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z6gvmI6uk!zAHMs0|9XbP5&!A$9Z)QjmbXiPJvIo2QfI{)s&sbuf&LqaS;-FMPZQ&Hv@;X!IP9CU2cCPguD-1%GsR?)@usyVd#s0^~6N9{>OV diff --git a/_modules/hyswap/cumulative.html b/_modules/hyswap/cumulative.html index 3bc6324..b1c6189 100644 --- a/_modules/hyswap/cumulative.html +++ b/_modules/hyswap/cumulative.html @@ -3,7 +3,7 @@ - hyswap.cumulative — hyswap 0.1.dev1+gfc756e4 documentation + hyswap.cumulative — hyswap 0.1.dev1+g2530dee documentation @@ -15,7 +15,7 @@ - + diff --git a/_modules/hyswap/exceedance.html b/_modules/hyswap/exceedance.html index 15e8d1d..9a96558 100644 --- a/_modules/hyswap/exceedance.html +++ b/_modules/hyswap/exceedance.html @@ -3,7 +3,7 @@ - hyswap.exceedance — hyswap 0.1.dev1+gfc756e4 documentation + hyswap.exceedance — hyswap 0.1.dev1+g2530dee documentation @@ -15,7 +15,7 @@ - + @@ -127,6 +127,7 @@

    Source code for hyswap.exceedance

         distribution with a mean of 1 and a standard deviation of 0.25.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> exceedance.calculate_exceedance_probability_from_distribution(
             ...     1, 'lognormal', 1, 0.25)
    @@ -136,6 +137,7 @@ 

    Source code for hyswap.exceedance

         distribution with a mean of 1 and a standard deviation of 0.25.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> exceedance.calculate_exceedance_probability_from_distribution(
             ...     1, 'normal', 1, 0.25)
    @@ -208,6 +210,7 @@ 

    Source code for hyswap.exceedance

         of 1, 2, 3, and 4.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> exceedance.calculate_exceedance_probability_from_values(
             ...     1, [1, 2, 3, 4], method='linear')
    @@ -217,6 +220,7 @@ 

    Source code for hyswap.exceedance

         of 1, 2, 3, and 4.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> exceedance.calculate_exceedance_probability_from_values(
             ...     5, [1, 2, 3, 4])
    diff --git a/_modules/hyswap/percentiles.html b/_modules/hyswap/percentiles.html
    index 765045d..f1564d4 100644
    --- a/_modules/hyswap/percentiles.html
    +++ b/_modules/hyswap/percentiles.html
    @@ -3,7 +3,7 @@
     
       
       
    -  hyswap.percentiles — hyswap 0.1.dev1+gfc756e4 documentation
    +  hyswap.percentiles — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    @@ -708,6 +708,7 @@ 

    Source code for hyswap.percentiles

         Calculate the percentile associated with a value from some synthetic data.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> data = pd.DataFrame({'values': np.arange(1001),
             ...                      'date': pd.date_range('2020-01-01', '2022-09-27')}).set_index('date')  # noqa: E501
    diff --git a/_modules/hyswap/plots.html b/_modules/hyswap/plots.html
    index 4efcd67..c6d71a6 100644
    --- a/_modules/hyswap/plots.html
    +++ b/_modules/hyswap/plots.html
    @@ -3,7 +3,7 @@
     
       
       
    -  hyswap.plots — hyswap 0.1.dev1+gfc756e4 documentation
    +  hyswap.plots — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/_modules/hyswap/rasterhydrograph.html b/_modules/hyswap/rasterhydrograph.html
    index 882a93b..6b78d17 100644
    --- a/_modules/hyswap/rasterhydrograph.html
    +++ b/_modules/hyswap/rasterhydrograph.html
    @@ -3,7 +3,7 @@
     
       
       
    -  hyswap.rasterhydrograph — hyswap 0.1.dev1+gfc756e4 documentation
    +  hyswap.rasterhydrograph — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    @@ -150,6 +150,7 @@ 

    Source code for hyswap.rasterhydrograph

         Formatting synthetic daily data for a raster hydrograph.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> df = pd.DataFrame({'date': pd.date_range('1/1/2010', '12/31/2010'),
             ...                    'data': np.random.rand(365)})
    diff --git a/_modules/hyswap/runoff.html b/_modules/hyswap/runoff.html
    index 294cbf0..4f053b2 100644
    --- a/_modules/hyswap/runoff.html
    +++ b/_modules/hyswap/runoff.html
    @@ -3,7 +3,7 @@
     
       
       
    -  hyswap.runoff — hyswap 0.1.dev1+gfc756e4 documentation
    +  hyswap.runoff — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    @@ -116,6 +116,7 @@ 

    Source code for hyswap.runoff

         Convert 14 cfs to mm/yr for a 250 km2 drainage area.
     
         .. doctest::
    +        :skipif: True  # docstrings test fails with np.float64
     
             >>> mmyr = runoff.convert_cfs_to_runoff(14, 250)
             >>> np.round(mmyr)
    diff --git a/_modules/hyswap/similarity.html b/_modules/hyswap/similarity.html
    index 5f3c043..aebf4ed 100644
    --- a/_modules/hyswap/similarity.html
    +++ b/_modules/hyswap/similarity.html
    @@ -3,7 +3,7 @@
     
       
       
    -  hyswap.similarity — hyswap 0.1.dev1+gfc756e4 documentation
    +  hyswap.similarity — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/_modules/hyswap/utils.html b/_modules/hyswap/utils.html
    index 36278fc..229aa3f 100644
    --- a/_modules/hyswap/utils.html
    +++ b/_modules/hyswap/utils.html
    @@ -3,7 +3,7 @@
     
       
       
    -  hyswap.utils — hyswap 0.1.dev1+gfc756e4 documentation
    +  hyswap.utils — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/_modules/index.html b/_modules/index.html
    index c4fea89..fcab928 100644
    --- a/_modules/index.html
    +++ b/_modules/index.html
    @@ -3,7 +3,7 @@
     
       
       
    -  Overview: module code — hyswap 0.1.dev1+gfc756e4 documentation
    +  Overview: module code — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -15,7 +15,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/_static/documentation_options.js b/_static/documentation_options.js
    index 1bbe264..d4e0973 100644
    --- a/_static/documentation_options.js
    +++ b/_static/documentation_options.js
    @@ -1,5 +1,5 @@
     const DOCUMENTATION_OPTIONS = {
    -    VERSION: '0.1.dev1+gfc756e4',
    +    VERSION: '0.1.dev1+g2530dee',
         LANGUAGE: 'en',
         COLLAPSE_INDEX: false,
         BUILDER: 'html',
    diff --git a/examples/cumulative_hydrograph_examples.html b/examples/cumulative_hydrograph_examples.html
    index cd051d5..0d0143c 100644
    --- a/examples/cumulative_hydrograph_examples.html
    +++ b/examples/cumulative_hydrograph_examples.html
    @@ -4,7 +4,7 @@
       
     
       
    -  Cumulative Streamflow Hydrographs — hyswap 0.1.dev1+gfc756e4 documentation
    +  Cumulative Streamflow Hydrographs — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -16,7 +16,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/examples/flow_duration_curve_examples.html b/examples/flow_duration_curve_examples.html
    index 92095e7..e67df5a 100644
    --- a/examples/flow_duration_curve_examples.html
    +++ b/examples/flow_duration_curve_examples.html
    @@ -4,7 +4,7 @@
       
     
       
    -  Flow Duration Curves — hyswap 0.1.dev1+gfc756e4 documentation
    +  Flow Duration Curves — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -16,7 +16,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/examples/index.html b/examples/index.html
    index 6b5ca8b..2abb226 100644
    --- a/examples/index.html
    +++ b/examples/index.html
    @@ -4,7 +4,7 @@
       
     
       
    -  Simple Examples — hyswap 0.1.dev1+gfc756e4 documentation
    +  Simple Examples — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -16,7 +16,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/examples/percentile_calculation_examples.html b/examples/percentile_calculation_examples.html
    index d2c18fb..14ec651 100644
    --- a/examples/percentile_calculation_examples.html
    +++ b/examples/percentile_calculation_examples.html
    @@ -4,7 +4,7 @@
       
     
       
    -  Percentile Calculation Examples — hyswap 0.1.dev1+gfc756e4 documentation
    +  Percentile Calculation Examples — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -16,7 +16,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/examples/raster_hydrograph_examples.html b/examples/raster_hydrograph_examples.html
    index 52f6013..13dddfd 100644
    --- a/examples/raster_hydrograph_examples.html
    +++ b/examples/raster_hydrograph_examples.html
    @@ -4,7 +4,7 @@
       
     
       
    -  Raster Hydrographs — hyswap 0.1.dev1+gfc756e4 documentation
    +  Raster Hydrographs — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -16,7 +16,7 @@
       
             
             
    -        
    +        
             
             
             
    diff --git a/examples/regional_runoff_calculations.html b/examples/regional_runoff_calculations.html
    index ad46284..588c8fa 100644
    --- a/examples/regional_runoff_calculations.html
    +++ b/examples/regional_runoff_calculations.html
    @@ -4,7 +4,7 @@
       
     
       
    -  Using hyswap to estimate runoff for one and multiple HUC08s — hyswap 0.1.dev1+gfc756e4 documentation
    +  Using hyswap to estimate runoff for one and multiple HUC08s — hyswap 0.1.dev1+g2530dee documentation
           
           
           
    @@ -17,7 +17,7 @@
       
             
             
    -        
    +        
             
             
             
