+       "    } else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(() => display_loaded(error), 100);\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  function run_callbacks() {\n",
+       "    try {\n",
+       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
+       "        if (callback != null)\n",
+       "          callback();\n",
+       "      });\n",
+       "    } finally {\n",
+       "      delete root._bokeh_onload_callbacks\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
+       "  }\n",
+       "\n",
+       "  function load_libs(css_urls, js_urls, callback) {\n",
+       "    if (css_urls == null) css_urls = [];\n",
+       "    if (js_urls == null) js_urls = [];\n",
+       "\n",
+       "    root._bokeh_onload_callbacks.push(callback);\n",
+       "    if (root._bokeh_is_loading > 0) {\n",
+       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
+       "      return null;\n",
+       "    }\n",
+       "    if (js_urls == null || js_urls.length === 0) {\n",
+       "      run_callbacks();\n",
+       "      return null;\n",
+       "    }\n",
+       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
+       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
+       "\n",
+       "    function on_load() {\n",
+       "      root._bokeh_is_loading--;\n",
+       "      if (root._bokeh_is_loading === 0) {\n",
+       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
+       "        run_callbacks()\n",
+       "      }\n",
+       "    }\n",
+       "\n",
+       "    function on_error(url) {\n",
+       "      console.error(\"failed to load \" + url);\n",
+       "    }\n",
+       "\n",
+       "    for (let i = 0; i < css_urls.length; i++) {\n",
+       "      const url = css_urls[i];\n",
+       "      const element = document.createElement(\"link\");\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error.bind(null, url);\n",
+       "      element.rel = \"stylesheet\";\n",
+       "      element.type = \"text/css\";\n",
+       "      element.href = url;\n",
+       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
+       "      document.body.appendChild(element);\n",
+       "    }\n",
+       "\n",
+       "    for (let i = 0; i < js_urls.length; i++) {\n",
+       "      const url = js_urls[i];\n",
+       "      const element = document.createElement('script');\n",
+       "      element.onload = on_load;\n",
+       "      element.onerror = on_error.bind(null, url);\n",
+       "      element.async = false;\n",
+       "      element.src = url;\n",
+       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
+       "      document.head.appendChild(element);\n",
+       "    }\n",
+       "  };\n",
+       "\n",
+       "  function inject_raw_css(css) {\n",
+       "    const element = document.createElement(\"style\");\n",
+       "    element.appendChild(document.createTextNode(css));\n",
+       "    document.body.appendChild(element);\n",
+       "  }\n",
+       "\n",
+       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.6.0.min.js\"];\n",
+       "  const css_urls = [];\n",
+       "\n",
+       "  const inline_js = [    function(Bokeh) {\n",
+       "      Bokeh.set_log_level(\"info\");\n",
+       "    },\n",
+       "function(Bokeh) {\n",
+       "    }\n",
+       "  ];\n",
+       "\n",
+       "  function run_inline_js() {\n",
+       "    if (root.Bokeh !== undefined || force === true) {\n",
+       "      try {\n",
+       "            for (let i = 0; i < inline_js.length; i++) {\n",
+       "      inline_js[i].call(root, root.Bokeh);\n",
+       "    }\n",
+       "\n",
+       "      } catch (error) {display_loaded(error);throw error;\n",
+       "      }if (force === true) {\n",
+       "        display_loaded();\n",
+       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
+       "      setTimeout(run_inline_js, 100);\n",
+       "    } else if (!root._bokeh_failed_load) {\n",
+       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
+       "      root._bokeh_failed_load = true;\n",
+       "    } else if (force !== true) {\n",
+       "      const cell = $(document.getElementById(\"e175fedf-41be-4854-8f1a-a18d558302be\")).parents('.cell').data().cell;\n",
+       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
+       "    }\n",
+       "  }\n",
+       "\n",
+       "  if (root._bokeh_is_loading === 0) {\n",
+       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
+       "    run_inline_js();\n",
+       "  } else {\n",
+       "    load_libs(css_urls, js_urls, function() {\n",
+       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
+       "      run_inline_js();\n",
+       "    });\n",
+       "  }\n",
+       "}(window));"
+      ],
+      "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded(error = null) {\n    const el = document.getElementById(\"e175fedf-41be-4854-8f1a-a18d558302be\");\n    if (el != null) {\n      const html = (() => {\n        if (typeof root.Bokeh === \"undefined\") {\n          if (error == null) {\n            return \"BokehJS is loading ...\";\n          } else {\n            return \"BokehJS failed to load.\";\n          }\n        } else {\n          const prefix = `BokehJS ${root.Bokeh.version}`;\n          if (error == null) {\n            return `${prefix} successfully loaded.`;\n          } else {\n            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n          }\n        }\n      })();\n      el.innerHTML = html;\n\n      if (error != null) {\n        const wrapper = document.createElement(\"div\");\n        wrapper.style.overflow = \"auto\";\n        wrapper.style.height = \"5em\";\n        wrapper.style.resize = \"vertical\";\n        const content = document.createElement(\"div\");\n        content.style.fontFamily = \"monospace\";\n        content.style.whiteSpace = \"pre-wrap\";\n        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n        content.textContent = error.stack ?? error.toString();\n        wrapper.append(content);\n        el.append(wrapper);\n      }\n    } else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(() => display_loaded(error), 100);\n    }\n  }\n\n  function run_callbacks() {\n    try {\n      root._bokeh_onload_callbacks.forEach(function(callback) {\n        if (callback != null)\n          callback();\n      });\n    } finally {\n      delete root._bokeh_onload_callbacks\n    }\n    console.debug(\"Bokeh: all callbacks have finished\");\n  }\n\n  function load_libs(css_urls, js_urls, callback) {\n    if (css_urls == null) css_urls = [];\n    if (js_urls == null) js_urls = [];\n\n    root._bokeh_onload_callbacks.push(callback);\n    if (root._bokeh_is_loading > 0) {\n      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n      return null;\n    }\n    if (js_urls == null || js_urls.length === 0) {\n      run_callbacks();\n      return null;\n    }\n    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n    root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n    function on_load() {\n      root._bokeh_is_loading--;\n      if (root._bokeh_is_loading === 0) {\n        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n        run_callbacks()\n      }\n    }\n\n    function on_error(url) {\n      console.error(\"failed to load \" + url);\n    }\n\n    for (let i = 0; i < css_urls.length; i++) {\n      const url = css_urls[i];\n      const element = document.createElement(\"link\");\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.rel = \"stylesheet\";\n      element.type = \"text/css\";\n      element.href = url;\n      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n      document.body.appendChild(element);\n    }\n\n    for (let i = 0; i < js_urls.length; i++) {\n      const url = js_urls[i];\n      const element = document.createElement('script');\n      element.onload = on_load;\n      element.onerror = on_error.bind(null, url);\n      element.async = false;\n      element.src = url;\n      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n      document.head.appendChild(element);\n    }\n  };\n\n  function inject_raw_css(css) {\n    const element = document.createElement(\"style\");\n    element.appendChild(document.createTextNode(css));\n    document.body.appendChild(element);\n  }\n\n  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.6.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.6.0.min.js\"];\n  const css_urls = [];\n\n  const inline_js = [    function(Bokeh) {\n      Bokeh.set_log_level(\"info\");\n    },\nfunction(Bokeh) {\n    }\n  ];\n\n  function run_inline_js() {\n    if (root.Bokeh !== undefined || force === true) {\n      try {\n            for (let i = 0; i < inline_js.length; i++) {\n      inline_js[i].call(root, root.Bokeh);\n    }\n\n      } catch (error) {display_loaded(error);throw error;\n      }if (force === true) {\n        display_loaded();\n      }} else if (Date.now() < root._bokeh_timeout) {\n      setTimeout(run_inline_js, 100);\n    } else if (!root._bokeh_failed_load) {\n      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n      root._bokeh_failed_load = true;\n    } else if (force !== true) {\n      const cell = $(document.getElementById(\"e175fedf-41be-4854-8f1a-a18d558302be\")).parents('.cell').data().cell;\n      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n    }\n  }\n\n  if (root._bokeh_is_loading === 0) {\n    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n    run_inline_js();\n  } else {\n    load_libs(css_urls, js_urls, function() {\n      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n      run_inline_js();\n    });\n  }\n}(window));"
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "import os\n",
     "from time import time\n",
@@ -19,11 +361,13 @@
     "\n",
     "import rioxarray as rxr\n",
     "from numba import njit\n",
+    "from shapely.ops import unary_union\n",
     "\n",
     "from bokeh.plotting import figure, show\n",
     "from bokeh.models import ColumnDataSource, Whisker\n",
-    "from bokeh.io import output_notebook\n",
+    "from bokeh.io import output_notebook, export_png\n",
     "from bokeh.palettes import Colorblind3\n",
+    "from bokeh.layouts import gridplot\n",
     "# from bokeh.layouts import gridplot, row, column\n",
     "output_notebook()\n",
     "\n",
@@ -33,7 +377,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 2,
    "id": "56ed0062-89d5-451f-b4a5-be83bf21bf03",
    "metadata": {},
    "outputs": [],
@@ -79,7 +423,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 15,
    "id": "787ce129-b79d-40e4-9cdf-f75cf03344e5",
    "metadata": {},
    "outputs": [],
@@ -93,8 +437,8 @@
     "# with both the 3DEP and EENV DEM\n",
     "# here we'll do it for 08D (central coast)\n",
     "region_code = 'FRA'\n",
-    "BASIN_DIR = os.path.join(DATA_DIR, 'basin_attributes/polygons')\n",
-    "\n",
+    "BASIN_DIR = os.path.join(DATA_DIR, 'derived_basins')\n",
+    "buffer = 0\n",
     "# update with the path of processed DEM\n",
     "# these scripts would be already run in the dataset replication\n",
     "# see the following scripts in setup_scripts/\n",
@@ -107,7 +451,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 4,
    "id": "8719fc1c-3f1b-4504-abce-817fe2b85791",
    "metadata": {},
    "outputs": [],
@@ -121,12 +465,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 5,
    "id": "65a9bbaa-48e9-46ed-ba9a-eb120e6e44af",
    "metadata": {},
    "outputs": [],
    "source": [
     "def compute_slope_on_region_raster(region_code, DEM_source):\n",
+    "    \"\"\"\n",
+    "    Compute the slope on the same region using two different resolution input DEMs.\n",
+    "    \"\"\"\n",
     "    if region_code == 'FRA':\n",
     "        region_code = 'Fraser'\n",
     "    src_dem_fname = f'{DEM_source}/{region_code}_EENV_DEM_3005_res1.tif'\n",
@@ -150,7 +497,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 6,
    "id": "dbd946c8-e17f-43d8-8955-c2732badbe9d",
    "metadata": {},
    "outputs": [],
@@ -163,40 +510,92 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 7,
    "id": "d8262330-c76c-4060-9074-bc4edcc78172",
    "metadata": {},
    "outputs": [],
    "source": [
-    "geom_fpath = f'{region_code}_basin_geometries.parquet'\n",
-    "df = gpd.read_parquet(os.path.join(BASIN_DIR, geom_fpath))"
+    "geom_fpath = f'{region_code}/{region_code}_basins_R0.parquet'\n",
+    "df = gpd.read_parquet(os.path.join(BASIN_DIR, geom_fpath))\n",
+    "df.reset_index(drop=True, inplace=True)\n",
+    "# the ID and id columns are vestiges of the batch processing for delineating polygons\n",
+    "df.drop(['ID', 'id'], inplace=True, axis=1)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "27a50fda-6dd5-4541-96b4-d36fedca3f7b",
+   "execution_count": 8,
+   "id": "e9e2f897-989c-4bae-bd62-1383cba04a35",
    "metadata": {},
    "outputs": [],
+   "source": [
+    "# use the ppt_x and ppt_y columns as unique identifiers\n",
+    "df['ppt_idxs'] = list(zip(df['ppt_lon_m_3005'].astype(int), df['ppt_lat_m_3005'].astype(int)))\n",
+    "ppt_idxs_set = set(df['ppt_idxs'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "id": "27a50fda-6dd5-4541-96b4-d36fedca3f7b",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "10000 basin ids (0 added)\n"
+     ]
+    }
+   ],
    "source": [
     "# select a random subset of 10K basin polygons\n",
-    "select_new = False\n",
+    "use_existing = True\n",
     "sample_size  = 1e4\n",
     "\n",
-    "if select_new:    \n",
-    "    ids = np.random.choice(df['id'].values, size=int(sample_size), replace=False)\n",
-    "    print(len(ids))\n",
+    "if not use_existing:\n",
+    "    # Create a unique identifier using 'ppt_x' and 'ppt_y' as a tuple\n",
+    "    sample_ids = np.random.choice(df['ppt_idxs'].values, size=int(sample_size), replace=False)\n",
     "else:\n",
+    "    # Retrieve existing IDs from filenames in the temp folder\n",
     "    existing_basin_files = os.listdir(os.path.join(temp_folder, 'basin_polygons'))\n",
-    "    ids = sorted(list(set([e.split('_')[1] for e in existing_basin_files])))\n",
-    "    print(f'{len(ids)} existing basin ids to process')\n",
-    "    if len(ids) < sample_size:\n",
-    "        sample_size  = 1e4\n",
-    "        add_ids = np.random.choice(df['id'].values, size=int(sample_size - len(ids)), replace=False)\n",
-    "        assert all([e not in ids for e in add_ids])\n",
-    "        ids += [str(e) for e in add_ids]\n",
-    "        print(f'{len(ids)} existing basin ids to process')\n",
-    "        "
+    "    existing_ids = set((int(e.split('_')[0]), int(e.split('_')[1])) for e in existing_basin_files)\n",
+    "\n",
+    "    # Calculate how many more IDs are needed\n",
+    "    n_missing = max(0, sample_size - len(existing_ids))\n",
+    "\n",
+    "    # Get all unique IDs from the DataFrame and find the remaining ones\n",
+    "    all_ids = set(map(tuple, df[['ppt_lon_m_3005', 'ppt_lat_m_3005']].values))\n",
+    "    remaining_ids = np.array(list(all_ids - existing_ids))\n",
+    "\n",
+    "    # If more IDs are needed, select them randomly\n",
+    "    additional_idxs = np.random.choice(range(len(remaining_ids)), size=int(n_missing), replace=False) if n_missing > 0 else []\n",
+    "    additional_ids = remaining_ids[additional_idxs]\n",
+    "\n",
+    "    # Combine existing and additional IDs\n",
+    "    sample_ids = np.array(list(existing_ids) + list(additional_ids))\n",
+    "\n",
+    "    # Print the number of IDs and how many were added\n",
+    "    print(f'{len(sample_ids)} basin ids ({len(additional_ids)} added)')\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "a9bbe268-2bec-47eb-a947-f980021c2a77",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# get the selected rows of the df\n",
+    "# `sampled_ids` is an array of tuples: [(lat1, lon1), (lat2, lon2), ...]\n",
+    "# Convert `sampled_ids` into a DataFrame for easier merging\n",
+    "latlon_cols = ['ppt_lat_m_3005', 'ppt_lon_m_3005']\n",
+    "for ll in latlon_cols:\n",
+    "    df[ll] = df[ll].astype(int)\n",
+    "# Use boolean indexing to filter rows that match the lat/lon pairs\n",
+    "sample_ids = [tuple(id_pair) for id_pair in sample_ids]\n",
+    "selected_df = df[df['ppt_idxs'].isin(set(sample_ids))].copy()\n",
+    "# Use merge to select rows that match the lat/lon pairs in `sampled_ids`"
    ]
   },
   {
@@ -209,7 +608,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 17,
    "id": "8d7c0999-c6fd-4703-b429-a70cf88f4b79",
    "metadata": {},
    "outputs": [],
@@ -223,15 +622,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 18,
    "id": "d38e9bcd-ec1e-4daf-9d93-2314134a6978",
    "metadata": {},
    "outputs": [],
    "source": [
-    "def clip_rasters(input):\n",
-    "    basin_id, polygon, DEM_source, buffer, region_code, temp_folder = input\n",
-    "    \n",
-    "    dem_fpath = os.path.join(DEM_PATH, f'{DEM_source}/{region_code}_USGS_3DEP_3005_res1.tif')\n",
+    "def clip_rasters(input_vars):\n",
+    "    ppt_x, ppt_y, polygon, DEM_source, buffer, region_code, temp_folder = input_vars\n",
+    "\n",
+    "    dem_fname = f'{DEM_source}/{region_code}_USGS_3DEP_3005_res1.tif'\n",
+    "    dem_fpath = os.path.join(DEM_PATH, dem_fname)\n",
     "    rc = region_code\n",
     "    if region_code == 'FRA':\n",
     "        rc = 'Fraser'\n",
@@ -240,23 +640,23 @@
     "        src_dem_fname = f'{DEM_source}/{rc}_{DEM_source}_3005_res1.tif'\n",
     "        \n",
     "    input_raster_path = os.path.join(DEM_PATH, src_dem_fname)\n",
-    "    # if you want to test the effect of adding a buffer to the polygon\n",
+    "    \n",
+    "    # If buffer is needed, calculate it using raster resolution\n",
     "    if buffer != 0:\n",
-    "        dem, crs_obj, affine = retrieve_raster(dem_fpath)\n",
+    "        dem, crs_obj, affine = retrieve_raster(input_raster_path)\n",
     "        res = dem.rio.resolution()\n",
-    "        if buffer == 1:\n",
-    "            buff = np.sqrt(res[0]**2 + res[1]**2)\n",
-    "        elif buffer == 2:\n",
-    "            buff = max(abs(res[0]), abs(res[1]))\n",
-    "        bdf = bdf.buffer(buff)\n",
+    "        buff = np.sqrt(res[0]**2 + res[1]**2) if buffer == 1 else max(abs(res[0]), abs(res[1]))\n",
+    "        polygon = polygon.buffer(buff)\n",
     "\n",
     "    # save the polygon to a temp file\n",
     "    crs = 3005\n",
-    "    basin_fname = f'basin_polygons/basin_{basin_id:05d}_b{buffer}_{crs}.shp'\n",
+    "    basin_fname = f'basin_polygons/{ppt_x}_{ppt_y}_b{buffer}_basin_{crs}.shp'\n",
     "    basin_fpath = os.path.join(temp_folder, basin_fname)\n",
+    "    \n",
     "    if not os.path.exists(basin_fpath):  \n",
     "        basin_data = {\n",
-    "            'id': [basin_id], \n",
+    "            'ppt_lon_m_3005': [ppt_x], \n",
+    "            'ppt_lat_m_3005': [ppt_y], \n",
     "            'region_code': [region_code]\n",
     "        }\n",
     "        bdf = gpd.GeoDataFrame(basin_data, geometry=[polygon], crs=crs)   \n",
@@ -288,9 +688,8 @@
     "        else:\n",
     "            if not os.path.exists(basin_fpath):\n",
     "                bdf.to_file(basin_fpath)\n",
-    "\n",
     "    # Clip the raster using the saved basin polygon\n",
-    "    raster_fname = f\"{DEM_source}/{int(basin_id):05}_clipped_{buffer}mbuff.tif\"\n",
+    "    raster_fname = f\"{DEM_source}/{ppt_x}_{ppt_y}_clipped_{buffer}mbuff.tif\"\n",
     "    fpath_out = os.path.join(temp_folder, raster_fname)\n",
     "    if not os.path.exists(fpath_out):\n",
     "        g = gdal.Warp(fpath_out, input_raster_path, format=\"GTiff\",\n",