    @@ -424,7 +424,7 @@ 

    Select watershed to estimate runoff

    @@ -1102,7 +1102,7 @@

    Mapping the results of the runoff calculation

    diff --git a/examples/regional_runoff_calculations.ipynb b/examples/regional_runoff_calculations.ipynb index 2a62c22..bb0cec9 100644 --- a/examples/regional_runoff_calculations.ipynb +++ b/examples/regional_runoff_calculations.ipynb @@ -27,10 +27,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:24:59.451943Z", - "iopub.status.busy": "2024-06-10T22:24:59.451755Z", - "iopub.status.idle": "2024-06-10T22:25:00.719898Z", - "shell.execute_reply": "2024-06-10T22:25:00.719208Z" + "iopub.execute_input": "2024-06-21T19:00:19.113348Z", + "iopub.status.busy": "2024-06-21T19:00:19.112844Z", + "iopub.status.idle": "2024-06-21T19:00:20.431343Z", + "shell.execute_reply": "2024-06-21T19:00:20.430761Z" } }, "outputs": [], @@ -59,10 +59,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:00.722814Z", - "iopub.status.busy": "2024-06-10T22:25:00.722468Z", - "iopub.status.idle": "2024-06-10T22:25:00.782428Z", - "shell.execute_reply": "2024-06-10T22:25:00.781793Z" + "iopub.execute_input": "2024-06-21T19:00:20.434022Z", + "iopub.status.busy": "2024-06-21T19:00:20.433678Z", + "iopub.status.idle": "2024-06-21T19:00:20.490861Z", + "shell.execute_reply": "2024-06-21T19:00:20.490200Z" } }, "outputs": [ @@ -176,10 +176,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:00.807026Z", - "iopub.status.busy": "2024-06-10T22:25:00.806650Z", - "iopub.status.idle": "2024-06-10T22:25:01.667481Z", - "shell.execute_reply": "2024-06-10T22:25:01.666761Z" + "iopub.execute_input": "2024-06-21T19:00:20.515305Z", + "iopub.status.busy": "2024-06-21T19:00:20.514851Z", + "iopub.status.idle": "2024-06-21T19:00:21.326905Z", + "shell.execute_reply": "2024-06-21T19:00:21.326216Z" } }, "outputs": [], @@ -192,10 +192,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:01.670545Z", - "iopub.status.busy": "2024-06-10T22:25:01.670330Z", - "iopub.status.idle": "2024-06-10T22:25:01.798109Z", - "shell.execute_reply": "2024-06-10T22:25:01.797496Z" + "iopub.execute_input": "2024-06-21T19:00:21.329754Z", + "iopub.status.busy": "2024-06-21T19:00:21.329333Z", + "iopub.status.idle": "2024-06-21T19:00:21.462903Z", + "shell.execute_reply": "2024-06-21T19:00:21.462319Z" } }, "outputs": [ @@ -389,10 +389,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:01.800412Z", - "iopub.status.busy": "2024-06-10T22:25:01.800211Z", - "iopub.status.idle": "2024-06-10T22:25:02.138504Z", - "shell.execute_reply": "2024-06-10T22:25:02.137926Z" + "iopub.execute_input": "2024-06-21T19:00:21.465046Z", + "iopub.status.busy": "2024-06-21T19:00:21.464853Z", + "iopub.status.idle": "2024-06-21T19:00:21.735236Z", + "shell.execute_reply": "2024-06-21T19:00:21.734642Z" } }, "outputs": [ @@ -418,7 +418,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -426,7 +426,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_57317a130d15ae477f55c61023df07da {\n", + " #map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -456,14 +456,14 @@ "<body>\n", " \n", " \n", - " <div class="folium-map" id="map_57317a130d15ae477f55c61023df07da" ></div>\n", + " <div class="folium-map" id="map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_57317a130d15ae477f55c61023df07da = L.map(\n", - " "map_57317a130d15ae477f55c61023df07da",\n", + " var map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1 = L.map(\n", + " "map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1",\n", " {\n", " center: [47.842945, -113.5090975],\n", " crs: L.CRS.EPSG3857,\n", @@ -472,79 +472,79 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_57317a130d15ae477f55c61023df07da);\n", + " L.control.scale().addTo(map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_e8c9b958fbe68530021e18b5eb21c48b = L.tileLayer(\n", + " var tile_layer_5b71503fce4138b516605877324acacc = L.tileLayer(\n", " "https://tile.openstreetmap.org/{z}/{x}/{y}.png",\n", " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors", "detectRetina": false, "maxNativeZoom": 19, "maxZoom": 19, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_e8c9b958fbe68530021e18b5eb21c48b.addTo(map_57317a130d15ae477f55c61023df07da);\n", + " tile_layer_5b71503fce4138b516605877324acacc.addTo(map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1);\n", " \n", " \n", - " map_57317a130d15ae477f55c61023df07da.fitBounds(\n", + " map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1.fitBounds(\n", " [[47.228135, -114.099579], [48.457755, -112.918616]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_e20cda22d1a8e445aecb51981b5f765d_styler(feature) {\n", + " function geo_json_fb22375e6c45eeef594dd6d49f88962a_styler(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_e20cda22d1a8e445aecb51981b5f765d_highlighter(feature) {\n", + " function geo_json_fb22375e6c45eeef594dd6d49f88962a_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_e20cda22d1a8e445aecb51981b5f765d_pointToLayer(feature, latlng) {\n", + " function geo_json_fb22375e6c45eeef594dd6d49f88962a_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 2, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_e20cda22d1a8e445aecb51981b5f765d_styler(feature)\n", + " let style = geo_json_fb22375e6c45eeef594dd6d49f88962a_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_e20cda22d1a8e445aecb51981b5f765d_onEachFeature(feature, layer) {\n", + " function geo_json_fb22375e6c45eeef594dd6d49f88962a_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_e20cda22d1a8e445aecb51981b5f765d.resetStyle(e.target);\n", + " geo_json_fb22375e6c45eeef594dd6d49f88962a.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_e20cda22d1a8e445aecb51981b5f765d_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_fb22375e6c45eeef594dd6d49f88962a_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_e20cda22d1a8e445aecb51981b5f765d = L.geoJson(null, {\n", - " onEachFeature: geo_json_e20cda22d1a8e445aecb51981b5f765d_onEachFeature,\n", + " var geo_json_fb22375e6c45eeef594dd6d49f88962a = L.geoJson(null, {\n", + " onEachFeature: geo_json_fb22375e6c45eeef594dd6d49f88962a_onEachFeature,\n", " \n", - " style: geo_json_e20cda22d1a8e445aecb51981b5f765d_styler,\n", - " pointToLayer: geo_json_e20cda22d1a8e445aecb51981b5f765d_pointToLayer,\n", + " style: geo_json_fb22375e6c45eeef594dd6d49f88962a_styler,\n", + " pointToLayer: geo_json_fb22375e6c45eeef594dd6d49f88962a_pointToLayer,\n", " });\n", "\n", - " function geo_json_e20cda22d1a8e445aecb51981b5f765d_add (data) {\n", - " geo_json_e20cda22d1a8e445aecb51981b5f765d\n", + " function geo_json_fb22375e6c45eeef594dd6d49f88962a_add (data) {\n", + " geo_json_fb22375e6c45eeef594dd6d49f88962a\n", " .addData(data);\n", " }\n", - " geo_json_e20cda22d1a8e445aecb51981b5f765d_add({"bbox": [-114.099579, 47.228135, -112.918616, 48.457755], "features": [{"bbox": [-114.099579, 47.228135, -112.918616, 48.457755], "geometry": {"coordinates": [[[[-113.927302, 48.455774], [-113.926798, 48.45576], [-113.925839, 48.455918], [-113.924957, 48.456197], [-113.924406, 48.456418], [-113.923818, 48.456608], [-113.923222, 48.457088], [-113.923143, 48.45656], [-113.922841, 48.456154], [-113.92243, 48.455857], [-113.921607, 48.455252], [-113.920925, 48.454921], [-113.920273, 48.454617], [-113.919892, 48.454407], [-113.919415, 48.454314], [-113.918714, 48.454162], [-113.918255, 48.453889], [-113.917478, 48.453427], [-113.916598, 48.452936], [-113.916245, 48.452531], [-113.916068, 48.452025], [-113.915717, 48.451636], [-113.9152, 48.451076], [-113.914776, 48.450623], [-113.914263, 48.449918], [-113.913887, 48.44924], [-113.913432, 48.448622], [-113.912976, 48.447992], [-113.912657, 48.44758], [-113.91236, 48.447245], [-113.911504, 48.44711], [-113.91045, 48.44706], [-113.909635, 48.447147], [-113.909003, 48.447204], [-113.908343, 48.447128], [-113.907879, 48.44699], [-113.907118, 48.446918], [-113.906418, 48.446966], [-113.905803, 48.447034], [-113.904598, 48.447257], [-113.904128, 48.447442], [-113.903418, 48.44777], [-113.902948, 48.447565], [-113.90238, 48.447196], [-113.901666, 48.446876], [-113.901217, 48.446324], [-113.900867, 48.445958], [-113.900421, 48.44564], [-113.899976, 48.445334], [-113.900658, 48.444873], [-113.901327, 48.444458], [-113.901717, 48.444108], [-113.902228, 48.443409], [-113.902181, 48.443054], [-113.902024, 48.44239], [-113.901747, 48.441687], [-113.901248, 48.441016], [-113.900834, 48.440433], [-113.900537, 48.43987], [-113.900413, 48.439395], [-113.900366, 48.43905], [-113.899701, 48.438302], [-113.899375, 48.438017], [-113.898705, 48.437629], [-113.898, 48.437221], [-113.897438, 48.436974], [-113.896393, 48.436656], [-113.895478, 48.436534], [-113.894704, 48.436496], [-113.893573, 48.436549], [-113.892978, 48.436015], [-113.892909, 48.435621], [-113.892669, 48.435228], [-113.892175, 48.434734], [-113.891764, 48.434437], [-113.89122, 