@@ -303,35 +702,50 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 21,
    "id": "058cf8d5-097b-4e75-9b9d-a3a62c94db17",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "10000 items selected for processing\n",
+      "Processing 10000 with USGS_3DEP DEM\n",
+      "Starting raster clipping:\n",
+      "10000\n",
+      "10000 items selected for processing\n",
+      "Processing 10000 with EENV_DEM90 DEM\n",
+      "Starting raster clipping:\n",
+      "10000\n"
+     ]
+    }
+   ],
    "source": [
     "tstart = time()\n",
-    "buffer = 0\n",
+    "\n",
     "# get all the ids\n",
     "failed_ids = []\n",
     "edge_dict = {}\n",
     "\n",
-    "n = 0\n",
     "for src in ['USGS_3DEP', 'EENV_DEM90']:\n",
     "    tmp_raster_folder = os.path.join(temp_folder, src)\n",
     "    if not os.path.exists(tmp_raster_folder):\n",
     "        os.mkdir(tmp_raster_folder)\n",
     "    t1 = time()\n",
-    "    selected_df = df[df['id'].isin(ids)].copy()\n",
     "    print(f'{len(selected_df)} items selected for processing')\n",
-    "    inputs = list(selected_df.itertuples(index=False, name=None))\n",
-    "    # additional input parameters\n",
-    "    inputs = [e + (src, buffer, region_code, temp_folder) for e in inputs]\n",
+    "    inputs = [\n",
+    "        (x, y, geometry, src, buffer, region_code, temp_folder) \n",
+    "        for x, y, (geometry,) in zip(selected_df['ppt_lon_m_3005'].values, selected_df['ppt_lat_m_3005'].values, selected_df[['basin_geometry']].itertuples(index=False, name=None))\n",
+    "    ]\n",
     "    print(f'Processing {len(inputs)} with {src} DEM')\n",
     "\n",
     "    # clip the dems to all basin polygons\n",
-    "    n_procs = 6\n",
+    "    n_procs = 8\n",
     "    p = mp.Pool(n_procs)\n",
     "    print('Starting raster clipping:')\n",
     "    clip_fpaths = p.map(clip_rasters, inputs)\n",
+    "    print(len(clip_fpaths))\n",
     "    "
    ]
   },
@@ -345,7 +759,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 22,
    "id": "5d9c843e-7a9b-4c65-aa7d-df97669af5ad",
    "metadata": {},
    "outputs": [],
@@ -392,86 +806,145 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 23,
    "id": "a9c3eca6-3c98-4809-ae7d-a4f366a2e1d3",
    "metadata": {},
    "outputs": [],
    "source": [
     "def process_basin_raster(f):\n",
-    "    basin_id = int(f.split('/')[-1].split('_')[0])\n",
+    "    x, y = f.split('/')[-1].split('_')[:2]\n",
     "    raster, crs, affine = retrieve_raster(f)\n",
     "    data = raster.data[0]\n",
     "    pct_edge_px = edge_pixel_proportion(raster.data[0])\n",
-    "    return (basin_id, pct_edge_px)"
+    "    return (x, y, pct_edge_px)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "68f2c2b8-93a9-413d-86f4-86481e8852d0",
+   "execution_count": 24,
+   "id": "fbdd02b9-8300-4e39-b06f-d7b6d47511c0",
    "metadata": {},
    "outputs": [],
    "source": [
-    "perimeter_results = {}\n",
-    "for src in ['EENV_DEM90', 'USGS_3DEP']:\n",
+    "def get_or_create_results(src, base_dir, temp_folder):\n",
+    "    \"\"\"\n",
+    "    Process rasters for a given source, saving intermediate results periodically.\n",
+    "    \"\"\"\n",
     "    tmp_raster_folder = os.path.join(temp_folder, src)\n",
-    "    t1 = time()\n",
-    "    # additional input parameters\n",
-    "    raster_files = os.listdir(os.path.join(BASE_DIR, f'validation/tmp/{src}'))\n",
-    "    raster_paths = [os.path.join(tmp_raster_folder, r) for r in raster_files]\n",
-    "\n",
-    "    # you may run into RAM issues if you parallelize this step\n",
-    "    perimeter_results[src] = []\n",
-    "    n = 0\n",
-    "    for f in sorted(raster_paths):\n",
-    "        n += 1\n",
-    "        result = process_basin_raster(f)\n",
-    "        perimeter_results[src].append(result)\n",
+    "    result_file = os.path.join(temp_folder, f'{src}_intermediate_results.csv')\n",
+    "    processed_results = pd.DataFrame(columns=['x', 'y', f'pct_edge_cells_{src}'])\n",
     "\n",
-    "    t2 = time()\n",
-    "    ut = len(raster_paths) / (t2-t1)\n",
-    "    print(f'{len(raster_paths)} {src} basins processed in {t2-t1:.0f}s ({ut:.1f}/s)')\n",
+    "    # Load existing results if available\n",
+    "    if os.path.exists(result_file):\n",
+    "        processed_results = pd.read_csv(result_file)\n",
+    "        print(f\"Resuming {src} with {len(processed_results)} existing results.\")\n",
+    "    \n",
+    "    # Track already processed (x, y) pairs to avoid duplication\n",
+    "    processed_ids = set(zip(processed_results['x'], processed_results['y']))\n",
     "    \n",
-    "        "
+    "    # Get all raster file paths and sort them\n",
+    "    raster_paths = sorted(\n",
+    "        os.path.join(tmp_raster_folder, r) for r in os.listdir(tmp_raster_folder)\n",
+    "    )\n",
+    "    # Filter out already processed rasters\n",
+    "    # Assuming filenames contain x and y coordinates in the format: '{x}_{y}_...'\n",
+    "    remaining_paths = [\n",
+    "        f for f in raster_paths \n",
+    "        if (int(os.path.basename(f).split('_')[0]), int(os.path.basename(f).split('_')[1])) not in processed_ids\n",
+    "    ]\n",
+    "    total_to_process = len(raster_paths)\n",
+    "\n",
+    "    # Process remaining files and save progress\n",
+    "    for i, f in enumerate(remaining_paths, 1):\n",
+    "        result = process_basin_raster(f)\n",
+    "        processed_results = pd.concat([processed_results, pd.DataFrame([result], columns=['x', 'y', f'pct_edge_cells_{src}'])])\n",
+    "        \n",
+    "        # Save every 100 results or at the end\n",
+    "        if i % 500 == 0 or i == len(remaining_paths):\n",
+    "            processed_results.drop_duplicates(subset=['x', 'y'], inplace=True)\n",
+    "            processed_results.to_csv(result_file, index=False)\n",
+    "            print(f\"{src}: {len(processed_results)} out of {total_to_process} basins processed and saved.\")\n",
+    "\n",
+    "    return processed_results"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "c8a677fb-8e6c-48c8-8a45-3eee0c9a965f",
+   "execution_count": 25,
+   "id": "68f2c2b8-93a9-413d-86f4-86481e8852d0",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Resuming EENV_DEM90 with 7965 existing results.\n",
+      "EENV_DEM90: 8465 out of 17964 basins processed and saved.\n",
+      "EENV_DEM90: 8965 out of 17964 basins processed and saved.\n",
+      "EENV_DEM90: 9465 out of 17964 basins processed and saved.\n",
+      "EENV_DEM90: 9965 out of 17964 basins processed and saved.\n",
+      "EENV_DEM90: 10001 out of 17964 basins processed and saved.\n",
+      "Processed EENV_DEM90 in 137s\n",
+      "Final results for EENV_DEM90 saved to data/FRA_perimeter_pixel_proportion_EENV_DEM90.csv (N=10001)\n",
+      "Resuming USGS_3DEP with 7964 existing results.\n",
+      "USGS_3DEP: 8464 out of 10000 basins processed and saved.\n",
+      "USGS_3DEP: 8964 out of 10000 basins processed and saved.\n",
+      "USGS_3DEP: 9464 out of 10000 basins processed and saved.\n",
+      "USGS_3DEP: 9964 out of 10000 basins processed and saved.\n",
+      "USGS_3DEP: 10000 out of 10000 basins processed and saved.\n",
+      "Processed USGS_3DEP in 924s\n",
+      "Final results for USGS_3DEP saved to data/FRA_perimeter_pixel_proportion_USGS_3DEP.csv (N=10000)\n"
+     ]
+    }
+   ],
    "source": [
-    "edge_dfs = []\n",
+    "# Skip processing if the final result already exists\n",
+    "edge_px_results = []\n",
     "for src in ['EENV_DEM90', 'USGS_3DEP']:\n",
-    "    edge_df = pd.DataFrame(perimeter_results[src])\n",
-    "    edge_df.columns = ['basin_id', f'pct_edge_cells_{src}']\n",
-    "    edge_df.set_index('basin_id', inplace=True)\n",
-    "    edge_dfs.append(edge_df)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "5be456b9-f6ef-4a03-858d-e0f9817d9e8a",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "for i in range(len(edge_dfs)):\n",
-    "    edge_dfs[i] = edge_dfs[i][~edge_dfs[i].index.duplicated(keep='first')]    "
+    "    edge_pixel_result_fpath = os.path.join('data', f'{region_code}_perimeter_pixel_proportion_{src}.csv')\n",
+    "    base_dir = os.path.join(temp_folder, src)\n",
+    "    if os.path.exists(edge_pixel_result_fpath):\n",
+    "        result = pd.read_csv(edge_pixel_result_fpath)\n",
+    "        print(f\" {len(result)} results for {src} already exist at {edge_pixel_result_fpath}\")\n",
+    "    else:\n",
+    "        # Process rasters for the specified source\n",
+    "        t1 = time()\n",
+    "        result = get_or_create_results(src, base_dir, temp_folder)\n",
+    "        elapsed_time = time() - t1\n",
+    "        print(f\"Processed {src} in {elapsed_time:.0f}s\")\n",
+    "    \n",
+    "        # Save the processed results to a CSV file for the source\n",
+    "        result.to_csv(edge_pixel_result_fpath, index=False)\n",
+    "        print(f\"Final results for {src} saved to {edge_pixel_result_fpath} (N={len(result)})\")\n",
+    "    result.set_index(['x', 'y'], inplace=True)\n",
+    "    edge_px_results.append(result)    \n",
+    "    "
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "4f529628-a5ad-474c-b460-82034ca397d8",
+   "execution_count": 26,
+   "id": "0a03a028-e446-4ff4-84b3-9868376048ad",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "10001\n"
+     ]
+    }
+   ],
    "source": [
-    "result = pd.concat(edge_dfs, join='inner', axis=1)\n",
-    "result['area'] = [df.loc[df['id'] == i, 'basin'].area.values[0] / 1e6 for i in result.index.values]\n",
-    "print(len(result))\n",
-    "result.head()"
+    "# Merge the two DataFrames on 'x' and 'y'\n",
+    "edge_px_df = pd.concat(edge_px_results, axis=1)\n",
+    "# Create a dictionary for fast lookups of drainage area based on (x, y) pairs from df\n",
+    "area_dict = dict(zip(zip(df['ppt_lon_m_3005'], df['ppt_lat_m_3005']), df['drainage_area_km2']))\n",
+    "# Map the drainage area using the (x, y) tuple as the key in edge_px_df\n",
+    "edge_px_df['area'] = edge_px_df.apply(lambda row: area_dict.get(row.name), axis=1)\n",
+    "print(len(edge_px_df))\n",
+    "edge_px_df.head()\n",
+    "edge_px_df.dropna(how='any', inplace=True)\n"
    ]
   },
   {
@@ -484,7 +957,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 27,
    "id": "b3ad2d06-b9b5-4de6-ac7f-6291bcb340f0",
    "metadata": {},
    "outputs": [],
@@ -495,7 +968,7 @@
     "    n_bins = int(len(df)/samples_per_bin)\n",
     "    print(f'   Creating {n_bins} bins of {samples_per_bin} samples/bin (N={n_bins* samples_per_bin})')\n",
     "    \n",
-    "    qc, edges = pd.qcut(df[param1], q=n_bins, precision=3, retbins=True)\n",
+    "    qc, edges = pd.qcut(df[param1], q=n_bins, precision=3, retbins=True)    \n",
     "    edges1 = edges[1:]\n",
     "    \n",
     "    df['p_bin'] = np.digitize(df[param1], bins=edges1, right=True)\n",
@@ -504,6 +977,8 @@
     "    bin_centres = [(j+i)/2 for i, j in zip(edges[:-1], edges[1:])]\n",
     "    evs = df[[param1, param2, 'p_bin']].groupby('p_bin').mean()\n",
     "\n",
+    "    evs = evs.reindex(range(1, len(edges)), fill_value=np.nan)\n",
+    "\n",
     "    evs['bin_width'] = bin_widths\n",
     "    evs['bin_centre'] = (edges[1:] + edges[:-1]) / 2\n",
     "    # evs['edges'] = edges\n",
@@ -514,27 +989,28 @@
     "    evs['median'] = df[[param1, param2, 'p_bin']].groupby('p_bin').quantile(0.5)[param2]\n",
     "    evs['mean'] = df[[param1, param2, 'p_bin']].groupby('p_bin').mean()[param2]\n",
     "    evs.loc[0, 'ubnd'] = evs.loc[1, 'ubnd']\n",
-    "    evs.loc[0, 'lbnd'] = evs.loc[1, 'lbnd']        \n",
+    "    evs.loc[0, 'lbnd'] = evs.loc[1, 'lbnd']     \n",
+    "    evs.dropna(how='any', inplace=True)\n",
     "    return evs, edges"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 28,
    "id": "9f34ffac-ea6e-4643-ad7e-83d7dcf2f474",
    "metadata": {},
    "outputs": [],
    "source": [
-    "def binned_fig(fig, src, df, samples_per_bin):\n",
+    "def binned_fig(fig, src, df, samples_per_bin=500):\n",
     "    edge_pct = f'pct_edge_cells_{src}'\n",
-    "    evs, edges = equiprobable_binning(df, 'area', edge_pct, 600)\n",
+    "    evs, edges = equiprobable_binning(df, 'area', edge_pct, samples_per_bin)\n",
     "    \n",
     "    linetype = 'dashed'\n",
     "    color = Colorblind3[0]\n",
     "    color2 = Colorblind3[0]\n",
-    "    label = '90m'\n",
+    "    label = '90m (EarthEnv)'\n",
     "    if src == 'USGS_3DEP':\n",
-    "        label = '30m'\n",
+    "        label = '30m (USGS 3DEP)'\n",
     "        color = 'black'\n",
     "        linetype = 'dotted'\n",
     "        color2 = 'black'\n",
@@ -554,32 +1030,100 @@
     "\n",
     "    if src == 'USGS_3DEP':\n",
     "        fig.circle(evs['bin_centre'], evs['median'], \n",
-    "                color=color2, size=5, fill_alpha=0,\n",
-    "                   legend_label=f'bin median {label}')    \n",
+    "                color=color2, size=6, fill_alpha=0,\n",
+    "                   legend_label=f'{label}')\n",
     "    else:\n",
     "        fig.square(evs['bin_centre'], evs['median'], \n",
-    "                color=color2, size=5,\n",
-    "                   legend_label=f'bin median {label}')    \n",
-    "        \n",
+    "                color=color2, size=6,\n",
+    "                   legend_label=f'{label}')\n",
+    "\n",
     "    fig.add_layout(w)\n",
     "    return fig"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 30,
    "id": "37e5330f-73c6-49c2-822b-dedca7169590",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "   Creating 13 bins of 600 samples/bin (N=7800)\n",
+      "   Creating 13 bins of 600 samples/bin (N=7800)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "  <div id=\"d3b403eb-e9f7-467a-a079-addc3536ffee\" data-root-id=\"p1086\" style=\"display: contents;\"></div>\n"
+      ]
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+     "metadata": {},
+     "output_type": "display_data"
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+       "  const render_items = [{\"docid\":\"e6704cd1-495a-4b7b-870d-1917e52d2c30\",\"roots\":{\"p1086\":\"d3b403eb-e9f7-467a-a079-addc3536ffee\"},\"root_ids\":[\"p1086\"]}];\n",
+       "  void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
+       "  }\n",
+       "  if (root.Bokeh !== undefined) {\n",
+       "    embed_document(root);\n",
+       "  } else {\n",
+       "    let attempts = 0;\n",
+       "    const timer = setInterval(function(root) {\n",
+       "      if (root.Bokeh !== undefined) {\n",
+       "        clearInterval(timer);\n",
+       "        embed_document(root);\n",
+       "      } else {\n",
+       "        attempts++;\n",
+       "        if (attempts > 100) {\n",
+       "          clearInterval(timer);\n",
+       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
+       "        }\n",
+       "      }\n",
+       "    }, 10, root)\n",
+       "  }\n",
+       "})(window);"
+      ],
+      "application/vnd.bokehjs_exec.v0+json": ""
+     },
+     "metadata": {
+      "application/vnd.bokehjs_exec.v0+json": {
+       "id": "p1086"
+      }
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
-    "fig = figure(width=500, height=400, title=f\"\", y_range=(0, 0.5),\n",
+    "fig = figure(width=800, height=650, title=f\"\", y_range=(0, 0.5),\n",
     "           toolbar_location='above', x_axis_type='log')\n",
     "\n",
     "for src in ['EENV_DEM90', 'USGS_3DEP']:\n",
-    "    fig = binned_fig(fig, src, result, 600)\n",
+    "    fig = binned_fig(fig, src, edge_px_df, 600)\n",
     "    \n",
     "fig.xaxis.axis_label = 'Drainage Area [km²]'\n",
-    "fig.yaxis.axis_label = 'Proportion of cells at edge'\n",
+    "fig.yaxis.axis_label = 'Fraction of cells at edge'\n",
+    "\n",
+    "fig.xaxis.axis_label_text_font_size = '24pt'\n",
+    "fig.yaxis.axis_label_text_font_size = '24pt'\n",
+    "fig.xaxis.major_label_text_font_size = '22pt'\n",
+    "fig.yaxis.major_label_text_font_size = '22pt'\n",
+    "fig.legend.label_text_font_size = '22pt'\n",
+    "fig.yaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "fig.xaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "fig.xaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "fig.yaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "fig.legend.label_text_font = 'Bitstream Charter'\n",
+    "\n",
     "# fig.grid.visible = False\n",
     "show(fig)"
    ]
@@ -602,23 +1146,68 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 9,
+   "id": "ce3dd3b3-9bef-419c-86b0-939b89244fa0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Index(['drainage_area_km2', 'ppt_lon_m_3005', 'ppt_lat_m_3005', 'ppt_acc',\n",
+       "       'Perimeter_km', 'Elevation_m', 'Aspect_deg', 'Slope_deg', 'region_code',\n",
+       "       'geometry', 'basin_geometry', 'centroid_geometry', 'ppt_idxs'],\n",
+       "      dtype='object')"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df.columns"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "4a5b59af-ec41-4f19-a569-49595c048ec3",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "tuple"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "type(df['ppt_idxs'][0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
    "id": "87fe44f5-80aa-4afd-80fe-4022a9512251",
    "metadata": {},
    "outputs": [],
    "source": [
-    "def clip_slope_raster(input):\n",
-    "    basin_id, buffer, crs, input_raster_fpath, DEM_source = input\n",
-    "    basin_fname = f'basin_polygons/basin_{basin_id:05d}_b{buffer}_{crs}.shp'\n",
+    "def clip_slope_raster(input_data):\n",
+    "    x, y, buffer, crs, input_raster_fpath, DEM_source = input_data\n",
+    "    basin_fname = f'basin_polygons/{x}_{y}_b{buffer}_basin_{crs}.shp'\n",
     "    basin_fpath = os.path.join(temp_folder, basin_fname)\n",
     "    if not os.path.exists(basin_fpath):\n",
     "        print('{basin_fpath.split(\"/\")[-1]} not found.  Saving polygon.')\n",
-    "        basin = df[df['id'] == basin_id].copy()\n",
+    "        basin = df[df['ppt_idxs'] == (x, y)].copy()\n",
     "        basin.to_file(basin_fpath)\n",
     "        print('    ...saved')\n",
     "\n",
     "    # Clip the raster using the saved basin polygon\n",
-    "    raster_fname = f\"{DEM_source}/{int(basin_id):05}_clipped_slope_{buffer}mbuff.tif\"\n",
+    "    raster_fname = f\"{DEM_source}/{x}_{y}_clipped_slope_{buffer}mbuff.tif\"\n",
     "    fpath_out = os.path.join(temp_folder, raster_fname)\n",
     "    if not os.path.exists(fpath_out):\n",
     "        g = gdal.Warp(fpath_out, input_raster_fpath, format=\"GTiff\",\n",
@@ -630,77 +1219,225 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
-   "id": "bdd13f4c-d5f8-4e2a-9e9a-eba92d7ee4a1",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# ','.join(ids)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 30,
    "id": "be4fd3f9-408d-4e7b-9c15-904deafeff76",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "All rasters clipped\n",
+      "Processing complete for source EENV_DEM90. Results saved to data/slope_comparison_check_EENV_DEM90.csv.\n",
+      "All rasters clipped\n",
+      "Processed 500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 1000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 1500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 2000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 2500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 3000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 3500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 4000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 4500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 5000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 5500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 6000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 6500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 7000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 7500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 8000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 8500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 9000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 9500/10000 x, y pairs for source USGS_3DEP\n",
+      "Processed 10000/10000 x, y pairs for source USGS_3DEP\n",
+      "Processing complete for source USGS_3DEP. Results saved to data/slope_comparison_check_USGS_3DEP.csv.\n"
+     ]
+    }
+   ],
    "source": [
-    "slope_df = pd.DataFrame()\n",
-    "n = 0\n",
+    "# Iterate through the sources\n",
+    "all_slope_dfs = []\n",
     "for src in ['EENV_DEM90', 'USGS_3DEP']:\n",
+    "    slope_fpath = os.path.join('data', f'slope_comparison_check_{src}.csv')\n",
+    "\n",
+    "    # Load existing results or create a new DataFrame\n",
+    "    # Load or initialize the DataFrame\n",
+    "    if os.path.exists(slope_fpath):\n",
+    "        slope_df = pd.read_csv(slope_fpath)\n",
+    "        \n",
+    "        if 'ppt_idxs' in slope_df:\n",
+    "            slope_df[['x', 'y']] = pd.DataFrame(slope_df['ppt_idxs'].tolist(), index=slope_df.index)\n",
+    "        slope_df.set_index(['x', 'y'], inplace=True)\n",
+    "    else:\n",
+    "        slope_df = pd.DataFrame(columns=['x', 'y', src]).set_index(['x', 'y'])\n",
+    "\n",
+    "    # Prepare inputs and filter out processed basins\n",
     "    input_raster_fpath = [e for e in region_slope_paths if src in e][0]\n",
-    "    slope_inputs = [(int(id), buffer, 3005, input_raster_fpath, src) for id in ids] \n",
-    "    # compute slope\n",
-    "    p = mp.Pool(n_procs)\n",
-    "    slope_paths = p.map(clip_slope_raster, slope_inputs)\n",
-    "    for path in slope_paths:\n",
-    "        # slope_path = clip_slope_raster(inp)\n",
-    "         # retrieve the slope raster and compute mean basin slope\n",
+    "    processed_indices = set(slope_df.index)\n",
+    "    slope_inputs = [\n",
+    "        (i[0], i[1], buffer, 3005, input_raster_fpath, src) \n",
+    "        for i in sample_ids if (i[0], i[1]) not in processed_indices\n",
+    "    ]\n",
+    "\n",
+    "    # Skip processing if all basins are already processed\n",
+    "    if not slope_inputs:\n",
+    "        print(f\"All basins for source {src} already processed.\")\n",
+    "        all_slope_dfs.append(slope_df)\n",
+    "        continue\n",
+    "\n",
+    "    # Compute slope using multiprocessing\n",
+    "    n_procs = 12\n",
+    "    with mp.Pool(n_procs) as pool:\n",
+    "        slope_paths = pool.map(clip_slope_raster, slope_inputs)\n",
+    "\n",
+    "    print('All rasters clipped')\n",
+    "    # Process and update the DataFrame, saving every 500 iterations\n",
+    "    \n",
+    "    for n, path in enumerate(slope_paths, 1):\n",
     "        raster, _, _ = retrieve_raster(path)\n",
-    "        mean_slope = np.nanmean(raster.data[0])        \n",
-    "        # basin id is the index in the result dataframe, so update a 'mean slope' column\n",
-    "        basin_id = path.split('/')[-1].split('_')[0]\n",
-    "        slope_df.loc[basin_id, src] = np.nanmean(raster.data[0])\n",
+    "        mean_slope = np.nanmean(raster.data[0])\n",
+    "         \n",
+    "        # Extract x and y from the filename (assuming these are in the first two parts)\n",
+    "        x, y = map(int, path.split('/')[-1].split('_')[:2])\n",
+    "        \n",
+    "        slope_df.loc[(x, y), src] = mean_slope        \n",
+    "\n",
+    "        # Save progress every 500 iterations\n",
     "        if n % 500 == 0:\n",
-    "            print(f'processed {n}/{len(ids)} basins')\n",
-    "        n += 1\n",
-    "    n = 0"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "id": "a9007746-8ab9-45c5-bbf2-3d9e9d1af347",
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "slope_df.head()"
+    "            slope_df.dropna(inplace=True)\n",
+    "            slope_df.to_csv(slope_fpath)\n",
+    "            print(f'Processed {n}/{len(slope_paths)} x, y pairs for source {src}')\n",
+    "\n",
+    "    # Final save\n",
+    "    slope_df.dropna(inplace=True)\n",
+    "    slope_df.to_csv(slope_fpath)\n",
+    "    # slope_df.set_index(['x', 'y'], inplace=True)\n",
+    "    all_slope_dfs.append(slope_df)\n",
+    "    print(f\"Processing complete for source {src}. Results saved to {slope_fpath}.\")"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 50,
    "id": "949be0ef-e6f4-4c98-a187-d532c7ea7481",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "EENV_DEM90         0.0\n",
+      "USGS_3DEP     0.518217\n",
+      "dtype: object\n",
+      "EENV_DEM90    45.0\n",
+      "USGS_3DEP       45\n",
+      "dtype: object\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<style scoped>\n",
+       "    .dataframe tbody tr th:only-of-type {\n",
+       "        vertical-align: middle;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe tbody tr th {\n",
+       "        vertical-align: top;\n",
+       "    }\n",
+       "\n",
+       "    .dataframe thead th {\n",
+       "        text-align: right;\n",
+       "    }\n",
+       "</style>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th>EENV_DEM90</th>\n",
+       "      <th>USGS_3DEP</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>x</th>\n",
+       "      <th>y</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>1078226</th>\n",
+       "      <th>785254</th>\n",
+       "      <td>5.468461</td>\n",
+       "      <td>6.970643</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1232235</th>\n",
+       "      <th>503642</th>\n",
+       "      <td>27.010790</td>\n",
+       "      <td>29.342936</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1360939</th>\n",
+       "      <th>526361</th>\n",
+       "      <td>13.773086</td>\n",
+       "      <td>14.443652</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>1148707</th>\n",
+       "      <th>706058</th>\n",
+       "      <td>18.970585</td>\n",
+       "      <td>22.02626</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>970901</th>\n",
+       "      <th>905578</th>\n",
+       "      <td>9.420944</td>\n",
+       "      <td>10.851622</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                EENV_DEM90  USGS_3DEP\n",
+       "x       y                            \n",
+       "1078226 785254    5.468461   6.970643\n",
+       "1232235 503642   27.010790  29.342936\n",
+       "1360939 526361   13.773086  14.443652\n",
+       "1148707 706058   18.970585   22.02626\n",
+       "970901  905578    9.420944  10.851622"
+      ]
+     },
+     "execution_count": 50,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
    "source": [
-    "foo = slope_df[slope_df[['EENV_DEM90', 'USGS_3DEP']].isna().any(axis=1)]\n",
-    "\n",
-    "slope_df.dropna(inplace=True, how='any')"
+    "# Merge the two DataFrames on 'x' and 'y'\n",
+    "slope_comparison_df = pd.concat(all_slope_dfs, axis=1)\n",
+    "slope_comparison_df.dropna(inplace=True)\n",
+    "slope_comparison_df = slope_comparison_df.clip(lower=0, upper=45)\n",
+    "print(slope_comparison_df.min())\n",
+    "print(slope_comparison_df.max())\n",
+    "slope_comparison_df.head()\n"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 57,
    "id": "b675e42e-f708-4d19-ad1c-ac8a6523f8a4",
    "metadata": {},
    "outputs": [],
    "source": [
     "ph1 = figure(title=f'', toolbar_location=None, \n",
-    "             width=400, height=300)#, x_range=fig1.x_range)\n",
+    "             width=800, height=650)#, x_range=fig1.x_range)\n",
     "\n",
-    "hhist1, hedges1 = np.histogram(slope_df['EENV_DEM90'].values, bins=20, density=True)\n",
-    "hhist2, hedges2 = np.histogram(slope_df['USGS_3DEP'].values, bins=hedges1, density=True)\n",
+    "hhist1, hedges1 = np.histogram(slope_comparison_df['EENV_DEM90'].values, bins=20, density=True)\n",
+    "hhist2, hedges2 = np.histogram(slope_comparison_df['USGS_3DEP'].values, bins=hedges1, density=True)\n",
     "\n",
     "ph1.xgrid.grid_line_color = None\n",
     "ph1.yaxis.major_label_orientation = np.pi/4\n",
@@ -708,34 +1445,586 @@
     "ph1.yaxis.axis_label = 'P(X)'\n",
     "ph1.xaxis.axis_label = 'Mean Slope [deg]'\n",
     "\n",
-    "ph1.quad(bottom=0, left=hedges1[:-1], right=hedges1[1:], top=hhist1, legend_label='90m', \n",
+    "\n",
+    "ph1.quad(bottom=0, left=hedges1[:-1], right=hedges1[1:], top=hhist1, legend_label='90m (EarthEnv)', \n",
     "                  line_alpha=0.6, fill_alpha=0.5, color=Colorblind3[0], line_color=\"#3A5785\")\n",
     "# hh1 = ph1.quad(bottom=0, left=hedges1[:-1], right=hedges1[1:], top=hzeros1, alpha=0.5, **LINE_ARGS)\n",
     "\n",
-    "ph1.quad(bottom=0, left=hedges2[:-1], right=hedges2[1:], top=hhist2, legend_label='30m',\n",
+    "ph1.quad(bottom=0, left=hedges2[:-1], right=hedges2[1:], top=hhist2, legend_label='30m (USGS 3DEP)',\n",
     "                  line_alpha=0.6, fill_alpha=0.5, color=Colorblind3[2], line_color=\"#3A5785\")\n",
     "# hh11 = ph1.quad(bottom=0, left=hedges2[:-1], right=hedges2[1:], top=hzeros2, alpha=0.5, **LINE_ARGS)\n",
     "# hh2 = ph.quad(bottom=0, left=hedges[:-1], right=hedges[1:], top=hzeros, alpha=0.1, **LINE_ARGS)\n",
     "# hh2 = ph.quad(bottom=0, left=hedges[:-1], right=hedges[1:], top=hzeros, alpha=0.1, **LINE_ARGS)\n",
+    "\n",
+    "ph1.xaxis.axis_label_text_font_size = '24pt'\n",
+    "ph1.yaxis.axis_label_text_font_size = '24pt'\n",
+    "ph1.xaxis.major_label_text_font_size = '22pt'\n",
+    "ph1.yaxis.major_label_text_font_size = '22pt'\n",
+    "ph1.legend.label_text_font_size = '22pt'\n",
+    "ph1.yaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "ph1.xaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "ph1.xaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "ph1.yaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "ph1.legend.label_text_font = 'Bitstream Charter'\n",
+    "\n",
     "ph1.toolbar_location = 'right'\n",
     "ph1.toolbar.autohide = True"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 58,
    "id": "78fc6d61-ecee-44d1-8c25-e4cdeb6c2188",
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "\n",
+       "  <div id=\"cd72ba7a-f81f-4b20-ad13-4d6a96286cc0\" data-root-id=\"p1505\" style=\"display: contents;\"></div>\n"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "application/javascript": [
+       "(function(root) {\n",
+       "  function embed_document(root) {\n",
+       "  const docs_json = {\"d3842f8c-b1b5-4c0e-a4dd-1a7ce32caf65\":{\"version\":\"3.6.0\",\"title\":\"Bokeh Application\",\"roots\":[{\"type\":\"object\",\"name\":\"Figure\",\"id\":\"p1505\",\"attributes\":{\"width\":800,\"height\":650,\"x_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p1506\"},\"y_range\":{\"type\":\"object\",\"name\":\"DataRange1d\",\"id\":\"p1507\"},\"x_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p1515\"},\"y_scale\":{\"type\":\"object\",\"name\":\"LinearScale\",\"id\":\"p1516\"},\"title\":{\"type\":\"object\",\"name\":\"Title\",\"id\":\"p1508\"},\"renderers\":[{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p1546\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1540\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1541\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1542\"},\"data\":{\"type\":\"map\",\"entries\":[[\"left\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAAAAAAAAAAAAAAAAACQAAAAAAAABJAAAAAAAAAG0AAAAAAAAAiQAAAAAAAgCZAAAAAAAAAK0AAAAAAAIAvQAAAAAAAADJAAAAAAABANEAAAAAAAIA2QAAAAAAAwDhAAAAAAAAAO0AAAAAAAEA9QAAAAAAAgD9AAAAAAADgQEAAAAAAAABCQAAAAAAAIENAAAAAAABAREAAAAAAAGBFQA==\"},\"shape\":[20],\"dtype\":\"float64\",\"order\":\"little\"}],[\"right\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAAAAAAAkAAAAAAAAASQAAAAAAAABtAAAAAAAAAIkAAAAAAAIAmQAAAAAAAACtAAAAAAACAL0AAAAAAAAAyQAAAAAAAQDRAAAAAAACANkAAAAAAAMA4QAAAAAAAADtAAAAAAABAPUAAAAAAAIA/QAAAAAAA4EBAAAAAAAAAQkAAAAAAACBDQAAAAAAAQERAAAAAAABgRUAAAAAAAIBGQA==\"},\"shape\":[20],\"dtype\":\"float64\",\"order\":\"little\"}],[\"top\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"tnlpdWj0oT/hzvlZW4K1P0RmGhFRg7I/9gWpfXgtqT8bSfRCRDOgP6LkKkSmVZg/vgg5xaYymD+KEfbM/zGXP959IFAByZY/kx1QTVUmlz+ABZxMqj2XPw03bQLERJA/y2VsT1bghj8KUDtlCw10P8ro4R4/Kl0/yujhHj8qPT9u7edL/1Q3PwAAAAAAAAAAAAAAAAAAAABu7edL/1QXPw==\"},\"shape\":[20],\"dtype\":\"float64\",\"order\":\"little\"}]]}}},\"view\":{\"type\":\"object\",\"name\":\"CDSView\",\"id\":\"p1547\",\"attributes\":{\"filter\":{\"type\":\"object\",\"name\":\"AllIndices\",\"id\":\"p1548\"}}},\"glyph\":{\"type\":\"object\",\"name\":\"Quad\",\"id\":\"p1543\",\"attributes\":{\"left\":{\"type\":\"field\",\"field\":\"left\"},\"right\":{\"type\":\"field\",\"field\":\"right\"},\"bottom\":{\"type\":\"value\",\"value\":0},\"top\":{\"type\":\"field\",\"field\":\"top\"},\"line_color\":{\"type\":\"value\",\"value\":\"#3A5785\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.6},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.5},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"}}},\"nonselection_glyph\":{\"type\":\"object\",\"name\":\"Quad\",\"id\":\"p1544\",\"attributes\":{\"left\":{\"type\":\"field\",\"field\":\"left\"},\"right\":{\"type\":\"field\",\"field\":\"right\"},\"bottom\":{\"type\":\"value\",\"value\":0},\"top\":{\"type\":\"field\",\"field\":\"top\"},\"line_color\":{\"type\":\"value\",\"value\":\"#3A5785\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.1},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.1},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.1}}},\"muted_glyph\":{\"type\":\"object\",\"name\":\"Quad\",\"id\":\"p1545\",\"attributes\":{\"left\":{\"type\":\"field\",\"field\":\"left\"},\"right\":{\"type\":\"field\",\"field\":\"right\"},\"bottom\":{\"type\":\"value\",\"value\":0},\"top\":{\"type\":\"field\",\"field\":\"top\"},\"line_color\":{\"type\":\"value\",\"value\":\"#3A5785\"},\"line_alpha\":{\"type\":\"value\",\"value\":0.2},\"fill_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"fill_alpha\":{\"type\":\"value\",\"value\":0.2},\"hatch_color\":{\"type\":\"value\",\"value\":\"#0072B2\"},\"hatch_alpha\":{\"type\":\"value\",\"value\":0.2}}}}},{\"type\":\"object\",\"name\":\"GlyphRenderer\",\"id\":\"p1557\",\"attributes\":{\"data_source\":{\"type\":\"object\",\"name\":\"ColumnDataSource\",\"id\":\"p1551\",\"attributes\":{\"selected\":{\"type\":\"object\",\"name\":\"Selection\",\"id\":\"p1552\",\"attributes\":{\"indices\":[],\"line_indices\":[]}},\"selection_policy\":{\"type\":\"object\",\"name\":\"UnionRenderers\",\"id\":\"p1553\"},\"data\":{\"type\":\"map\",\"entries\":[[\"left\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAAAAAAAAAAAAAAAAACQAAAAAAAABJAAAAAAAAAG0AAAAAAAAAiQAAAAAAAgCZAAAAAAAAAK0AAAAAAAIAvQAAAAAAAADJAAAAAAABANEAAAAAAAIA2QAAAAAAAwDhAAAAAAAAAO0AAAAAAAEA9QAAAAAAAgD9AAAAAAADgQEAAAAAAAABCQAAAAAAAIENAAAAAAABAREAAAAAAAGBFQA==\"},\"shape\":[20],\"dtype\":\"float64\",\"order\":\"little\"}],[\"right\",{\"type\":\"ndarray\",\"array\":{\"type\":\"bytes\",\"data\":\"AAAAAAAAAkAAAAAAAAASQAAAAAAAABtAAAAAAAAAIkAAAAAAAIAmQAAAAAAAACtAAAAAAACAL0AAAAAAAAAyQAAAAAAAQDRAAAAAAACANkAAAAAAAMA4QAAAAAAAADtAAAAAAABAPUAAAAAAAIA/QAAAAAAA4EBAAAAAAAAAQkAAAAAAACBDQAAAAAAAQE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Charter\",\"axis_label_text_font_size\":\"24pt\",\"major_label_orientation\":0.7853981633974483,\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1525\"},\"major_label_text_font\":\"Bitstream Charter\",\"major_label_text_font_size\":\"22pt\"}}],\"below\":[{\"type\":\"object\",\"name\":\"LinearAxis\",\"id\":\"p1517\",\"attributes\":{\"ticker\":{\"type\":\"object\",\"name\":\"BasicTicker\",\"id\":\"p1518\",\"attributes\":{\"mantissas\":[1,2,5]}},\"formatter\":{\"type\":\"object\",\"name\":\"BasicTickFormatter\",\"id\":\"p1519\"},\"axis_label\":\"Mean Slope [deg]\",\"axis_label_text_font\":\"Bitstream Charter\",\"axis_label_text_font_size\":\"24pt\",\"major_label_policy\":{\"type\":\"object\",\"name\":\"AllLabels\",\"id\":\"p1520\"},\"major_label_text_font\":\"Bitstream Charter\",\"major_label_text_font_size\":\"22pt\"}}],\"center\":[{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1521\",\"attributes\":{\"axis\":{\"id\":\"p1517\"},\"grid_line_color\":null}},{\"type\":\"object\",\"name\":\"Grid\",\"id\":\"p1526\",\"attributes\":{\"dimension\":1,\"axis\":{\"id\":\"p1522\"}}},{\"type\":\"object\",\"name\":\"Legend\",\"id\":\"p1549\",\"attributes\":{\"label_text_font\":\"Bitstream Charter\",\"label_text_font_size\":\"22pt\",\"items\":[{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1550\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"90m (EarthEnv)\"},\"renderers\":[{\"id\":\"p1546\"}]}},{\"type\":\"object\",\"name\":\"LegendItem\",\"id\":\"p1560\",\"attributes\":{\"label\":{\"type\":\"value\",\"value\":\"30m (USGS 3DEP)\"},\"renderers\":[{\"id\":\"p1557\"}]}}]}}],\"background_fill_color\":\"#fafafa\"}}]}};\n",
+       "  const render_items = [{\"docid\":\"d3842f8c-b1b5-4c0e-a4dd-1a7ce32caf65\",\"roots\":{\"p1505\":\"cd72ba7a-f81f-4b20-ad13-4d6a96286cc0\"},\"root_ids\":[\"p1505\"]}];\n",
+       "  void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
+       "  }\n",
+       "  if (root.Bokeh !== undefined) {\n",
+       "    embed_document(root);\n",
+       "  } else {\n",
+       "    let attempts = 0;\n",
+       "    const timer = setInterval(function(root) {\n",
+       "      if (root.Bokeh !== undefined) {\n",
+       "        clearInterval(timer);\n",
+       "        embed_document(root);\n",
+       "      } else {\n",
+       "        attempts++;\n",
+       "        if (attempts > 100) {\n",
+       "          clearInterval(timer);\n",
+       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
+       "        }\n",
+       "      }\n",
+       "    }, 10, root)\n",
+       "  }\n",
+       "})(window);"
+      ],
+      "application/vnd.bokehjs_exec.v0+json": ""
+     },
+     "metadata": {
+      "application/vnd.bokehjs_exec.v0+json": {
+       "id": "p1505"
+      }
+     },
+     "output_type": "display_data"
+    }
+   ],
    "source": [
     "# layout = column(ph1)\n",
     "show(ph1)"
    ]
   },
+  {
+   "cell_type": "markdown",
+   "id": "c922306c-0c83-4fff-865e-583ebc73eafa",
+   "metadata": {},
+   "source": [
+    "## Evaluate the Shared Region Boundary Problem\n",
+    "\n",
+    "The study region is broken into sub-regions, and the process of delineating all sub-basins in the BCUB begins with using the HydroBASINS polygons as a starting point.  The issue with these is they are derived from a different DEM source so the bounds are unique.  We want the regions to be delineated from a continuous source (3DEP 30m dem) and not let the HydroBASINS boundaries confine the basin delineation.\n",
+    "\n",
+    "To address this, we implemented an iterative process doing the following:\n",
+    "\n",
+    "1.  Running `merge_region_polygons.py` does a few things, but the relevant code to start is grouping the HydroBASINS polygons into sub-regions where no polygon has more than one runoff outflow, and no inflows at the edges.\n",
+    "2.  Buffer the region polygons and run `clip_region_dem.py` to clip the tiled vrt dem to each buffered region.\n",
+    "3.  Run the `process_flow_accumulation.py` script to derive the flow accumulation and stream networks for each region.\n",
+    "4.  Run the `adjust_region_polygons` function to derive a covering set of polygons for each region.  The output is a file named `<region_code>_adjusted_covering_basins.geojson`, where the `<region_code>` is the three letter code string for the region.\n",
+    "5.  Check each result from 4 against the clipped vector.  If the covering set hits the edge of the buffered clipping vector, you need to adjust the clipping bounds and repeat steps 2-4 until you have polygons that are defined by the algorithm and the DEM and not the clipping mask used at the start.  If anyone gets this far and is trying their hand at this process, I'm sorry.\n",
+    "6.  Where polygons overlap or have gaps, if both buffered clipping masks fully contain the gaps/overlaps, we leave them as is for uncertainty analysis -- delineating catchment boundaries from adjacent basins turns up anomalies.  Where the edge is defined clearly on one side but intersects with the clipping mask edge, we use the side that is fully defined to trim the edge that ran up against the clipping mask.\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "d8eddd1a-2c47-4d2d-aa67-c36ec47bde72",
+   "metadata": {},
+   "source": [
+    "### Measuring shared boundary deviations\n",
+    "\n",
+    "With a satisfactory set of covering polygons, we now want to make two comparisons:\n",
+    "\n",
+    "1.  The number and distribution of deviations between the HydroBASINS (initial) shared boundaries and the updated boundaries, and\n",
+    "2.  The number and distribution of deviations in the updated set of region boundaries between shared bounds themselves."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "644ccc58-bd5f-4478-ad07-46a8abfda2ee",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "region_polygon_folder = os.path.join(os.path.dirname(os.getcwd()), 'input_data')\n",
+    "old_regions_fname = 'BCUB_regions_HydroBASINS.geojson'\n",
+    "new_regions_fname = 'BCUB_regions_merged_R0.geojson'\n",
+    "\n",
+    "old_df = gpd.read_file(os.path.join(region_polygon_folder, old_regions_fname))\n",
+    "new_df = gpd.read_file(os.path.join(region_polygon_folder, new_regions_fname))\n",
+    "\n",
+    "if not old_df.sindex:\n",
+    "    old_sindex = old_df.sindex\n",
+    "if not new_df.sindex:\n",
+    "    new_sindex = new_df.sindex"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "704436c5-278f-4d38-ae55-3808389cfcaa",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "old_df.head()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "9bb8a312-03b7-4e53-b715-8b5cae157280",
+   "metadata": {},
+   "source": [
+    "## 1.  Old bounds vs. New\n",
+    "\n",
+    "I think we want to process each region individually.\n",
+    "\n",
+    "For each region, find all touching / intersecting neighbours. Get the intersection and the gaps (symmetric difference isn't the correct approach here).\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "d3c7e239-e1b3-4440-878a-06f1e4bb99f9",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import geopandas as gpd\n",
+    "from shapely.geometry import MultiPolygon, Polygon"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "e474d536-bedb-438a-a2cf-9bfe6a6eecc3",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Function to remove holes from a polygon\n",
+    "def remove_holes(polygon):\n",
+    "    if polygon.interiors:\n",
+    "        return Polygon(polygon.exterior)\n",
+    "    else:\n",
+    "        return polygon\n",
+    "\n",
+    "# Define a function to clean geometries\n",
+    "def make_valid(geom):\n",
+    "    if not geom.is_valid:\n",
+    "        geom = geom.buffer(0)\n",
+    "    return geom\n",
+    "\n",
+    "def fill_holes(geometry):\n",
+    "    if geometry.geom_type == 'Polygon':\n",
+    "        return remove_holes(geometry)\n",
+    "    elif geometry.geom_type == 'MultiPolygon':\n",
+    "        return MultiPolygon([remove_holes(poly) for poly in geometry])\n",
+    "    else:\n",
+    "        return geometry"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "86ea3972-ae2f-425c-94eb-b7b1ba36d581",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def get_hydrobasins_intersections(target, nbr):\n",
+    "    \"\"\" for each target-neighbour pairing,\n",
+    "    get the intersection of the Hydrobasins region polygon\n",
+    "    with the target and the covering set of the neighbour,\n",
+    "    and then the intersection of the target covering set \n",
+    "    with the Hydrobasins region polygon of the neighboring set. \"\"\"\n",
+    "    hyd_target = old_df.loc[old_df['region_code'] == target].copy().explode(index_parts=False)\n",
+    "    hyd_nbr = old_df.loc[old_df['region_code'] == nbr].copy().explode(index_parts=False)\n",
+    "\n",
+    "    nbr_df = new_df[new_df['region_code'] == nbr].copy().explode(index_parts=False)\n",
+    "    targ_df = new_df[new_df['region_code'] == target].copy().explode(index_parts=False)\n",
+    "\n",
+    "    # 1. get the intersection of target (HydroBASINS) polygon with covering set of neighbour\n",
+    "    print(f'    ...{target} overlay on {nbr}.')\n",
+    "    int_df1 = gpd.overlay(hyd_target, nbr_df, how='intersection')\n",
+    "    # 2. get the intersection of neighbour (HydroBASINS) polygon with the covering set of the target\n",
+    "    print(f'    ...{nbr} overlay on {target}.')\n",
+    "    int_df2 = gpd.overlay(hyd_nbr, targ_df, how='intersection')\n",
+    "\n",
+    "    # merge the two intersections\n",
+    "    print('    ...merging the intersections.')\n",
+    "    merged = gpd.GeoDataFrame(pd.concat([int_df1, int_df2]), crs=new_df.crs)\n",
+    "    print('    ....intersections merged.')\n",
+    "    return merged\n",
+    "\n",
+    "\n",
+    "def merge_neighbours(df1, df2):\n",
+    "    intersecting_gdf1 = gpd.sjoin(df1, df2, how='inner', op='intersects')\n",
+    "    union = intersecting_gdf1.unary_union\n",
+    "    union_gdf = gpd.GeoDataFrame(geometry=[union], crs=new_df.crs).explode(index_parts=False)\n",
+    "    union_gdf['area'] = union_gdf.geometry.area / 1e6\n",
+    "    union_gdf = union_gdf[union_gdf.index == union_gdf['area'].idxmax()]\n",
+    "\n",
+    "    exterior = gpd.GeoDataFrame(geometry=[Polygon(e) for e in union_gdf.geometry.exterior], crs=new_df.crs)\n",
+    "    exterior['area'] = exterior.geometry.area\n",
+    "    exterior = exterior[exterior.index == exterior['area'].idxmax()]\n",
+    "    return exterior\n",
+    "\n",
+    "\n",
+    "def get_self_intersections(target, nbr_df):\n",
+    "    \"\"\" for each target-neighbour pairing,\n",
+    "    get the set of deviations from a perfectly shared boundary.\n",
+    "    This includes overlapping regions and gaps\"\"\"\n",
+    "    targ_df = new_df[new_df['region_code'] == target].copy().explode(index_parts=False)\n",
+    "\n",
+    "    # Clean geometries\n",
+    "    targ_df['geometry'] = targ_df['geometry'].apply(make_valid)\n",
+    "    nbr_df['geometry'] = nbr_df['geometry'].apply(make_valid)    \n",
+    "\n",
+    "    # 1. get the intersections between covering sets of target and neighbour polygons\n",
+    "    int_df = gpd.overlay(nbr_df, targ_df, how='intersection')\n",
+    "    \n",
+    "    # 2. get the holes in the shared boundary\n",
+    "    # first, we merge the two regions to get the outer boundary\n",
+    "    edges_1 = merge_neighbours(nbr_df, targ_df)\n",
+    "    edges_2 = merge_neighbours(targ_df, nbr_df)\n",
+    "    merged = gpd.GeoDataFrame(pd.concat([edges_1, edges_2]), crs=new_df.crs)\n",
+    "    merged = gpd.GeoDataFrame(geometry=[merged.unary_union], crs=new_df.crs).explode()\n",
+    "    \n",
+    "    exterior = gpd.GeoDataFrame(geometry=[Polygon(e) for e in merged.geometry.exterior if e is not None], crs=new_df.crs)\n",
+    "    exterior['area'] = exterior.geometry.area\n",
+    "    if exterior.empty:\n",
+    "        print('exterior is empty:')\n",
+    "        print(merged)\n",
+    "        return gpd.GeoDataFrame()\n",
+    "    exterior = exterior[exterior.index == exterior['area'].idxmax()]\n",
+    "\n",
+    "    holes = gpd.overlay(exterior, merged, how='difference')\n",
+    "    # merge the two components?\n",
+    "    output = gpd.GeoDataFrame(pd.concat([int_df, holes]), crs=new_df.crs)\n",
+    "    return output"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "8f0d74a7-ea32-41f0-9c08-0a7f725658a7",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "for rc in sorted(list(set(old_df['region_code']))):\n",
+    "    if rc in ['HGW', 'VCI']:\n",
+    "        continue\n",
+    "    # get all the intersecting regions\n",
+    "    \n",
+    "    assert old_df.crs == new_df.crs\n",
+    "    target_region = old_df.loc[old_df['region_code'] == rc].copy().explode(index_parts=False)\n",
+    "    intersecting_regions = gpd.sjoin(old_df, target_region, how='inner', predicate='intersects')\n",
+    "    intersecting_regions = intersecting_regions[intersecting_regions['region_code_left'] != rc].copy()\n",
+    "    nbr_regions = intersecting_regions['region_code_left'].values\n",
+    "\n",
+    "    print(f'processing {rc}: intersects with {\", \".join(nbr_regions)}')\n",
+    "\n",
+    "    basin_edge_output_fname = f'data/{rc}_HydroBASINS_bounds_comparison.geojson'\n",
+    "    if not os.path.exists(basin_edge_output_fname):\n",
+    "        merged_intersections = []\n",
+    "        for nbr in nbr_regions:\n",
+    "            merged = get_hydrobasins_intersections(rc, nbr)\n",
+    "            merged_intersections.append(merged)\n",
+    "\n",
+    "        merged_df = gpd.GeoDataFrame(pd.concat(merged_intersections), crs=new_df.crs)\n",
+    "        merged_df.to_file(basin_edge_output_fname)\n",
+    "\n",
+    "    # get intersections with neighbouring regions between updated sets\n",
+    "    boundary_dev_output_fname = f'data/{rc}_bounds_deviations_test.geojson'\n",
+    "    if not os.path.exists(boundary_dev_output_fname):\n",
+    "        nbr_sets = new_df[new_df['region_code'].isin(nbr_regions)].copy()\n",
+    "        boundary_deviations = get_self_intersections(rc, nbr_sets)\n",
+    "        boundary_deviations.to_file(boundary_dev_output_fname)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "2b440673-5e7c-427b-afc9-eb97998790f2",
+   "metadata": {},
+   "source": [
+    "### Analyze the uncertainty in region bounds\n",
+    "\n",
+    "Compare the distribution of \n",
+    "\n",
+    "1. deviations between the updated sub-region bounds and the initial HydroBASINS bounds, and\n",
+    "2. deviations between the updated sub-region bounds."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "d8643d3e-1d83-4b69-b04c-a9922c3acd42",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def plot_area_distribution(df):\n",
+    "    \"\"\"\n",
+    "    Creates a Bokeh plot illustrating the distribution of values in the 'area' column of the DataFrame.\n",
+    "\n",
+    "    Parameters:\n",
+    "    df (pd.DataFrame): DataFrame containing an 'area' column.\n",
+    "\n",
+    "    Returns:\n",
+    "    None\n",
+    "    \"\"\"\n",
+    "    area_values = np.sort(df['area'].dropna())\n",
+    "    # Determine equiprobable bins\n",
+    "    # num_bins = 20\n",
+    "    cdf = np.arange(1, len(area_values) + 1) / len(area_values)\n",
+    "    \n",
+    "    # bin_labels, bin_edges = pd.qcut(area_values, q=num_bins, retbins=True, labels=False, duplicates='drop')\n",
+    "    source = ColumnDataSource(data=dict(\n",
+    "        x=area_values,\n",
+    "        y=cdf\n",
+    "    ))\n",
+    "\n",
+    "    return source\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "11bb011d-6460-4592-91af-08d6d5b6b197",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "plots = []\n",
+    "plot_no = 0\n",
+    "hb_dfs, bc_dfs = [], []\n",
+    "for rc in sorted(list(set(old_df['region_code']))):\n",
+    "    if rc in ['HGW', 'VCI']:\n",
+    "        print(f' No shared boundary for {rc}')\n",
+    "        continue\n",
+    "    \n",
+    "    print(f'Processing shared boundary analysis for {rc}')\n",
+    "    hb_fname = f'data/{rc}_HydroBASINS_bounds_comparison.geojson'\n",
+    "    bcub_fname = f'data/{rc}_bounds_deviations_test.geojson'\n",
+    "    hb_df = gpd.read_file(hb_fname)\n",
+    "    bc_df = gpd.read_file(bcub_fname)\n",
+    "\n",
+    "    hb_df = hb_df.explode(index_parts=False)\n",
+    "    bc_df = bc_df.explode(index_parts=False)\n",
+    "\n",
+    "    hb_df['area'] = hb_df.geometry.area / 1e6\n",
+    "    bc_df['area'] = bc_df.geometry.area / 1e6\n",
+    "    hb_df = hb_df[hb_df['area'] > 0.01]\n",
+    "    bc_df = bc_df[bc_df['area'] > 0.01]\n",
+    "    hb_dfs.append(hb_df)\n",
+    "    bc_dfs.append(bc_df)\n",
+    "    \n",
+    "    n_hb, n_bc = len(hb_df), len(bc_df)\n",
+    "    hb_df = hb_df[hb_df.geometry.area / 1e6 > 0.01]\n",
+    "    bc_df = bc_df[bc_df.geometry.area / 1e6 > 0.01]\n",
+    "    n_hb1, n_bc1 = len(hb_df), len(bc_df)\n",
+    "    print(f'    HydroBASINS: {n_hb1}/{n_hb} geometries after filtering area <= 0.01km2 (<1% of smallest polygon in BCUB dataset)')\n",
+    "    print(f'    BCUB: {n_bc1}/{n_bc} geometries after filtering area <= 0.01km2 (<1% of smallest polygon in BCUB dataset)')\n",
+    "    \n",
+    "    hb_source = plot_area_distribution(hb_df)\n",
+    "    bc_source = plot_area_distribution(bc_df)\n",
+    "    \n",
+    "    # Create a Bokeh figure\n",
+    "    p = figure(title=f\"{rc} (N={len(hb_df)} HydroBASINS, {len(bc_df)} BCUB)\",\n",
+    "               x_axis_label='Area [km²]', x_axis_type='log',\n",
+    "               y_axis_label='P(X)',\n",
+    "               height=400, width=600)\n",
+    "    \n",
+    "    # Add a quad glyph to the figure\n",
+    "    p.line(x='x', y='y', source=hb_source, line_width=2, line_color=\"#dc267f\", legend_label=\"HydroBASINS\")\n",
+    "    p.line(x='x', y='y', source=bc_source, line_width=2, line_color=\"#648fff\", legend_label=\"BCUB\")\n",
+    "    p.line(x=[1, 1], y=[0, 1], line_width=2, line_dash='dashed', line_color='black', legend_label='1 km²')\n",
+    "    p.legend.location = 'bottom_right'\n",
+    "    \n",
+    "    plots.append(p)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "1d393977-fab5-4614-a6e6-9aa4f7e5da8a",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "layout = gridplot(plots, ncols=3, width=400, height=225)\n",
+    "show(layout)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "cdf834b0-2ee7-441a-8211-c0fc732fbcc6",
+   "metadata": {},
+   "source": [
+    "Aggregate all the boundary deviations and plot the CDFs.  \n",
+    "\n",
+    "Ensure duplicate geometries are dropped.  Show the total numbers of each class."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "bcced824-8b5f-4acf-9ae0-69d26e99cc3e",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "hb_all_df = gpd.GeoDataFrame(pd.concat(hb_dfs), crs=new_df.crs)\n",
+    "bc_all_df = gpd.GeoDataFrame(pd.concat(bc_dfs), crs=new_df.crs)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "5cf93edc-bb1c-4229-a772-b7825be94dd8",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# drop duplicate geometries \n",
+    "hb_all_df['geom_str'] = hb_all_df['geometry'].apply(lambda geom: geom.wkt)\n",
+    "bc_all_df['geom_str'] = bc_all_df['geometry'].apply(lambda geom: geom.wkt)\n",
+    "hb_all_df = hb_all_df.drop_duplicates(subset='geom_str')\n",
+    "bc_all_df = bc_all_df.drop_duplicates(subset='geom_str')\n",
+    "\n",
+    "hb_all_df['area'] = hb_all_df.geometry.area / 1e6\n",
+    "bc_all_df['area'] = bc_all_df.geometry.area / 1e6\n",
+    "\n",
+    "# drop all geometries smaller than 1% of the smallest basin in BCUB\n",
+    "hb_all_df = hb_all_df[hb_all_df['area'] > 0.01]\n",
+    "bc_all_df = bc_all_df[bc_all_df['area'] > 0.01]\n",
+    "hb_all_df.to_file('data/HydroBASINS_all_boundary_deviations.geojson')\n",
+    "bc_all_df.to_file('data/BCUB_all_boundary_deviations.geojson')\n",
+    "print(len(hb_all_df), len(bc_all_df))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "7ec1b201-80dd-4452-80c1-648c3a4a1879",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# plot the distribution of unique shared boundary deviations for the entire study region\n",
+    "hb_source = plot_area_distribution(hb_all_df)\n",
+    "bc_source = plot_area_distribution(bc_all_df)\n",
+    "\n",
+    "# Create a Bokeh figure\n",
+    "p = figure(title='',#f\"Deviations from shared boundaries  (> 0.01 km²)\",\n",
+    "           x_axis_label=r'$$\\text{Area} [\\text{km}^2]$$', \n",
+    "           x_axis_type='log', x_range=(10**-2.5, 10**3.35),\n",
+    "           y_axis_label=r'$$P(X)$$', \n",
+    "           height=900, width=1200)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "64d24791-2cde-4bf1-a1cb-642efc9832a6",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def format_plot(p, hb_source, bc_source):\n",
+    "    # Set the title font size\n",
+    "    # p.title.text_font_size = '22pt'\n",
+    "    \n",
+    "    # Set the axis label font sizes\n",
+    "    p.xaxis.axis_label_text_font_size = '28pt'\n",
+    "    p.yaxis.axis_label_text_font_size = '28pt'\n",
+    "    \n",
+    "    # Set the tick label font sizes\n",
+    "    p.xaxis.major_label_text_font_size = '28pt'\n",
+    "    p.yaxis.major_label_text_font_size = '28pt'\n",
+    "\n",
+    "    \n",
+    "    \n",
+    "    # Add lines to the figure with increased line width for better visibility\n",
+    "    p.line(x='x', y='y', source=hb_source, line_width=4, line_color=\"#dc267f\", legend_label=f\"HydroBASINS vs. BCUB (N={len(hb_all_df)})\")\n",
+    "    latex_str = f\"BCUB vs. BCUB (N={len(bc_all_df)})\"\n",
+    "    p.line(x='x', y='y', source=bc_source, line_width=4, line_color=\"#648fff\", legend_label=latex_str)\n",
+    "    p.line(x=[1, 1], y=[0, 1], line_width=3, line_dash='dashed', line_color='black', legend_label='1 km²')\n",
+    "    \n",
+    "    # Adjust legend font size and location\n",
+    "    p.legend.label_text_font_size = '24pt'\n",
+    "    p.yaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "    p.xaxis.axis_label_text_font = \"Bitstream Charter\"\n",
+    "    p.xaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "    p.yaxis.major_label_text_font = \"Bitstream Charter\"\n",
+    "    p.legend.label_text_font = 'Bitstream Charter'\n",
+    "    p.legend.location = 'bottom_right'\n",
+    "    p.toolbar_location=None\n",
+    "    return p\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "e26ea4da-b4ce-4e03-a8d9-be3fae7018e5",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "p = format_plot(p, hb_source, bc_source)\n",
+    "show(p)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "62bb5411-73b2-43f9-83aa-32f0c5621c90",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "export_png(p, filename='edge_deviation_fig.png', width=1050, height=800)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "480b956b-2f09-4baf-a52f-6b27e8a09e2c",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "hb_median = np.percentile(hb_all_df.geometry.area/1e6, 50)\n",
+    "bc_median = np.percentile(bc_all_df.geometry.area/1e6, 50)\n",
+    "print(f'Median shared boundary deviation size:\\n    HydroBASINS vs. BCUB = {hb_median:.4f} km² \\n    BCUB vs. BCUB = {bc_median:.4f} km²')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "59ad4603-6342-4cb0-af7d-dcd77d306fac",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
   {
    "cell_type": "code",
    "execution_count": null,
-   "id": "93406ae6-fd10-4876-a151-27de6d073fc5",
+   "id": "5fd4120e-13bd-4e90-bc88-05eaa3fe03c1",
    "metadata": {},
    "outputs": [],
    "source": []