48.433543], [-113.890958, 48.432827], [-113.890842, 48.432441], [-113.890323, 48.431658], [-113.890734, 48.431163], [-113.891266, 48.430719], [-113.892244, 48.429951], [-113.892439, 48.429487], [-113.892287, 48.429108], [-113.892014, 48.42865], [-113.89173, 48.428069], [-113.89156, 48.42705], [-113.891123, 48.426631], [-113.890617, 48.426204], [-113.88999, 48.425915], [-113.889298, 48.425662], [-113.888506, 48.425212], [-113.887893, 48.4249], [-113.887571, 48.424053], [-113.88743, 48.423579], [-113.887127, 48.422966], [-113.886704, 48.422714], [-113.886322, 48.422366], [-113.886134, 48.421915], [-113.885851, 48.421547], [-113.885374, 48.421252], [-113.884451, 48.421035], [-113.883919, 48.420888], [-113.883394, 48.420818], [-113.882715, 48.420721], [-113.882056, 48.420228], [-113.881654, 48.419651], [-113.881611, 48.418749], [-113.881765, 48.417985], [-113.881906, 48.417678], [-113.882337, 48.417216], [-113.882903, 48.415589], [-113.883158, 48.415234], [-113.883378, 48.414456], [-113.883429, 48.414093], [-113.883367, 48.413731], [-113.883271, 48.413188], [-113.883246, 48.412687], [-113.883197, 48.412403], [-113.882929, 48.412108], [-113.882463, 48.411726], [-113.881679, 48.411586], [-113.88113, 48.411439], [-113.880626, 48.411424], [-113.879953, 48.411182], [-113.879146, 48.411555], [-113.878628, 48.411693], [-113.87806, 48.411887], [-113.877511, 48.412126], [-113.877025, 48.412228], [-113.876269, 48.412463], [-113.875947, 48.41277], [-113.875097, 48.413096], [-113.874882, 48.413427], [-113.874651, 48.413749], [-113.874002, 48.413975], [-113.873429, 48.414007], [-113.872617, 48.414165], [-113.871935, 48.414281], [-113.871198, 48.414544], [-113.869658, 48.414814], [-113.868887, 48.415034], [-113.867949, 48.414877], [-113.867127, 48.414847], [-113.866117, 48.414925], [-113.865816, 48.414593], [-113.865247, 48.414139], [-113.864581, 48.4138], [-113.863846, 48.413535], [-113.863385, 48.413279], [-113.862908, 48.413196], [-113.862383, 48.412912], [-113.861765, 48.412592], [-113.861197, 48.41233], [-113.860191, 48.412095], [-113.858946, 48.412091], [-113.857247, 48.412093], [-113.856255, 48.412019], [-113.855305, 48.411902], [-113.854827, 48.411809], [-113.854382, 48.411937], [-113.853852, 48.411946], [-113.853109, 48.412125], [-113.852416, 48.411924], [-113.851592, 48.411767], [-113.850792, 48.411817], [-113.850272, 48.411947], [-113.84949, 48.412209], [-113.848839, 48.412586], [-113.84865, 48.412876], [-113.847855, 48.413054], [-113.847209, 48.412879], [-113.846649, 48.412708], [-113.845809, 48.412284], [-113.844887, 48.412136], [-113.844377, 48.411842], [-113.843254, 48.41147], [-113.842736, 48.411085], [-113.841927, 48.410478], [-113.841163, 48.410234], [-113.840818, 48.409913], [-113.840398, 48.409606], [-113.839942, 48.409411], [-113.839363, 48.409018], [-113.838807, 48.408897], 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"huc08.1321", "loaddate": "2013-01-18", "metasource": null, "name": "South Fork Flathead", "ogc_fid": 1321, "shape_area": 0.521021716094485, "shape_leng": 5.41882309277893, "sourcedata": null, "sourcefeat": null, "sourceorig": null, "states": "MT", "tnmid": "{091ECDA4-87C1-42C6-A496-51917A8DFA24}"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_e20cda22d1a8e445aecb51981b5f765d.bindTooltip(\n", + " geo_json_fb22375e6c45eeef594dd6d49f88962a.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -568,13 +568,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_e20cda22d1a8e445aecb51981b5f765d.addTo(map_57317a130d15ae477f55c61023df07da);\n", + " geo_json_fb22375e6c45eeef594dd6d49f88962a.addTo(map_3c1c4b7c1bcbd9a76ecfb8e9baef2ca1);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>
    " ], "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -604,10 +604,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:02.141911Z", - "iopub.status.busy": "2024-06-10T22:25:02.141361Z", - "iopub.status.idle": "2024-06-10T22:25:02.150967Z", - "shell.execute_reply": "2024-06-10T22:25:02.150483Z" + "iopub.execute_input": "2024-06-21T19:00:21.738864Z", + "iopub.status.busy": "2024-06-21T19:00:21.738089Z", + "iopub.status.idle": "2024-06-21T19:00:21.747908Z", + "shell.execute_reply": "2024-06-21T19:00:21.747314Z" } }, "outputs": [ @@ -647,10 +647,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:02.153146Z", - "iopub.status.busy": "2024-06-10T22:25:02.152963Z", - "iopub.status.idle": "2024-06-10T22:25:02.157898Z", - "shell.execute_reply": "2024-06-10T22:25:02.157309Z" + "iopub.execute_input": "2024-06-21T19:00:21.750084Z", + "iopub.status.busy": "2024-06-21T19:00:21.749747Z", + "iopub.status.idle": "2024-06-21T19:00:21.754551Z", + "shell.execute_reply": "2024-06-21T19:00:21.753944Z" } }, "outputs": [], @@ -707,10 +707,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:02.160157Z", - "iopub.status.busy": "2024-06-10T22:25:02.159838Z", - "iopub.status.idle": "2024-06-10T22:25:31.383467Z", - "shell.execute_reply": "2024-06-10T22:25:31.382912Z" + "iopub.execute_input": "2024-06-21T19:00:21.756718Z", + "iopub.status.busy": "2024-06-21T19:00:21.756386Z", + "iopub.status.idle": "2024-06-21T19:00:48.349284Z", + "shell.execute_reply": "2024-06-21T19:00:48.348670Z" } }, "outputs": [ @@ -889,10 +889,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:31.385754Z", - "iopub.status.busy": "2024-06-10T22:25:31.385446Z", - "iopub.status.idle": "2024-06-10T22:25:31.584362Z", - "shell.execute_reply": "2024-06-10T22:25:31.583674Z" + "iopub.execute_input": "2024-06-21T19:00:48.351808Z", + "iopub.status.busy": "2024-06-21T19:00:48.351371Z", + "iopub.status.idle": "2024-06-21T19:00:48.550168Z", + "shell.execute_reply": "2024-06-21T19:00:48.549488Z" } }, "outputs": [], @@ -938,10 +938,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:31.587042Z", - "iopub.status.busy": "2024-06-10T22:25:31.586836Z", - "iopub.status.idle": "2024-06-10T22:25:31.772106Z", - "shell.execute_reply": "2024-06-10T22:25:31.771456Z" + "iopub.execute_input": "2024-06-21T19:00:48.553028Z", + "iopub.status.busy": "2024-06-21T19:00:48.552625Z", + "iopub.status.idle": "2024-06-21T19:00:48.706882Z", + "shell.execute_reply": "2024-06-21T19:00:48.706280Z" } }, "outputs": [ @@ -989,10 +989,10 @@ "execution_count": 11, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:31.774478Z", - "iopub.status.busy": "2024-06-10T22:25:31.774121Z", - "iopub.status.idle": "2024-06-10T22:25:31.857605Z", - "shell.execute_reply": "2024-06-10T22:25:31.856983Z" + "iopub.execute_input": "2024-06-21T19:00:48.709478Z", + "iopub.status.busy": "2024-06-21T19:00:48.709012Z", + "iopub.status.idle": "2024-06-21T19:00:48.792961Z", + "shell.execute_reply": "2024-06-21T19:00:48.792384Z" } }, "outputs": [], @@ -1021,10 +1021,10 @@ "execution_count": 12, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:25:31.860004Z", - "iopub.status.busy": "2024-06-10T22:25:31.859574Z", - "iopub.status.idle": "2024-06-10T22:27:19.540034Z", - "shell.execute_reply": "2024-06-10T22:27:19.539388Z" + "iopub.execute_input": "2024-06-21T19:00:48.795423Z", + "iopub.status.busy": "2024-06-21T19:00:48.795048Z", + "iopub.status.idle": "2024-06-21T19:02:30.383204Z", + "shell.execute_reply": "2024-06-21T19:02:30.382577Z" } }, "outputs": [ @@ -1056,10 +1056,10 @@ "execution_count": 13, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:27:19.542212Z", - "iopub.status.busy": "2024-06-10T22:27:19.542019Z", - "iopub.status.idle": "2024-06-10T22:27:34.811174Z", - "shell.execute_reply": "2024-06-10T22:27:34.810550Z" + "iopub.execute_input": "2024-06-21T19:02:30.385667Z", + "iopub.status.busy": "2024-06-21T19:02:30.385292Z", + "iopub.status.idle": "2024-06-21T19:02:45.609123Z", + "shell.execute_reply": "2024-06-21T19:02:45.608507Z" } }, "outputs": [], @@ -1104,10 +1104,10 @@ "execution_count": 14, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:27:34.813741Z", - "iopub.status.busy": "2024-06-10T22:27:34.813515Z", - "iopub.status.idle": "2024-06-10T22:27:35.198781Z", - "shell.execute_reply": "2024-06-10T22:27:35.198176Z" + "iopub.execute_input": "2024-06-21T19:02:45.612098Z", + "iopub.status.busy": "2024-06-21T19:02:45.611679Z", + "iopub.status.idle": "2024-06-21T19:02:45.908810Z", + "shell.execute_reply": "2024-06-21T19:02:45.908183Z" } }, "outputs": [ @@ -1145,10 +1145,10 @@ "execution_count": 15, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:27:35.201088Z", - "iopub.status.busy": "2024-06-10T22:27:35.200890Z", - "iopub.status.idle": "2024-06-10T22:28:00.244447Z", - "shell.execute_reply": "2024-06-10T22:28:00.243827Z" + "iopub.execute_input": "2024-06-21T19:02:45.911367Z", + "iopub.status.busy": "2024-06-21T19:02:45.910985Z", + "iopub.status.idle": "2024-06-21T19:03:10.791750Z", + "shell.execute_reply": "2024-06-21T19:03:10.791156Z" } }, "outputs": [], @@ -1177,10 +1177,10 @@ "execution_count": 16, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:00.246818Z", - "iopub.status.busy": "2024-06-10T22:28:00.246624Z", - "iopub.status.idle": "2024-06-10T22:28:01.598937Z", - "shell.execute_reply": "2024-06-10T22:28:01.598337Z" + "iopub.execute_input": "2024-06-21T19:03:10.794347Z", + "iopub.status.busy": "2024-06-21T19:03:10.794106Z", + "iopub.status.idle": "2024-06-21T19:03:12.331528Z", + "shell.execute_reply": "2024-06-21T19:03:12.330939Z" } }, "outputs": [], @@ -1217,10 +1217,10 @@ "execution_count": 17, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:01.601410Z", - "iopub.status.busy": "2024-06-10T22:28:01.601209Z", - "iopub.status.idle": "2024-06-10T22:28:01.654813Z", - "shell.execute_reply": "2024-06-10T22:28:01.654285Z" + "iopub.execute_input": "2024-06-21T19:03:12.334094Z", + "iopub.status.busy": "2024-06-21T19:03:12.333871Z", + "iopub.status.idle": "2024-06-21T19:03:12.387917Z", + "shell.execute_reply": "2024-06-21T19:03:12.387257Z" } }, "outputs": [], @@ -1249,10 +1249,10 @@ "execution_count": 18, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:01.657015Z", - "iopub.status.busy": "2024-06-10T22:28:01.656825Z", - "iopub.status.idle": "2024-06-10T22:28:02.078110Z", - "shell.execute_reply": "2024-06-10T22:28:02.077435Z" + "iopub.execute_input": "2024-06-21T19:03:12.390231Z", + "iopub.status.busy": "2024-06-21T19:03:12.390042Z", + "iopub.status.idle": "2024-06-21T19:03:12.798240Z", + "shell.execute_reply": "2024-06-21T19:03:12.797590Z" } }, "outputs": [ @@ -1278,7 +1278,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -1286,7 +1286,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_c4430e7cf8fd30726b664044a2385fc0 {\n", + " #map_ba576c1d4e5590936da76f0621e8e6cb {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -1395,14 +1395,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_c4430e7cf8fd30726b664044a2385fc0" ></div>\n", + " <div class="folium-map" id="map_ba576c1d4e5590936da76f0621e8e6cb" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_c4430e7cf8fd30726b664044a2385fc0 = L.map(\n", - " "map_c4430e7cf8fd30726b664044a2385fc0",\n", + " var map_ba576c1d4e5590936da76f0621e8e6cb = L.map(\n", + " "map_ba576c1d4e5590936da76f0621e8e6cb",\n", " {\n", " center: [46.802862000000005, -113.2768345],\n", " crs: L.CRS.EPSG3857,\n", @@ -1411,28 +1411,28 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_c4430e7cf8fd30726b664044a2385fc0);\n", + " L.control.scale().addTo(map_ba576c1d4e5590936da76f0621e8e6cb);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_6f1d6d50cd5273f216ec81df2be6d32f = L.tileLayer(\n", + " var tile_layer_1f4b65cedb4486596447a5dbd857d4ec = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_6f1d6d50cd5273f216ec81df2be6d32f.addTo(map_c4430e7cf8fd30726b664044a2385fc0);\n", + " tile_layer_1f4b65cedb4486596447a5dbd857d4ec.addTo(map_ba576c1d4e5590936da76f0621e8e6cb);\n", " \n", " \n", - " map_c4430e7cf8fd30726b664044a2385fc0.fitBounds(\n", + " map_ba576c1d4e5590936da76f0621e8e6cb.fitBounds(\n", " [[45.147969, -116.299377], [48.457755, -110.254292]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_203679c1cd059dabd7660164c4ce0adf_styler(feature) {\n", + " function geo_json_903e53029479c886bfd72e5013eb3c18_styler(feature) {\n", " switch(feature.id) {\n", " case "0": case "1": case "4": case "5": case "8": case "9": case "11": case "12": case "13": case "14": case "15": \n", " return {"color": "#44f24e", "fillColor": "#44f24e", "fillOpacity": 0.5, "weight": 2};\n", @@ -1446,52 +1446,52 @@ " return {"color": "#b24249", "fillColor": "#b24249", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_203679c1cd059dabd7660164c4ce0adf_highlighter(feature) {\n", + " function geo_json_903e53029479c886bfd72e5013eb3c18_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_203679c1cd059dabd7660164c4ce0adf_pointToLayer(feature, latlng) {\n", + " function geo_json_903e53029479c886bfd72e5013eb3c18_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_203679c1cd059dabd7660164c4ce0adf_styler(feature)\n", + " let style = geo_json_903e53029479c886bfd72e5013eb3c18_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_203679c1cd059dabd7660164c4ce0adf_onEachFeature(feature, layer) {\n", + " function geo_json_903e53029479c886bfd72e5013eb3c18_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_203679c1cd059dabd7660164c4ce0adf.resetStyle(e.target);\n", + " geo_json_903e53029479c886bfd72e5013eb3c18.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_203679c1cd059dabd7660164c4ce0adf_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_903e53029479c886bfd72e5013eb3c18_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_203679c1cd059dabd7660164c4ce0adf = L.geoJson(null, {\n", - " onEachFeature: geo_json_203679c1cd059dabd7660164c4ce0adf_onEachFeature,\n", + " var geo_json_903e53029479c886bfd72e5013eb3c18 = L.geoJson(null, {\n", + " onEachFeature: geo_json_903e53029479c886bfd72e5013eb3c18_onEachFeature,\n", " \n", - " style: geo_json_203679c1cd059dabd7660164c4ce0adf_styler,\n", - " pointToLayer: geo_json_203679c1cd059dabd7660164c4ce0adf_pointToLayer,\n", + " style: geo_json_903e53029479c886bfd72e5013eb3c18_styler,\n", + " pointToLayer: geo_json_903e53029479c886bfd72e5013eb3c18_pointToLayer,\n", " });\n", "\n", - " function geo_json_203679c1cd059dabd7660164c4ce0adf_add (data) {\n", - " geo_json_203679c1cd059dabd7660164c4ce0adf\n", + " function geo_json_903e53029479c886bfd72e5013eb3c18_add (data) {\n", + " geo_json_903e53029479c886bfd72e5013eb3c18\n", " .addData(data);\n", " }\n", - " geo_json_203679c1cd059dabd7660164c4ce0adf_add({"bbox": [-116.299377, 45.147969, -110.254292, 48.457755], 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(mm/day)": 0.21566, "Streamflow Category": "Normal", "__folium_color": "#44f24e", "areaacres": 1201553, "areasqkm": 4866.28965, "avg_weight": 0.8791, "gnis_id": null, "id": "huc08.1766", "max_site": "06089000", "max_weight": 0.8791, "metasource": null, "n_sites": 1, "ogc_fid": 1766, "shape_area": 0.581304764784713, "shape_leng": 6.39538401780632, "site_ids": "06089000", "sourcedata": null, "sourcefeat": null, "sourceorig": null, "states": "MT", "tnmid": "{3F0BEF2A-BA7A-4EA5-8B67-C75960A7024E}"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_203679c1cd059dabd7660164c4ce0adf.bindTooltip(\n", + " geo_json_903e53029479c886bfd72e5013eb3c18.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -1515,13 +1515,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_203679c1cd059dabd7660164c4ce0adf.addTo(map_c4430e7cf8fd30726b664044a2385fc0);\n", + " geo_json_903e53029479c886bfd72e5013eb3c18.addTo(map_ba576c1d4e5590936da76f0621e8e6cb);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "execution_count": 18, diff --git a/examples/similarity_examples.html b/examples/similarity_examples.html index ae2b6cf..a994d1e 100644 --- a/examples/similarity_examples.html +++ b/examples/similarity_examples.html @@ -4,7 +4,7 @@ - Similarity Measures — hyswap 0.1.dev1+gfc756e4 documentation + Similarity Measures — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/examples/single_gage_analysis.html b/examples/single_gage_analysis.html index 2e18523..12ae98d 100644 --- a/examples/single_gage_analysis.html +++ b/examples/single_gage_analysis.html @@ -4,7 +4,7 @@ - Analysis of Streamflow Conditions and Historical Streamflows at a Single Gage — hyswap 0.1.dev1+gfc756e4 documentation + Analysis of Streamflow Conditions and Historical Streamflows at a Single Gage — hyswap 0.1.dev1+g2530dee documentation @@ -17,7 +17,7 @@ - + diff --git a/examples/single_gage_analysis.ipynb b/examples/single_gage_analysis.ipynb index 08ea24a..aed3c25 100644 --- a/examples/single_gage_analysis.ipynb +++ b/examples/single_gage_analysis.ipynb @@ -25,10 +25,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:11.583421Z", - "iopub.status.busy": "2024-06-10T22:28:11.583246Z", - "iopub.status.idle": "2024-06-10T22:28:12.410883Z", - "shell.execute_reply": "2024-06-10T22:28:12.410258Z" + "iopub.execute_input": "2024-06-21T19:03:24.658417Z", + "iopub.status.busy": "2024-06-21T19:03:24.657980Z", + "iopub.status.idle": "2024-06-21T19:03:25.512874Z", + "shell.execute_reply": "2024-06-21T19:03:25.512301Z" } }, "outputs": [], @@ -56,10 +56,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:12.413751Z", - "iopub.status.busy": "2024-06-10T22:28:12.413373Z", - "iopub.status.idle": "2024-06-10T22:28:13.447286Z", - "shell.execute_reply": "2024-06-10T22:28:13.446671Z" + "iopub.execute_input": "2024-06-21T19:03:25.515795Z", + "iopub.status.busy": "2024-06-21T19:03:25.515361Z", + "iopub.status.idle": "2024-06-21T19:03:27.169699Z", + "shell.execute_reply": "2024-06-21T19:03:27.169174Z" } }, "outputs": [], @@ -74,10 +74,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:13.449906Z", - "iopub.status.busy": "2024-06-10T22:28:13.449507Z", - "iopub.status.idle": "2024-06-10T22:28:13.461454Z", - "shell.execute_reply": "2024-06-10T22:28:13.461018Z" + "iopub.execute_input": "2024-06-21T19:03:27.172258Z", + "iopub.status.busy": "2024-06-21T19:03:27.171898Z", + "iopub.status.idle": "2024-06-21T19:03:27.183738Z", + "shell.execute_reply": "2024-06-21T19:03:27.183144Z" } }, "outputs": [], @@ -97,10 +97,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:13.463536Z", - "iopub.status.busy": "2024-06-10T22:28:13.463151Z", - "iopub.status.idle": "2024-06-10T22:28:13.472312Z", - "shell.execute_reply": "2024-06-10T22:28:13.471763Z" + "iopub.execute_input": "2024-06-21T19:03:27.185726Z", + "iopub.status.busy": "2024-06-21T19:03:27.185545Z", + "iopub.status.idle": "2024-06-21T19:03:27.194558Z", + "shell.execute_reply": "2024-06-21T19:03:27.194007Z" } }, "outputs": [ @@ -203,10 +203,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:13.474521Z", - "iopub.status.busy": "2024-06-10T22:28:13.474183Z", - "iopub.status.idle": "2024-06-10T22:28:13.697378Z", - "shell.execute_reply": "2024-06-10T22:28:13.696759Z" + "iopub.execute_input": "2024-06-21T19:03:27.196612Z", + "iopub.status.busy": "2024-06-21T19:03:27.196435Z", + "iopub.status.idle": "2024-06-21T19:03:27.382392Z", + "shell.execute_reply": "2024-06-21T19:03:27.381775Z" } }, "outputs": [ @@ -248,10 +248,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:13.699641Z", - "iopub.status.busy": "2024-06-10T22:28:13.699288Z", - "iopub.status.idle": "2024-06-10T22:28:13.836958Z", - "shell.execute_reply": "2024-06-10T22:28:13.836345Z" + "iopub.execute_input": "2024-06-21T19:03:27.384685Z", + "iopub.status.busy": "2024-06-21T19:03:27.384496Z", + "iopub.status.idle": "2024-06-21T19:03:27.492788Z", + "shell.execute_reply": "2024-06-21T19:03:27.492243Z" } }, "outputs": [ @@ -291,16 +291,16 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:13.839452Z", - "iopub.status.busy": "2024-06-10T22:28:13.839009Z", - "iopub.status.idle": "2024-06-10T22:28:14.108944Z", - "shell.execute_reply": "2024-06-10T22:28:14.108332Z" + "iopub.execute_input": "2024-06-21T19:03:27.495129Z", + "iopub.status.busy": "2024-06-21T19:03:27.494943Z", + "iopub.status.idle": "2024-06-21T19:03:27.733450Z", + "shell.execute_reply": "2024-06-21T19:03:27.732770Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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    " ] @@ -341,10 +341,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:14.111420Z", - "iopub.status.busy": "2024-06-10T22:28:14.110957Z", - "iopub.status.idle": "2024-06-10T22:28:14.116604Z", - "shell.execute_reply": "2024-06-10T22:28:14.116164Z" + "iopub.execute_input": "2024-06-21T19:03:27.735879Z", + "iopub.status.busy": "2024-06-21T19:03:27.735512Z", + "iopub.status.idle": "2024-06-21T19:03:27.741019Z", + "shell.execute_reply": "2024-06-21T19:03:27.740447Z" } }, "outputs": [], @@ -358,10 +358,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:14.118696Z", - "iopub.status.busy": "2024-06-10T22:28:14.118341Z", - "iopub.status.idle": "2024-06-10T22:28:14.123703Z", - "shell.execute_reply": "2024-06-10T22:28:14.123215Z" + "iopub.execute_input": "2024-06-21T19:03:27.743297Z", + "iopub.status.busy": "2024-06-21T19:03:27.742962Z", + "iopub.status.idle": "2024-06-21T19:03:27.748254Z", + "shell.execute_reply": "2024-06-21T19:03:27.747687Z" } }, "outputs": [ @@ -461,10 +461,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:14.125928Z", - "iopub.status.busy": "2024-06-10T22:28:14.125569Z", - "iopub.status.idle": "2024-06-10T22:28:14.455050Z", - "shell.execute_reply": "2024-06-10T22:28:14.454475Z" + "iopub.execute_input": "2024-06-21T19:03:27.750343Z", + "iopub.status.busy": "2024-06-21T19:03:27.750137Z", + "iopub.status.idle": "2024-06-21T19:03:28.073259Z", + "shell.execute_reply": "2024-06-21T19:03:28.072725Z" } }, "outputs": [], @@ -478,10 +478,10 @@ "execution_count": 11, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:14.457579Z", - "iopub.status.busy": "2024-06-10T22:28:14.457219Z", - "iopub.status.idle": "2024-06-10T22:28:14.874527Z", - "shell.execute_reply": "2024-06-10T22:28:14.873930Z" + "iopub.execute_input": "2024-06-21T19:03:28.075886Z", + "iopub.status.busy": "2024-06-21T19:03:28.075689Z", + "iopub.status.idle": "2024-06-21T19:03:28.487598Z", + "shell.execute_reply": "2024-06-21T19:03:28.487018Z" } }, "outputs": [ @@ -519,10 +519,10 @@ "execution_count": 12, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:14.876985Z", - "iopub.status.busy": "2024-06-10T22:28:14.876620Z", - "iopub.status.idle": "2024-06-10T22:28:15.293633Z", - "shell.execute_reply": "2024-06-10T22:28:15.293047Z" + "iopub.execute_input": "2024-06-21T19:03:28.490013Z", + "iopub.status.busy": "2024-06-21T19:03:28.489684Z", + "iopub.status.idle": "2024-06-21T19:03:28.905322Z", + "shell.execute_reply": "2024-06-21T19:03:28.904731Z" } }, "outputs": [], @@ -539,16 +539,16 @@ "execution_count": 13, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:15.296205Z", - "iopub.status.busy": "2024-06-10T22:28:15.295841Z", - "iopub.status.idle": "2024-06-10T22:28:15.957584Z", - "shell.execute_reply": "2024-06-10T22:28:15.956907Z" + "iopub.execute_input": "2024-06-21T19:03:28.908171Z", + "iopub.status.busy": "2024-06-21T19:03:28.907764Z", + "iopub.status.idle": "2024-06-21T19:03:29.558792Z", + "shell.execute_reply": "2024-06-21T19:03:29.558202Z" } }, "outputs": [ { "data": { - "image/png": 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", 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l3bp1SxusA8lLdRL76FdffUU0Gm1Q94yMDPr06ZNW931N8+c0bNgwiouLmT9/fnLes88+i8vl2mM/f/rpp+ncuTP9+/fn1FNPxel08swzz+xX3haLhXPOOQe/39/o9dj7orFjZ2NOP/305OUhu5s/fz4dO3ZkyJAhafNjsVijx67dr5v+KeWqb+jQoYwcOZK77757r4NXgGAw2Gj5wuFwWrytW7fy3nvvcc455wBq0P388883iPdz1qWkpIRBgwal9YnXX38dr9fLxIkTG8RPXE7S2KVFAFarlUmTJrFr164Gg+Ldeb1edu3a1WR5G/uftKdjZlM++ugjdu3axaRJk9JOWNSXqM+iRYsA9UW9X79+af198+bNbN68mcGDBzN48OC0+n311Vf4fL5GL8Nxu91cffXVvPLKK3z22Wf7Xf7G/Jj9RIiDqhl/LWhU4qfA//73v8b27duNzZs3G88//7zRunVrw263G5s3b07GjUajRigUSlt/165dRmFhoXHRRRcl51111VWG2+02otFok/k2dSlOTU2NkZOTY1xyySVp8ysqKgyPx5M2/4ILLjAA44Ybbtivuu7pU/+n7urqasPhcBjXX399WjpXXnmlkZWVlby04j//+Y8BGHfffXcyTjQaNYYOHdrgJ9OmypxI47bbbkubf8YZZxgmk8lYt26dYRiGsWLFCgMwpk2blhZv8uTJBmDccsstyXmJn9PPOeecBm2x+0/rhmEYzzzzjAEYH3zwQYM0xo0blxY3ccnCF198kZwHGBkZGcmyGoZhfPHFFwZgPPzwww3y2x2N/IQ9bdo0AzA+/PDD5LyamhqjtLTUKCkpSV5qk/gpuFOnTo3WbXf33HOPARibNm1qsKx///7GwIED0+Zde+21RmlpafLn4MZ+tm/Mzp07jYKCAmPo0KENlv31r381MjMz0/rfjTfe2CDed999Zxx11FFp8Tp16mR88803afF69epljBw5ssH6X3/9tQEYjz32mGEYqX2v/nZOOPPMM42ioqL9TvPnkOhr27dvN6699lqjS5cuyWX9+/c3LrzwQsMwGu8n4XDYyMvLS2u/SZMmGb17926Qz94uaXnxxRcNwHjwwQf3WN7E5QXbt283tm/fbqxbt8649957DZPJZBx++OHJyxQSGiv3mWeeaTgcjrRLor755hsDMKZPn96g3E0dty677LJkvP05pjel/rZIXKpx3333JZc3dSlOU5/dL+W49957jczMTMPn8xmGYRjffvutARgvvvhiWrzEfv2vf/3L2L59u7F161bjjTfeMLp06WKYTCbjf//7317rUv9yl0ceecTIzs5OHiPOPPNMY8SIEY3Wafz48QZg7Nq1q8m0Fy5caADGQw89lNYOv/vd74zt27cb27ZtMz799FPjhBNOaHBJW/2yNfax2+2N5rmnS3EeeOCBRtuxvqqqquSlSQnXXXedARjl5eWGYaj/BQ6HwwiFQsZrr71mWCyW5LZ65JFHDMBYsmRJcv36l0xVV1cbrVq1Svuf8VMuxTGM/dtP6pNLccTBcMiesR81ahStW7emffv2nHHGGWRlZfHyyy+n3TBjsViSZ0Dj8ThVVVXJM3/1v53n5ORQV1f3o56c8fbbb1NdXc0555yTdvbCYrEwYMCARi/7+cMf/rBfecyaNYu33367wefII49Mi+fxeDjttNN45plnkmexY7EYzz77LOPHj0+eVX3ttdewWq1p5bBYLFxxxRVNlmH3Mr/22mtYLJbkLxkJf/zjHzEMI3lDY+Kylssvvzwt3p7yauyJFPUv4UicZRs4cCBAo2dapkyZ0mh+r732Wtr8UaNGJW/iAjjyyCNxu917vSyhKa+99hrHHHNM2tkhl8vFpZdeSllZGatXr06Lf8EFF6TVrSmJs4+N3TDncDjSzk5+++23PPjgg9xzzz2Nxm9K4ifi6upqHn744QbLS0pKGDZsGH//+9954YUXuOiii7jjjjt45JFH0uJlZ2fTq1cvpkyZwsKFC5k9ezbRaJTx48ezY8eOtDo1VZ/6dd6fuu9rmj+3SZMmsW7dOpYvX578u6fLcF5//XV27tyZPAMM6izwF1980eASvr1J3FxXU1Oz17h1dXW0bt2a1q1b06VLF6699lqGDBnCSy+91OSNoPWde+65BIPBtBuDE2cmG7u8oKSkpNFj17Rp0xrE3Zdj+r4YNmwYI0aM2Kez9qeddlqj5RsxYkRavKeffpqTTz6Z7OxsALp27Uq/fv2avBznoosuonXr1rRt25YTTjgBr9fLU089Rf/+/ferLmeddRaBQIBFixZRU1PDokWLmuxXie2fKGNjEst2v+Tv8ccfp3Xr1hQUFHD00Ufzzjvv8Kc//anBr68Jjf1P2v0m9n3xY8ucOL5++OGHgLoMp1+/fmRkZDBo0KDk5TeJZQ6Ho8Evfgkej4dp06bx8ssvN/jl88fa3/1EiIPpkH0qzqxZs+jWrRter5d//etffPDBB43+Q3/iiSf429/+xjfffJN26Ur9O/ovv/xy/v3vf3PiiSfSrl07xowZw1lnnbVPjy/87rvvABg5cmSjy3e/JMBqte73P6pjjjmm0YNSq1at0gZKoH62fPbZZ/nwww8ZNmwY//3vf6msrOS8885Lxtm4cSNt2rRpcLf9YYcd1mj+jZV548aNtG3btsEBOXF50saNG5N/zWZzgycodOnSpcn6Nva0haqqKm699VYWLFjAtm3b0pY1dm1x165d08KdO3fGbDY3uDSqQ4cODdZt1aoVu3btarJ8e7Jx40YGDBjQYH79dqn/iNLG6tqYxOA/FAo1WBYMBtO+HFx11VUMHjx4ny7zqu+KK67gjTfe4Mknn2xwr8aCBQu49NJL+fbbb5N94fTTTycej3P99ddzzjnnkJeXRzQaZdSoUckn9ySMGjWKXr16cc8993DXXXcl69RUferXeX/qvq9pNqa2tjbt8ZkWi4XWrVs3Gb++vn370r17d+bPn09OTg5FRUVNHhNAPQ2ntLQUu93OunXrANVHnU4nTz/9NHfcccc+5ZsoN+x5cJTgcDiSl2yUl5dz9913s23btn36cglw4oknkpuby/z585OPK3zmmWfo3bs3vXr1ahA/KyuryaeD7G5fj+n7YsaMGRx33HE89thjXH311U3GKy4u3mv51qxZw8qVKzn//POT2wrU5WmzZs3C5/M1OM7ffPPNDB06lNraWl588UUWLFiA2bz/58lat27NqFGjmD9/Pn6/n1gsxhlnnNFo3MT2r6mpIScnp9E4TQ2kTzvtNKZOnUo4HGb58uXccccd+P3+Jsvc1P+k/VW/zE1prMxDhgzBZDKxZMkSJk6cyJIlSxg9ejSgTtT17NkzOW/JkiX079+/ycscQR0z77//fmbMmJH2hK8fa3/3EyEOpkN2YF//wDJ+/HiOPfZYJk2axNq1a5MD1nnz5jF58mTGjx/PddddR0FBARaLhZkzZ6bdFFRQUMDnn3/Om2++yeuvv87rr7/OnDlzOP/883niiSf2WI54PA6o6+wbu5Z59+sG7Xb7jzrA76uxY8dSWFjIvHnzGDZsWPJxevv6z7UxB7rMu2tskHHWWWfx8ccfc9111yWfjx6PxznhhBOS22BPmjobuftj3xKMRq7bPxD2dUDVpk0bAH744Qfat2+ftuyHH35IXkP+7rvv8sYbb7Bw4cK0LzHRaJRAIEBZWRm5ubkNBiK33nors2fP5s4770z7Epgwe/Zs+vbt2+AL3rhx45g7dy4rV65k1KhRfPDBB6xatYr77rsvLV7Xrl3p0aNH2rWvbdq0afQ55T/88AOg7h/Yve6NxU3E2580G3PvvfemPeKzY8eO+/XeikmTJvHoo4+SnZ3N2Wef3eQ+k3hsYjAYbPAFFNSZvdtvv32fzqADyXtq9vRlOcFisaQdC8aOHUv37t257LLLks+f3xObzcZZZ53FP/7xDyorK9m0aRPfffcdd9999z6VdU/25Zi+r4YNG8bw4cO5++67m3wm/b6aN28eoN5b0diXhBdeeIELL7wwbd4RRxyRbOfx48fj9/u55JJLOPbYYxvsv3szadIkLrnkEioqKjjxxBObHLT36NGD//znP3z55ZcMGzas0ThffvklAD179kybX/8LzkknnUR+fj5Tp05lxIgRnH766ftV3v2ROOHx5ZdfMn78+H0uc15eHt27d+ejjz6itraWL7/8kltuuSW5fPDgwXz00UeUl5ezadOmvZ4lT5y1nzFjxs9y1v5A7idC/FSH7KU49SUG61u3bk27LOD555+nU6dOLFy4kPPOO4+xY8cyatSoRp+OkpGRwamnnsrs2bNZv349l112GU8++WTyDE1T/2QTl3EUFBQwatSoBp/ETYcHi8ViYdKkSTz//PPs2rWL//znP5xzzjlpA9iOHTvyww8/NHi5z9q1a/c5n44dO7J169YGZ1oSTwZJPG2lY8eOxONxNmzYkBav/pmvvdm1axfvvPMON9xwA7feeiu/+c1vGD16NJ06dWpyncQvKfXzi8fjB/wdBB07dmy0HXdvl/3Vp08fgAYvK9u6dSvl5eXJ5Zs2bQLU2fTS0tLkZ8uWLbz77ruUlpbyr3/9Ky2NWbNmMWPGDKZNm9bki3cqKyuJxWIN5id+BUu8JKuyshKgybj1X6bVp08fvv322waXBXzyySdpdT788MOxWq0N6h4Oh/n888+T8fYnzcacf/75aZcW7M9TT0ANwH744Qe+/fbbPV6Gs3DhQoLBII8++ijPPfdc2ue2225j48aNe725MSEWizF//nycTuePekZ/mzZtkjcPJi5d2Jvf/va3yUv85s+fj8lkSruk6OfQ1DF9f8yYMYOKigr+7//+70eXwzAM5s+fz4gRIxpsq+eee44jjzxyn/rJnXfeSTAYbPIJVXvym9/8BrPZzLJly/bYrxIvq3ryyScbXZ7oK61atdrrzZuXXXYZnTt35qabbjqgJzmOPfZYcnJymD9/fqPHDEjVZ/eXcR177LF89dVXvPXWW8RiMQYPHpxcNnjwYD755JPkk+v2Zd+YNm0aOTk5aV/uf4qDsZ8I8WP8Igb2oH4WPeaYY3jggQeSA/fEYLb+gemTTz5h6dKlaevufje/2WxOXr+e+Fk/cX367o+EHDt2LG63mzvuuKPBU2oAtm/f/hNq9eOcd9557Nq1i8suu4za2trk03ASTjrpJKLRaNoj4WKxWKPXVTflpJNOIhaLNfine//992MymZIvqUk8YnP27Nlp8fYnr8a2I8ADDzzQ5DqzZs1qNL/6L885EE466ST+97//pfWxuro6/v73v1NSUtLgTNm+6tWrF927d+fvf/972j/ARx99FJPJlPx5fuTIkbz44osNPq1bt+boo4/mxRdf5NRTT02u/+yzz3LllVfy29/+tsFZ9vq6devGypUr+fbbb9PmP/PMM2n7S+LFPgsWLEiL99lnn7F27Vr69u2bnHfGGWcQi8WSb4MEtb/NmTOHAQMGJM9sejweRo0axbx589K+SD711FPU1tYmH0W7P2k2plOnTmlfyvf3yRWdO3fmgQceYObMmWkv4drdvHnz6NSpE7///e8544wz0j7XXnstLpdrnwaLsViMK6+8kjVr1nDllVc2+BVmX11xxRU4nU7uvPPOfYo/ZMgQSkpKmDdvHs8++yzHHXfcfl9euC8aO6bvj+OOOy75RLQfsz6kHkl64YUXNthWZ5xxBmeffTbvvfceW7du3WM6nTt3ZsKECcydOzf51Kl95XK5ePTRR5kxY0bavru7wYMHM2rUKObMmZN8gkx9N954I99++y1/+tOf9vpLodVq5Y9//CNr1qz5WS5NaYrT6eTaa69l7dq13HjjjQ2Wv/rqq8ydO5exY8cm76lKOPbYY4nFYtx777107do17bK5wYMHU1tby+zZszGbzWmD/qYkztq/9NJLP8vTsw7WfiLE/jpkL8VpzHXXXceZZ57J3Llz+f3vf88pp5zCwoUL+c1vfsPJJ5/Mhg0beOyxx+jZs2fa2eqLL76YqqoqRo4cSXFxMRs3buThhx+mT58+yZ8K+/Tpg8Vi4a677sLr9WK32xk5ciQFBQU8+uijnHfeeRx11FFMnDiR1q1bs2nTJl599VWGDBnyo884/Vh9+/bl8MMP57nnnqNHjx4cddRRactPPfVUhgwZwg033EBZWRk9e/Zk4cKF+/Uc7FNPPZURI0Zw4403UlZWRu/evXnrrbd46aWXmDZtWvKXjH79+jFhwgQeeOABdu7cycCBA3n//feTA8R9udzA7XYzbNgw7r77biKRCO3ateOtt95q8CtAfRs2bGDcuHGccMIJLF26lHnz5jFp0qQmn/P/c7nhhht45plnOPHEE7nyyivJzc3liSeeYMOGDbzwwgs/6ZKme+65h3HjxjFmzBgmTpzIqlWreOSRR7j44ouT/bRDhw6N3jcwbdo0CgsL037u/t///sf5559PXl4exx9/fIPB5ODBg5O/ilx33XXJdzVMnTqVvLw8Fi1axOuvv87FF1+cvMSlX79+jB49mieeeAKfz8eYMWP44YcfePjhh8nMzEy7aXLAgAGceeaZTJ8+nW3bttGlSxeeeOIJysrKePzxx9PKcvvttzN48GCOO+44Lr30UsrLy/nb3/7GmDFj0u6F2Z80D4Srrrpqj8sTj03c/abzBLvdztixY3nuued46KGHkm+T9Xq9yUtC/H5/8s2z69evZ+LEifz1r3/90WXOy8vjwgsvZPbs2axZsybZl5piMpmYNGlS8j6Av/zlL03GrV/u3e1+wqExux/T99ctt9zS4EbY+r799ttGy1dYWMjo0aOTb2lt6rGl48aN48Ybb2TBggVN3miacN111/Hvf/+bBx54YJ+/RCU09Sji3T355JMcf/zxnHbaaUyaNImhQ4cSCoVYuHAhixcv5uyzz+a6667bp7QmT57MzTffzF133dXgMpnXX3897b0NCfWPGfvqhhtuYOXKldx1110sXbqUCRMmkJmZyUcffcS8efPo0aNHo5fEJs7CL126NHkde0K3bt3Iz89n6dKlHHHEEU1evrS7xLX2X3zxRfJkXsLcuXO58MILmTNnToP8GrM/+4kQB1UzPpGnUXt6810sFjM6d+5sdO7c2YhGo0Y8HjfuuOMOo2PHjobdbjf69u1rLFq0yLjggguMjh07Jtd7/vnnjTFjxhgFBQVGRkaG0aFDB+Oyyy4zfvjhh7T0//GPfxidOnUyLBZLg0dfvvfee8bYsWMNj8djOBwOo3PnzsbkyZONTz/9NBlnfx+h9VPePHv33XcbgHHHHXc0unznzp3GeeedZ7jdbsPj8RjnnXeesXLlykYfd9lUmWtqaoyrr77aaNu2rWGz2YyuXbsa99xzT4PH5tXV1RlTpkwxcnNzDZfLZYwfP95Yu3Ztg7cg1n9k3e7Ky8uN3/zmN0ZOTo7h8XiMM88809i6dWuTj8xcvXq1ccYZZxjZ2dlGq1atjKlTpxqBQCAtTZp482THjh336ZFjTa2/fv1644wzzjBycnIMh8NhHHPMMcaiRYvS4jT1hsq9efHFF40+ffoYdrvdKC4uNm666SYjHA7vdb3GHve3t8ep7v54uk8++cQ48cQTjaKiIsNmsxndunUzbr/99gZvxvT7/cZf/vIXo2fPnkZmZqbh8XiMU045xVi5cmWDcgUCAePaa681ioqKDLvdbvTv39944403Gq3Dhx9+aAwePNhwOBxG69atjSlTpiQfafdj0/wp9tRf66vfT/72t78ZgPHOO+80GX/u3LkGkHx76O6PjXS5XEbXrl2Nc88913jrrbf2ubx72pfXr19vWCyWtH7fVP82jNTjQ+12e5OPV9zT4y7r/2vZn2N6U/a0LRLl2J/HXR533HHJR5I29ujX+kpLS42+ffsahrH3/Xr48OGG2+02qqurm0xvX9/u2tQjbGtqaowZM2YYvXr1MjIzM43s7GxjyJAhxty5cxscmw1jz9t5xowZaf/r9veYYRh7f/OsYajtPGfOHGPIkCGG2+02HA6H0atXL+PWW2/d49vH27ZtawDG3//+9wbLxo0bZwDGH/7whwbL9rSdEn1p933l4YcfNoD9Opbsy35SnzzuUhwMJsM4SHcRip/Vgw8+yNVXX01ZWVmjZ3Cb2+eff07fvn2ZN2/ez/r4rxkzZnDrrbeyffv2tBcsCSGEED/WWWedRVlZGf/73/+auyhC/CS/qEtxhGIYBo8//jjHHXfcITGoDwQCDa7pfOCBBzCbzU0+vUEIIYQ4FBiGweLFi5u8rEyIXxIZ2P+C1NXV8fLLL/Pee+/x1VdfHdCbnvbH3XffzYoVKxgxYgRWqzX5SNFLL710vx/9JoQQQhxMJpOpwftThPilkoH9L8j27duZNGkSOTk5/PnPf2bcuHHNXSRA3VD19ttv89e//pXa2lo6dOjAjBkzGn0KghBCCCGEODB+MY+7FOr17YZhsGvXrh/1vOQDZfTo0Xz00UdUVVURDodZt24dt9xyS4OXd/0cZsyYgWEYcn29EEII8SvwwQcfcOqpp9K2bVtMJhP/+c9/0pYbhsHNN99MmzZtyMzMZNSoUQ3eddOYWbNmUVJSgsPhYMCAAQ3urwgGg0yZMoW8vDxcLhcTJkxIvsslYdOmTZx88sk4nU4KCgq47rrr0t7n0hxkYC+EEEIIIQ5JdXV19O7du8H7axLuvvtuHnroIR577DE++eQTsrKyGDt27B7fb/Hss89yzTXXcMstt/DZZ5/Ru3dvxo4dm3ZJVuLlfs899xzvv/8+W7duTXtTcywW4+STTyYcDvPxxx/zxBNPMHfuXG6++eafr/I/gjwVRwghhBBCHPJMJhMvvvhi8t0LhmHQtm1b/vjHP3LttdcC6v0ahYWFzJ07l4kTJzaazoABA+jfv3/yPUTxeJz27dtzxRVXcMMNN+D1emndujXz589PviDym2++oUePHixdupSBAwfy+uuvc8opp7B161YKCwsBeOyxx7j++uvZvn07GRkZB7g1GifX2O+jeDzO1q1byc7O3qeXLgkhhBCi+RmGQU1NDW3btv1JLxH8sYLBIOFw+KDneygzDKPBWMput2O32/crnQ0bNlBRUcGoUaOS8zweDwMGDGDp0qWNDuzD4TArVqxg+vTpyXlms5lRo0Yl3yq/YsUKIpFIWrrdu3enQ4cOyYF94gVpiUE9wNixY/nDH/7A119/nfYm9oNJBvb7aOvWrfKEFyGEEOIXavPmzRQXFx/UPIPBIKWlpVRUVBzUfA91LpeL2tratHm33HILM2bM2K90Eu1af3CdCDfV5jt27CAWizW6TuKNyxUVFWRkZDR4q3H9dCsqKhpNo365moMM7PdRdnY2AP/e3Aen20IQiBAjirpJIkKUCVermzV2PFNF/vUFMFRf5eQOQyZg04nZUC0fq5eBQ/2J2NTZBG/7XQDkB16D/ufA8fonnd4Z0CoKdr2yPQa2OMzU33w7WmG4juuKqOWJuNZ6ZaDedLVeN8MAp56XAVh2awQzsEZ/m84PqbhuvWwnUK1XsMWhtQERvawOMAF5OhwDqoH39bPv10Zgmb7ZZLgNZuxIz/frVjA2DsD3Fi+d8jxwjD7r8phqJ+YUqb8eM4EO3wPwylQ7Z60ZCd730tN7TO+IHaxgB+bVqfBmAwI6Ti4w0g599S4yfCv75fet4EzdmPPqYE71/q2/J8+0gXZ62hEDaxzMuq/Z4uoD0M3b+PqbPerv83b4MJQqZwcDhvyMB6PhOp+xGdDKDJ+EVHiDAV/msCVzIwDmS6tpc9+ralnry1W/TNTvv164Ohe+Un04tGIn9vjRwAS1vNW90AVoX6//H6Y79jk/NCzTOR74XE/nAh30OgAeM3jjqbgOE9h1uq3MUBaFD3U/XTUSOD4Z9dXhl1FXqdI5a81S4B5o9a5aWEBqvwK1H7Y3wZEZqTJ741Co9x9PLLUN11vgCT+M1wcIu0mVq40ulz0G35jgS302cHQmuPS6O0xQHIUMvf87Ymofr6u3n9qM5LEHB2q/B7BBxGLGtkul5StwEsTONr0TB3FwdHAVtM1R8f9bB4V6h3eDL9vJLtT2r8JDLVnJ6mcS4uiFG6CT7g/OKPitkKPbNk+tD7ALT9r6NcQIECSIWjdClMmsQog98fl8tG/fPvl//GAKh8NUVFSwad0m3G733lf4FfD5fHTo0oHNmzentcn+nq0XjZOB/T5K/GTkdFvIclsxo8atUdSAKoKBO0PFCZncuB0mkv/LXCZwGukDextNDOxVGnGT6uxunGorOfQ/cqcJskypsN0ENv1JhLP0dCJeYnBiMxof2EcT69Yb2NtpfGCfSDub9IF9uF46NhNk1xvYm/S6ibgx/cmsV+ZEXnYT7H7wc5lUGkC2yY3bAui2TsbNTLWPzaXmOS123Fgaple/LR2k2s5qpMqRaPOs3fLZVxn11rU1UqefIrNe33LobZ/4dbl+X2gqz8T/NodJ1TPRdll7WOfHSLSlw5QqJ4DFAJMJn+7jZnscN/pLnll/Ekcmt1u1pQ6HTG7smFEdtF7c+v0/cw/1t5lSX4IsOpzYPxwmCNb7aTgxiE4sq99PVQdJRnVa3RgWVUg3WWp5YptYSN+XEuWt3w/DJvUXVL9J1CfTlL7/J9oya7f6ZtRLK7HMr6fr18+u2j7ZFjaDRNPjSDWrGtibsCUe7uA2YcOMX1fEggV3Bqm0XKZUv3ID2SaiugHCWDDq/avJJIrbaVLrJMpsbrg+QBRz2voxwIQFk07bihk3MlgS+6Y5L6N1u90ysN/Nz9EmRUXqpF5lZSVt2rRJzq+srKRPnz6NrpOfn4/FYmnwhJvKyspkekVFRYTDYaqrq9PO2u8eZ/cn6STSTMRpDs36VJyZM2fSv39/srOzKSgoYPz48axduzYtzt4eN/TFF19wzjnn0L59ezIzM+nRowcPPvhgk3kuWbIEq9Xa5AYXQgghhBCHvtLSUoqKinjnnXeS83w+H5988gmDBg1qdJ2MjAz69euXtk48Huedd95JrtOvXz9sNltanLVr17Jp06ZknEGDBvHVV1+lPUnn7bffxu1207Nnz5+1nvujWc/Yv//++0yZMoX+/fsTjUb585//zJgxY1i9ejVZWeqU5NVXX82rr77Kc889h8fjYerUqZx++uksWbIEUDc4FBQUMG/ePNq3b8/HH3/MpZdeisViYerUqWn5VVdXc/7553P88cc3+KYmhBBCCCEOLbW1taxbty4Z3rBhA59//jm5ubl06NCBadOmcdttt9G1a1dKS0v5f//v/9G2bdvkk3Mac80113DBBRdw9NFHc8wxx/DAAw9QV1fHhRdeCKgbcH/3u99xzTXXkJubi9vt5oorrmDQoEEMHDgQgDFjxtCzZ0/OO+887r77bioqKrjpppuYMmVKs15W1KwD+zfeeCMtPHfuXAoKClixYgXDhg3D6/Xy+OOPM3/+fEaOHAnAnDlz6NGjB8uWLWPgwIFcdNFFaWl06tSJpUuXsnDhwgYD+9///vdMmjQJi8XS4AUHQgghhBAHghExMCLydHFgv9vh008/ZcSIEcnwNddcA8AFF1zA3Llz+dOf/kRdXR2XXnop1dXVHHvssbzxxhs4HKnLJYcPH05JSQlz584F4Oyzz2b79u3cfPPNVFRU0KdPH9544420m2Hvv/9+zGYzEyZMIBQKMXbsWGbPnp1cbrFYWLRoEX/4wx8YNGgQWVlZXHDBBfzlL3/5Mc3yszmkrrH3etXNfrm5ucC+PW6oqXQSaSTMmTOH77//nnnz5nHbbbfttSyhUIhQKJQM+3y+/a6PEEIIIYT48YYPH86eXrlkMpn4y1/+sscB9YYNG5g8eXLavKlTpzY4AVyfw+Fg1qxZTb4YC6Bjx4689tprTRe+GRwyA/t4PM60adMYMmQIhx9+OLBvjxva3ccff8yzzz7Lq6++mpz33XffccMNN/Dhhx9ite5blWfOnMmtt9764yojhBBCCCGa3ddff43H4+H8889v7qIcFM1682x9U6ZMYdWqVSxYsOBHp7Fq1SpOO+00brnlFsaMGQOoV/5OmjSJW2+9lW7duu1zWtOnT8fr9SY/mzdv/tHlEkIIIYQQB1+vXr348ssvm+XlZM3hkDhjP3XqVBYtWsQHH3yQ9vKIfXncUMLq1as5/vjjufTSS7npppuS82tqavj0009ZuXJl8ieXeDyOYRhYrVbeeuut5PX79f2YN6AJIYQQQgjRXJp1YG8YBldccQUvvvgiixcvprS0NG15/ccNTZigXkiz++OGQP3MMnLkSC644AJuv/32tDTcbjdfffVV2rzZs2fz7rvv8vzzzzfIUwghhBBCiF+iZh3YT5kyhfnz5/PSSy+RnZ2dvG7e4/GQmZm5T48bWrVqFSNHjmTs2LFcc801yTQsFgutW7fGbDYnr9lPKCgowOFwNJgvhBBCCPGzi+qPkHY4wJp1YP/oo48C6o7n+ubMmZO8e3lvjxt6/vnn2b59O/PmzWPevHnJ+R07dqSsrOxAV0EIIYQQQohDQrPeSWAYRqOf+o8kSjxuqKqqirq6OhYuXJh2ff2MGTMaTWNPg/oZM2bw+eefH7iKCSGEEEIIcZCZjD09HFQk+Xw+PB4P//OW4nKb2UkOARwECAJQQ20yrhUrPmqx6R9EAgSJEE2G/2B6E2b0g1PjaoX8CPhNatpjgAsiDovK1+YiQOolCzaiRLBi079lVZGDHwdRnXYE627TUSI6bmK6RC+vwoGPWqJ6eTYuxnVaoTK60wVH1kEr3T3igA3Q9xNHHBYiZivbLPkAZBJMK2dBbAfOH0KJQkNRZ3hwqwo/EIANl8O0f6hwab0fjvqYwBaHwZ/qGc/A2NthknoTMe2B7AjYYypsMVT8hJgJnEYqXxvg0su88NxZEc78YK0K9z4cupuhb4YK97BBjk53aRxueJbV+eMA6Bk2wSDAobfTSwHIc0DiQUtj7Wp9gNYGtPGDV6c7JgRHAxfoOhSZwRFL1cEWV/UANc9mqPZGt7cNdDdT0xZSX8kjgAMq8/MAKKzaiS9X5bOGLgwo/yLVNh69bsIilyprfjBVDlu9w8E8O7yot+EIG4xwQJZebjbUdvCEU/ET37dDQI0ua0L9MluAWL2yOHU9EvWL7bZe/XBot/hlVmgVTaUdB3bp/jTXBK9FYJLutD1savsFdR0cJqiOQ4kOn+6HneppWgx9C75NZfuB3WDAlij2LF2pUiAAfHs5ANudswjVa9vimvsA/cti5npV5lG6kIPt0N2a7LfrJ9TSedfXkKkvDewDdLOkytwmlfAH/6+WYZteBsbqOddAt9nQw5SKn+iH7UzgjKoP6O0bh0y9qoNU/wL8NjtRS+rYkRf0UulQ/aqKHCJYcevjXCX5+HAlj3s+apPHwghRaoxaQmEVjsfqb0CIR8Fqt9DL3l2nXY0bF5XsAGCHbyd37FRxI8UWbJtiqu8C7AJiJiKdVVuusXWhrN66VVQnj7PXrN+p+sXduj/0zYAiC/SqUeE2wDc2iOjtUpkBPfSydlDpzEuWOYCDnEdXs+IttU8f/2amajff33SM/vgyhibju7uYUmWemAkLAlCgt9FFLmgbSm0Xdxy+d6aOY5ut8J7eJ39nVvuYW6eVDVxugcv0RisKgg0+GKL6cJ8KcCf6wrfAVRmwQecz2A69LHCCXrf9Lsgj1R+GZMAofcxy6X07cSydiCp/4lg5wqLijNE7Yjdgmj7QdoyoY0Omro8T1dcSx7DVWTByGjzxgAo/UQdnO9W2AXWMSRyTnFFVvoBet8qujp150fS09Sb0ObKS/4fU/2cHEazU+mIM8azD6/Xidica8+BIjB12bdx10PM+VPl8Plp1bNUs2+PX4Nfx7B8hhBBCCCFauEPicZdCCCGEEC2VETUwInKBBKi2AOjfvz8Wi4UpU6YwZcqUZi5VyyEDeyGEEEIIcVAtX75cLsU5AORSHCGEEEIIIVoAGdgLIYQQQgjRAsilOE0IhUKEQqFk2OfzNWNphBBCCCGE2DMZ2Ddh5syZ3Hrrrc1dDCGEEEL8whkR9RHSDgeaXIrThOnTp+P1epOfzZs3N3eRhBBCCCGEaJKcsW+C3W7Hbrc3dzGEEEIIIYTYJ3LGXgghhBBCiBZABvZCCCGEEEK0ADKwF0IIIYQQogWQa+yFEEIIIQ4gI2pgRI3mLsYhQdrhwJIz9kIIIYQQQrQAJsMw5KvTPvD5fHg8HhZ5+5HltjL8s8+gJAJOtbzSkUcVOSouLny4iBIFIEKUKFECBJNhgFHUAlD8kQ+6BtALIRf8+ok8Tn+IiMNClU2lXfiFFz7JgB9iKv7JBrQKg98CwPxJESatWq2WDTocxtqhb4YK50bBGQWHXtcWV7/ZRHUl7cB/MtX0xyFwmKCHTYVbmaE7MFvVgWdHwdn/hcH6yUFFFiiKq2lXBCwG+PUPQmYDckOpr5FmwKLrCvB1NvSqUdNxoDwLzq9T4duzoMQAuy7zLSF4szP8fqOuo10t/5d+mVgbi5oHkB2H/GCqHBYD8sKgq4TPrMrmrLcLJJaZgRBQqwu9wwGd/JCrl9fo8merYKUnj9xIdTKZz2yH49bbt0fNevxOO/+z9FGbgWoK2ZEWP2JWZfzMcji25AYhmUZE/7gWwEEVjmRfChAkQhSbXp6Jg456/RLKsRElgAMAq55OhKN6nY6xcgCckRCVjjzVNLjIJEjxB2q7LLq4jlNsJrhM94/uat3Vv1UvbuvpMMG5up+NsKu+lau3idlQbW/T/cMOxIAn9Xb6ZwgqWqnp3/pgpAPamVLrZtd76HHMBF9YYLZfhb8FAv2BD1U40wGDdNxjdHneDycaU+0Lif6RG1XlWq7zuuoa6Hm7mj7CrPp+G7VfkWOG6jhctk6Frb2g0y7oodctM1T6ADuBDcDROpxrUnk+EkzVowhIPEG3E9DNktrXAN7ScYfp/Ten3j6baE9I9W2XbiNnFOx6mU1/dBWS+13C+9lQEYObdVt6gJN0GRwmGJUBnnAqfaeRPN5hJ7WvAH6bnW2WfED1nSN3rAWdLPlQ7ixkC0WA6sM+ovRgBwBdX66CtiE4TOVVnl1IDS4AKsnHp4+foI6dhbgY7v0EgE88vdkCdEkeW63J4/AWKqiimiv0flZpy2cdJVTqfcpHLXnksBO1fHOoHLNFteeM6hAr8nvxjc63kh1Uh6oJ+9V2iMfAbFF/E+GgPoRFQ+DMgbsKVGMvtg2kjHKO0nV6KfQNvsoYD+i2LMtvx9tY2RxS+2HYHyOs2y4cgLAfXWJwWyAYhrDejiEr1Dqgt+57o/OH8GFoGQDVW1XhEuXaaYWdWRDWXaZkJ+Rnp+rwnRl2ZOl8rZAdhKva9QJg5a6v8VeregFUlMEPHqjRu9LRYZJl3pCp0qnVy/Lq4OM88DlU4k+Tw4YdW/CrZqe2RqXz2569ATj95e9ZM64AgI+Ipm+X0pDaz+brSryh/47WlWgTgVd0wx4Rh6IgOMBXA57DwOv14nYndtSDIzF22LFqJ+7sg5v3ocpX4yP/8Lxm2R6/BnLGXgghhBBCiBZABvZCCCGEEEK0AHLzrBBCCCHEgRQx1EdIOxxgcsZeCCGEEEIcVP3796dnz57MmjWruYvSosgZeyGEEEIIcVAtX75cbp49AGRg34RQKEQoFEqGfT5fM5ZGCCGEEEKIPZNLcZowc+ZMPB5P8tO+ffvmLpIQQgghhBBNkoF9E6ZPn47X601+Nm/evPeVhBBCCCGEaCZyKU4T7HY7dv2SKCGEEEKIH8uIgRHde7xfAyPW3CVo2eSMvRBCCCGEEC2ADOyFEEIIIYRoAWRgL4QQQgghRAsgA3shhBBCCCFaAJNhGPJu333g8/nweDz83dsFp9tCAfmso4wfQhUABGtilOa3A+AP67ewonMv+lV+rVZenYVvBLjL61R4mw26R8CvE5+fCaP0M/OL4hABdplU2GVALvj1jbwBiwN3pBbbB5lqeRs/ZMYhoL+jFcTBqdPdAmQCDh3+wgVbDOgZUWFPGFyk4tsgYrOo+tpcRLES0CuXTK6Ay2yQH1Rx3UAcSNxf7AAuV+tyVAYMiENlhgqXRaHIAq11VzuzjhcKDCbU6DoOMcPgejcqd7dCti6jMwq2OJj1ujb9d4eObzGgIEykjSW5ui2i78zxA8FUslh0eXXSL50b5rT/vg5DT9PlyIBBOt2cGAQtqo0AHDFVBls8lZ7NgFb10k+0c1C1JYnXINj0J/E1Og7UANk6bNbzgHJnIcXBSsodhQBUkYONKAXs0ElFiWClihyA5PZxU5sshhV1h1YUK5F698dXkYMPF9t0WhGi2LBi1XGiRMnGBUANtRSQT029dAuwEk1LL0hHUneDFep0a3Dhx0FXygDIjASpsuWQqTdGohw2va4PV7KcNqJkEuTIL9arRPu8AEefBldkqfAxftXuId2YNTbVV1rpBtySAa/qfrUoBBVA+Qcq2HUoo7+PYo8N1iWeCL3/CHk6+G5/GLRcTfe2qj6b6FclFtXXYjrtIBA0IEeHnVH1AdVXdjjgSr2Du1HbP6G1WaVbpNPONMGueCovhwkST9eNmOG2GubUqT59yjdmWmeaoKde3skCFTFVT4ATM6CHzqydCeyxVJ+NmFVbJcpp159E2Ryp40yNxYUP9akv0e9GB5eAH1bk9lLxcRHQcY6gjEry2abX9VHLEHZQST6g+uUaaqmiGoAedOE7ytgR2pHMJ+xX9e3bqheZOCjUfWUxZXh9XuL1br7r3Kojl1RuBGBhYW++jH4DgL86RDQEDr2f+avBagf/LhV2toJ7ncB3ugHyI1R2UJ2hjGIqsSbLONmUC/9dA73V/rAz30Pe0hC49MGkTYzKfLVuJfkcZl2FPXayWuZ+C3wvwVh9nLkmWx2339PHx49DcFkm1Og+3aUO/Ho/Sxyjl+tK9KiBPPB71HaqsqjjQ+Fb9Y5TPXW/cwHbSB4bq2w5VJJfbztEKaCWfsP0/6kvgOd0Ph1q1f8efUyLeCxU2vIp3lEJQHl+ITW46BgrV2lZrKyhC6D25yhRInqbVVFNLjl01W1ZST7D13/Czs4eALaRTxn5+PSxpopq/lC5RWVcZqdygCtZ5kryqaKagD6WBAgSIcqV32xT27hrBl9Zuuu4VtxYqaQWvy/GRZ5v8Hq9B/2FSImxw7al23G75GVMAL5aHwWDWjfL9vg1kDP2QgghhBBCtAAysBdCCCGEEKIFkIG9EEIIIYQQLYAM7IUQQgghhGgB5M2zQgghhBAHUoTkgxt+9aQdDigZ2DchFAoRCoWSYZ/P14ylEUIIIYQQYs/kUpwmzJw5E4/Hk/y0b99+7ysJIYQQQgjRTGRg34Tp06fj9XqTn82bNzd3kYQQQgghhGiSXIrTBLvdjt1u33tEIYQQQgghDgFyxl4IIYQQQhxU/fv3p2fPnsyaNau5i9KiyBl7IYQQQogDyIgaGFGjuYtxSEi0w/Lly3G73c1cmpZHztgLIYQQQgjRAsjAXgghhBBCiBZABvZCCCGEEEK0ACbDMOSir33g8/nweDx433DgzjJB1wDYAKdaXu4opNj0nAqUDoMHsqFjQIXdUcgG9EN2/E47AYuDAA4Aik0rgVy9rgPGWmGEWkZRHP7gh7P0ysfawBaHyX6dGDDcDIP18lkBqqd5Aci5fBT0Xg6D9K0UPWxQYoWcmArb4qnP7vKi6u1wiUVO/fHq8A4b+K2QrV8htzETsnVkTxgs9bqVNwOO6wXTPlfhcRngiKWW22MQN+l8opAZV22byHebCY7IUeFhu+D67FSZx9eBvxVcXKPCJVYo1fVtH1XxzLosIQvETCqPRF42A/wWXScH5AfVtMVQ6ybuQrGh2mOXLbWuy0i1jx3KCwsBKK6qhG7wzlC1/Y//z+Ewcj0cqdcttcKx0VSdvRmqDSBVr/p/LQZE9Hdws6HCmXp5NqoPJN7kZyPZz3CQakd0PBtEnKq+Nm9MfbW3pNb1ObOS0d3+Ovz6yVA1FheZBPHhSi2nlohuIHekFlulrkMI+DobynQ7nx5QeWzSBZsaUv14kA4nthPAZ1a47K9AfxUeNAyWzgHrNSo8bBeMcUAr3R5FFsgy4OE6FV5mwIUZarpvBjhMqX5ZY4b5dWo+wDNBKAe66Qp1MKf6zn/Dqk31/o0VaGuGNrqxHuij/h69XP3tbMb3oqr/9izobDal0u1mUekm1s0xw4Zosh3pa0vfD/1WGNtdTQ9dDp0sqbiLYpAHFOqwE3Ws6KE3dHZc1RPU9nfE4FZ9rPgWON4CR+n6Bwz4vyAM0+n3sKXqn0d6mWxx3ecTYVTf0YcpzMAXmWq6JAAeiDhUugGbI9lPAPLKvfiKsyijGAAfLqJYOYJvANhGPt+RA0CUKAGC+KhVaRHEF60lGlYvD4yGwGwBj9sDgNfnpZu7s063lvIdlYR19eMxOKq0M5Or1qsZtfBJh96s0WlXsoNdu9QBLhqGsB9y2qo6tLEXsXbTFtyFKnyt3cEn9KGKagDcuPjMWAXAcabubKSWtaF1AIT9MfzVJMsxtNdhfBcto2qzqoOvGob07ch3OzaqcCVs14eGsBVq7FCTaGdgxSfZsFAltnOui/9STBnlANSFamlvV+26JVpBV2sJX/vWquruVGXw6d00Iwa5BeBsRTJfn6oOjgwIhlN5ju57GGv8a9mxQceNwdFH5jGKfACeD62jemssuU3chRDUh+Rt1bDTpeoBELKqeoUt6eGEjCjU6vqGLE7CyZ1w34TRxzBDrZcXX0PcB7vywOv1HvRruhNjh8p3t+F2yfXkAL5aH4UjC5ple/wayM2zQgghhBAHkBE1MCJyHhWQm4gPMLkURwghhBBCiBagWQf2M2fOpH///mRnZ1NQUMD48eNZu3ZtWpxgMMiUKVPIy8vD5XIxYcIEKisrk8u/+OILzjnnHNq3b09mZiY9evTgwQcfbJDX4sWLOeqoo7Db7XTp0oW5c+ce6OoJIYQQQghx0DTrwP79999nypQpLFu2jLfffptIJMKYMWOoq6tLxrn66qt55ZVXeO6553j//ffZunUrp59+enL5ihUrKCgoYN68eXz99dfceOONTJ8+nUceeSQZZ8OGDZx88smMGDGCzz//nGnTpnHxxRfz5ptvHtT6CiGEEEIIcaA06zX2b7zxRlp47ty5FBQUsGLFCoYNG4bX6+Xxxx9n/vz5jBw5EoA5c+bQo0cPli1bxsCBA7nooovS0ujUqRNLly5l4cKFTJ06FYDHHnuM0tJS/va3vwHQo0cPPvroI+6//37Gjh17EGoqhBBCCCHEgXVIXWPv9aonEuTmqifErFixgkgkwqhRo5JxunfvTocOHVi6dOke00mkAbB06dK0NADGjh27xzRCoRA+ny/tI4QQQgghxKHqkHkqTjweZ9q0aQwZMoTDDz8cgIqKCjIyMsjJyUmLW1hYSEVFRaPpfPzxxzz77LO8+uqryXkVFRUUFhamxSssLMTn8xEIBMjMzGyQzsyZM7n11lt/Yq2EEEII8WtnRNRHSDscaIfMGfspU6awatUqFixY8KPTWLVqFaeddhq33HILY8aM+UnlmT59Ol6vN/nZvHnzT0pPCCGEEEKIA+mQOGM/depUFi1axAcffEBxcXFyflFREeFwmOrq6rSz9pWVlRQVFaWlsXr1ao4//nguvfRSbrrpprRlRUVFaU/SSaThdrsbPVsPYLfbsdvtjS4TQgghhBDiUNOsZ+wNw2Dq1Km8+OKLvPvuu5SWlqYt79evHzabjXfeeSc5b+3atWzatIlBgwYl53399deMGDGCCy64gNtvv71BPoMGDUpLA+Dtt99OS0MIIYQQQohfsmY9Yz9lyhTmz5/PSy+9RHZ2dvK6eY/HQ2ZmJh6Ph9/97ndcc8015Obm4na7ueKKKxg0aBADBw4E1OU3I0eOZOzYsVxzzTXJNCwWC61btwbg97//PY888gh/+tOfuOiii3j33Xf597//nXYdvhBCCCGEEL9kzTqwf/TRRwEYPnx42vw5c+YwefJkAO6//37MZjMTJkwgFAoxduxYZs+enYz7/PPPs337dubNm8e8efOS8zt27EhZWRkApaWlvPrqq1x99dU8+OCDFBcX889//lMedSmEEEKIAy9qqI+QdjjAmnVgbxh737gOh4NZs2Yxa9asRpfPmDGDGTNm7DWd4cOHs3Llyv0tohBCCCGEEL8IJmNfRtcCn8+Hx+PBO8OO22GC54PwLwuUxAAoy26HDxcAARwEcBDR35tGf/QZLDHgtJBKLN8g4rFg86p1Ix4LAZsDgEryCeBISytKlFyCybJU4cCaSHvTEthlhUp9E3CHWvBmqOmBd7C+1TV03tVFhc/eAEvikHjU1Dk2GGSH/6tV4TEOGFTvtgt7DHJ1mYMW9dehyowZiJP8alhZmkcZ6sbnoyKrsH1npMr0VRx6WVR6iTTMBtytw8/eA4V/VNPDzdA3A3rYVLhHDdTYwKK7aasohIDEvdM7gFoL+HVBbHHI1hW0AgEzL5yh8jnurF3k3/oSlF6olh9jhsF2KNHrrgzDDH3z9mnfq3Is1fU/KVPVwWyk8rHFoUQv95EqgzMKebAz10NjbESTfWNv8mxmiN4EZ1+nZox0QGczuCKpvJyx1N0yUSCiAzsc+EbXUe5WwZ5hE3QDTtE3hR9rU9sksU2/z4Cgrl87k/qbr/tdYtuFdD/wW1XeBVEVjgC1Ot+8OHgAb7LCiiUV3un0EED1+cT+opKxUsgOMnV/txHFh4viGn3z+8motr47W4ULA6pscV3emAl26fq5Iqm6Adjjqp10kbndAt/H4MOtesZQGLoeXSjIBHrp7bQrDuvj8OmNOu4uoAp6LkjWadkO1Xat/ZDzx10E7moFQHHNFOBNfBnrAIjO9PLxYx5O+U73Hf4K5Kb2AR+83UalNfr7m6D4drXdAFqbYVMcduqwHygF2uq23xRP1XeADd/sMO6w/mWy91tQYoKP9DYuBNqTOh50s0JALQvNC2LvYIMjdbuWWuGHmPoLcGdvOO1TWKPT2gkcrdMZZFf7b7UuS2ez2kbnBwBYGTDo6zbBSGsqfnvgQb8KT8qCIr2u2VD7vk2HbXFwR9HdhReON5iw5msYpB6RzGkOOEZ3tKvrwInajgDXZ6s+e4YqBxdmwBhb6njRKow+7MJmfQwtCau/Lqh05CX7ackXldA1yk6n2se3kZ88Zg/wfgGbLPiOUHF9uIhiTS7PpZp1lFCl+7iPWgIEaacPauNqVvBsdi8AzvZ/zZfOw/hKF6uSHQSMIIGAejv7xc52lKz+AcqzVITuNWrfA7DDl47DKKFcr5vPOoqI6B0gFxgQ+ZxPbH10HaIEdJlOpZwlHE456tLWAEH1iarl8ViUk+2H84leviO0g2hI7Wt3VAM/2PHr/rDFUsQ6iqiiGoBR7OBLurONHQB00ft/mQ77qCWqy5ioa1TvKtEwxKMQj6XCF3bpRb+PvgfAPyhOlSUHgOIdlazJ7wxArS/OMZ4NeL1e3G59QDxIEmOHH16qwJ11cPM+VPnqfLQ5rahZtsevwSHzuEshhBBCCCHEjycDeyGEEEIIIVoAGdgLIYQQQgjRAhwSL6gSQgghhGipjIiBEZFbGgFphwNMztgLIYQQQoiDqn///vTs2bPJpx6KH0fO2DchFAoRCoWSYZ/P14ylEUIIIYRoOZYvXy5PxTkA5Ix9E2bOnInH40l+2rdv39xFEkIIIYQQokkysG/C9OnT8Xq9yc/mzZubu0hCCCGEEEI0SS7FaYLdbsdutzd3MYQQQgjxC2fEwIjuPd6vgRHbexzx48kZeyGEEEIIIVoAGdgLIYQQQgjRAsjAXgghhBBCiBZABvZCCCGEEEK0AHLzrBBCCCHEgRQx1EdIOxxgJsMwpIX3gc/nw+PxcOX3YM+GuL6r+8zC3gAspoxANAiAzWLlGFMfRtcsAeDt7CFsoYIqqgGIECVqRMk15QAQIEjAUOuGwkHisRhxffd8Ih+rfkDPMc5+jNuwAr7KVjOOqwE7lBeozVh8uhUuzlDL7g2CwwQjHSrc04AlBrSxqHDXGDijYIursDsONl1hC+r3HB2VGOAHPDp8Rwb0zYCOkVQjJdJxRsFSr1tlAg5glw7bgVozuOKpcCLfCHCVGS7LVGFPGLIjqa+gTiAbdjpVQarIIVrv+6kPF7m6nbvWbAQ/+AqzksuKqyphm0lFzjfw5WdRST4AUaxE9vBdN4CjwTwrakPZiGIj9ciDHhvW89lfawHYvDmD07ZnwEW6TkUWyDGl2ivxNzFti8PdesN/FYeZ2dClTrePGbwZYI+l2sdjqO0D4IE12Z1VGfzrVXsm2nb3JxFE6n12FwG22cGhV2oVVf1hqmq7+etjTFr1/2Dk7Wp5N6vqDwA5ZlW/Cl2vNRHoYYPEqyASddy93qD6jdkAm+4/id8UE1HNuj66Tv58O05vKNVPzfXqk/ibWJaY59Xb/1sXq3/no+eOLipcuh666XilVnjsesjU9Rum5/XQGZdYITue6ufVFrioRk3v/AB6DkvV951W0H4X5OlwO5PaL7fqSvmADYBPHQPe7mRn9Pcf6sjrCVnOxR57TYdnAblA/+RyGAulp6lgEdBb9+EiC7Qyq7IC5EbV9ky09Rd2VY7EPpwdUW0P8INThRNxdzigjT+1z4Labx2p6Z0OtU/W4CKAg3ZUAFBGMV1iZdj0QW2LrQgfLny4dHwrPmoJoOofIJiczsZFCcVsYwcA5VSQSw6XlG8EYHHxAL6rd2wNRIOUWIuTRSyLlhP2qxcN3rHBCq4oX3Y+DIA1WNlCBdUhtW6wJkZUv5PwknadWYOLz/xf6GUQ9pNcHg1DOAZh3bcyYlCjj9G1DugchkrdVDuzoKbeoeO2wgEMYRX3hlQdz7GXANCjZj0AT2cfxtrQOgD81apM0bBaNx6FLt3z6IJaZ5lvBWYrHOHsBUAV1WzctUWVY2eqvAAZTrBmgEP/6wgH4LrCPJag2uvz0Cpqd6j93ZEN7d3tWF+p0vLvAn8gVd+QFcJWyA6mwrW6jiGLWtbGm6p/z0Aq341eKMtTcQC+2pBB2dGtWaL7Q5lRjndnXbLdoyGVN6g2DlshTx8O89uqOFV+FXZbYGgvtX1zyaFc942gz2CGx4fX6z3oL0RKjB22zNuK2ykvYwLw+X20O7dts2yPXwO5FEcIIYQQQogWQAb2QgghhBBCtAAysBdCCCGEEKIFkIG9EEIIIYQQLYA8FUcIIYQQ4gAyIuojpB0ONBnYNyEUChEKpR4p4PP5mrE0QgghhBBC7JlcitOEmTNn4vF4kp/27dvvfSUhhBBCCCGaiQzsmzB9+nS8Xm/ys3nz5uYukhBCCCGEEE2SS3GaYLfbsdvtzV0MIYQQQggh9okM7IUQQgghDiAjamBEjb1H/BWQdjiw5FIcIYQQQgghWgAZ2AshhBBCCNECyMBeCCGEEEKIFsBkGIZc7LQPfD4fHo+HM5aAzQUZsfTlYQuE9B0LYav6hCzpcfLq1F97FGocKg5A5zCYE+v6IRwDZ6YKH9O9M5P961nh7AXANlyUU0GAIABX1lTCZjOUZ6kVSmsg8WTOEPCYAzJNKnxsFFpFwKOXO8HnyMKHCwAbUQI4VH1xEcBBRN+G0ZUyAjiScQM4aEcFbmoB2EIRfr1uIq0jg2uT5fB5snCv1w0wDlh9I/S+XYVPzIBRGWraFQFHDGxxnVAc7ECBCpY7Cin2VkLiBRd22JntYQtFAHSJleG0HqeW/f5duCIOft247cJE8i0EbKk6VpHDke9s0cvrUhvLZqivvVEdzkTluVOXMy+Mv4OdNZYuANTgokpvkx7U0qNmPazWN1+fHIL7sqBIf4/2hCFS7zu1xQCzkZoO1us4cZNqg0QddgJF8VT7uCLQKga1pvT0QJXfDCSSMwNxUl/n47pO8XrL66sfjgJrsqFCd/yuJpXPrX4VfncVTw/sDoDDa2FCjQm66XU/hZVOg77FuoxXZEGnuKobqPrOVv2IHjYYYYcOOmwzIGQGezxV5hpbqv6QPm0xwK2ns4Ea0F0UXHp6fbYKvx6EEx2p9nJGU9vlG+A6P/g665Xn8EKPoUxYc5MKZt7OSo9BxVHqXRdZq+wM23SfWlb4R7WPfRvU6/5V9fU8HdwJfNEZ3OtVuDfQyQJt9IZaEoZc3TY5ZjgqA7rr7f9eCO68DvL0vnM04AM+12kXAaV6upsViixQmuj/JrDH4Htdx/vq1L43SPfTnBhU6zK0Dam42/SBqM6k5iX66WURVZ+LXHpdE5TpvvFaQG3HxD4d0304sZ3OD6gyX6KX981QfdoT1tspij7MgBP8TjvOpfX2nTYx+Fhvw+o4HB6GfH1AOAZCO9S0fbANzsiEI/S6cRN8FOGzjTsBqKy0MuS/dtwluq1HWmGEPoa1jcHUAPTR7dHGourj0vk4o2qf3GhT4Xtq4U5d6FHnw6DZcLduuzYB1R90M0ccFmzf1dvPO0TUvrZFhzvHKHcWAuo4CvAdJQDUYCVAkNPLv1Bxc1HrrlTljhydevPPl7budKUM93fquFbWtR0RrHT9bCsA5UflUnx1VWr796uFNmrSb7fjXBUj0lNt70pbPlXkUEUOAAHARy1RXT4/weR0gCDXVO6EtU6VWKuQKl+13v5H1WsTIOKxJNNX66f+j6j/Q8Hk/7soUSL6k8grQJCoocKRWDS5bjQcIhqCeAxCNfBQJ/B6vbjdbg6mxNhh8z+24HYe3LwPVT6/j/aXtGuW7fFrIGfshRBCCCGEaAHkqThCCCGEEAeQETUwInKBBMhTcQ40OWMvhBBCCCEOqv79+9OzZ09mzZrV3EVpUeSMvRBCCCGEOKiWL18u19gfAHLGXgghhBBCiBZAztg3IRQKEQqFkmGfz9eMpRFCCCGEEGLPZGDfhJkzZ3Lrrbc2dzGEEEII8UsXQUZcCZG9RxE/nlyK04Tp06fj9XqTn82bNzd3kYQQQgghhGiSfH9sgt1ux263N3cxhBBCCCGE2Cdyxl4IIYQQQogWQAb2QgghhBBCtAByKY4QQgghxAFkRA1546om7XBgyRl7IYQQQgghWgCTYRjy1Wkf+Hw+PB4PS7xdcLktfAVUsgNftBaAaDhEPIqeht75h/Hb4FoA3nYMoYxyqqhOpmfDSgS1QiYO8sgBYCfVlFBMO4IAbMNFgCA7d1vXR21y3UtMJ8P/zVULB4ShlS6IC3DCTocHgBpcBHAQ0T/U+HQ4qsthxUohOwA40r8WvrJDZ/0sfztEHBaqbKqcEawUT98F401qeW4IEi+Q84DfZidqSf0g5PbX4XNmAVBFDpkEKfwgoBbODsIlTjWdHwR7DOy6WzoBx24bw6zKAhAxW3GujUBMl8MTg/VZqTK1ioJNr/d3OywNwTutVPjiGjgxE2bXqHCpFc6ol9lOoHWiHFFwxCBPt20+sANIvOqg/n3WxwPfToQbFqrwIDu0DaXKGDGrtJw6rVZxiOl1E48BS5TZqfNIzPebwGOklif+PqvbL2jArrianlEMp30PF7lUOEfnadPLzQY4Y1Cg09gBtNHTWwC/BS7TBbs9CzzhVB1rbSotly7YtkzKXt4KQMnf7oGjb4fO+rzB1riqx0mZKlxihdxoKi1bHOK6ba4PEvo4Qkj3HXc7E5QC3XRfcpjghxi8oPo0fXbBsTbom6HCRbptE/WzxWGjLZVXURyW6vo/E4QTM1SbATzwDlhPU9PH74LTnZCj65AHfB2D/9N99iy7yjNLr3tqLRyt8xiSAT1s0M6Uqp/ZgJDqs7giqTKC6g+uSKrPB8zgt6aWOaNqn0h4wgbVug6/yVTpJ9KzxaFG19diqG2WWNdmQJxU2mYDfnBCdiS1bqJPZsZV30r0u4AZ8uKgq4ALfI4sqvRxy4eLI73qeLfG05lK8vHp40qAIAGCTP7DRrXup1H4l0Xtq6D6fjapfagW+Ebvw4UBKIqzM1dt723ks5McqnTUKqqJEKWYIkAdw9ZRppYZ1YTCQcJ+lc8xrXpz+lerePuIgTqtHfy2ci2vFw4A4DvKqIpWAxD2hyh1d8SN2neOopau5RuTx6JP8nvzZb1j8iX+jcnj22K6U0ItR25S7fF6hwFpaQ+39qGSWtZE1wHqf0ewBqL6WJLhhKA+JIX9YLaAK1+F/dVQWwM7dfPU2CFshZDepLX2etMOmFgGjxTqQn5n49mjupGrt9lo0zvwYSvoqfr0d7kdKaNYLVu/hLLO7Vijw5XsIEI0+b+iMrqDsD9EWO8OjmyS///81ep/YKI+8RiE63VfAFe2qgfAbX0LeQUr6yu3qPYIgVX3Bf8ulZZb16FDYSFV0Wqqt6rEgzVQ2suTTLdyizdZJrNF5R0NQbgW5gwEr9d70N90mhg7bLxvM+5MecsqgC/go+M17Ztle/wayBl7IYQQQgghWgAZ2AshhBBCCNECyMBeCCGEEEKIFqBZB/YzZ86kf//+ZGdnU1BQwPjx41m7dm1anGAwyJQpU8jLy8PlcjFhwgQqKyvT4lx55ZX069cPu91Onz59Gs3LMAzuvfdeunXrht1up127dtx+++0HqmpCCCGEEAAYEfnU/4gDp1kH9u+//z5Tpkxh2bJlvP3220QiEcaMGUNdXV0yztVXX80rr7zCc889x/vvv8/WrVs5/fTTG6R10UUXcfbZZzeZ11VXXcU///lP7r33Xr755htefvlljjnmmANSLyGEEEIIIQ62Zn2O/RtvvJEWnjt3LgUFBaxYsYJhw4bh9Xp5/PHHmT9/PiNHjgRgzpw59OjRg2XLljFwoHq6wUMPPQTA9u3b+fLLLxvks2bNGh599FFWrVrFYYcdBkBpaekeyxYKhQiFQsmwz+f78RUVQgghhBDiADukrrH3er0A5ObmArBixQoikQijRo1KxunevTsdOnRg6dKl+5zuK6+8QqdOnVi0aBGlpaWUlJRw8cUXU1VV1eQ6M2fOxOPxJD/t27f/kbUSQgghhBDiwDtkBvbxeJxp06YxZMgQDj/8cAAqKirIyMggJycnLW5hYSEVFRX7nPb333/Pxo0bee6553jyySeZO3cuK1as4IwzzmhynenTp+P1epOfzZs3/6h6CSGEEEIIcTA066U49U2ZMoVVq1bx0Ucf/expx+NxQqEQTz75JN26dQPg8ccfp1+/fqxduzZ5eU59drsdu93eYL4QQgghxH6JGhCR94ECqi3EAXNInLGfOnUqixYt4r333qO4uDg5v6ioiHA4THV1dVr8yspKioqK9jn9Nm3aYLVak4N6gB49egCwadOmn1Z4IYQQQgghDgHNOrA3DIOpU6fy4osv8u677za4obVfv37YbDbeeeed5Ly1a9eyadMmBg0atM/5DBkyhGg0yvr165Pzvv32WwA6duz4E2shhBBCCCFE82vWS3GmTJnC/Pnzeemll8jOzk5eN+/xeMjMzMTj8fC73/2Oa665htzcXNxuN1dccQWDBg1KPhEHYN26ddTW1lJRUUEgEODzzz8HoGfPnmRkZDBq1CiOOuooLrroIh544AHi8ThTpkxh9OjRaWfxhRBCCCGE+KVq1oH9o48+CsDw4cPT5s+ZM4fJkycDcP/992M2m5kwYQKhUIixY8cye/bstPgXX3wx77//fjLct29fADZs2EBJSQlms5lXXnmFK664gmHDhpGVlcWJJ57I3/72twNXOSGEEEIIIQ6iZh3YG8beb6BwOBzMmjWLWbNmNRln8eLFe02nbdu2vPDCC/tTPCGEEEIIIX4xTMa+jK4FPp8Pj8fDyM/Bmq3mdQ7Dg50tADxqy6fCVwlAkbuQAEF27VLP5Q/7IR6DaDiVXjwKsy064LdC16ia/sYGJREi2WqhrSymlr+hv4ONjoEtDrU2Fc4Pggv1AfxOOzUWFYhgpYocAjiS4ShWhns/AWCnx8M28vHr5VGsZBIEwE0tPlz4dMIBHLipZcCOLwD4Lr8jUazJdQM4KEZdSlXyZDVsiMLJumu5IuAyIFfXtwa40wYTdJ2cUYib1HT7MPgB3cbl+YUUeyvhB73cZoATSDywSDcDibYMAjv1tAvwAInXV8d0vDszAHjhpRAT1nSBsfreizc7wyA9PdkJRRZoq19SFjOpMsZ0OQCyI9BKbzcn6cy7lc0MEYsqZMDmwO2vSy+XI7VexGLBFoulJee3qQpXWdT2TGynKFZ2kkNUf0e3EmWjnu5IlAAO/kcZAMehbjhP9IdEGgmJbQxgI0oEKzaiaXEjOu0ADmxE0/pOQqKfWfW6CYm0rETZgoMtif5CMVa9fpQomcCQyKdqHW+MiMdClS0nuW79+tfgopyiZNhGNNlna7BSwo5kObr+sBHWZ0Ku3qbueKJgiqPedCegsjOc9r0KX6R3sGq9Tnvg5TA8MEKn9Rb4VBk+PCtO7/9k4g7fBMB252209oeAyTruAvBdDiTeo9EZet4OXXXfKrWCQ08H9T6UCLfRHT1gpC8fpPo0zqg6PgBYDLDHYJfeWY67GkbeDhdkpeqQHUnFd0XBr9N3xNT+o/u1z5OFNRYlYEnt75Xkk0c1AJXkkzDAVMg741/i+P8s0GW7EE5zwNG6j9SZoDiYyvfIG4ApcFo7FT7dCTP028dnZMH8OvhcJ54HXJYJDwRU+DIH/CsIiduz3pwDPS9U02fZVbt49IF3YDF0Ww999a1li+Nqe19sT29DUH3EFYGIjuuJgRMiHtU+VbYcCit3pvqLH3zFWcm2yKWaPL86/rPeAu1i6F0LPFDpyaOKHL2qg35ffQMlap//Lrtjsj8Xb6hkZ6mHGt2nv6OEo1iV3Je+pDtVQJXeDj5qCeh1h9CFYz9aTWSAqv86W0ly31BxXVRRjS+5z1vJTB7Pg2wxKgiFU8cIs8WKvzr10sZ4TP0fA/W/La4PWfGoXqbDiWrX6GNctv6XdcKRvQH41PcF4QC48tR2mLE9xEdt+gHwGeVs81cSrNH5hMCRnUo77Nd51ytHOLFMd2UXEK6FJ4aod+W43W4OpsTYYcOtG3E7Dm7ehypf0EfpLR2bZXv8GhwST8URQgghhBBC/DQysBdCCCGEEKIFkIG9EEIIIYQQLYAM7IUQQgghhGgBmvWpOEIIIYQQLV4EDMveo/0qRPYeRfx4MrBvQigUIhRKPQHA5/M1Y2mEEEIIIYTYM7kUpwkzZ87E4/EkP+3bt2/uIgkhhBBCCNEkGdg3Yfr06Xi93uRn8+bNzV0kIYQQQogWoX///vTs2XOPLyAV+08uxWmC3W7HbrfvPaIQQgghhNgvy5cvlxdUHQAysBdCCCGEOICMqIERNZq7GIcEaYcDSy7FEUIIIYQQogWQgb0QQgghhBAtgAzshRBCCCGEaAFMhmHIxU77wOfz4fF4+Ju3DZluMxGiRIkml1ux8luCAOR9EsQ3wMoWigDYSQ4BHAT08oTE+pk4OHHpF2pm1yC4oNKRB0AAh8ofFwDtqKCKnHppWIlgTcZzU0uPiRvUwklZ0KUO8uIq7ABswCdZKhw3Qbu6VIG2ZUIr/ez+VjF0kunO1n9Py4QBccjWb5rIjIPOBjtq2llvnfYWmKRn5AfBYoBZdz1HTK0D6qvm0cAJ+k0ek5wqvk0n7oyBh/QXXMSA+i/+qP911QZs0QuPPAqogt7rVfhyJxRZoK2usy0OTr1NgxZwxVJ1SqSbCMcBbwZEGvlubIvDbRHK31WRiw83wU7Ar5f3M0HfDGijy1ViUW0A0N6v6qKDadOJfM26XvXDifrXn060aRNtE7FY2GIrwprsh0FsielIEFssxhpHZwC+I4ce7CBT92E3tbi/q0N3S5WX7i8Rm4WI2UrUom7hiWAlWq+PgurXfh12EkxO24gSwUoJ5QDJ9RLrdoyVE7VYKaNYNR3lROrdKmQjmoxrJUpNsoCqfgEcyToU+nfCFw5YblIRuluhTDf2yjDkmOF/YRXONkHQYP3/VJ/tvCsEjGNl0ZsA9K0IsaydavBdvUMMOD7It/d5ABhYmQvddkGeLkhbMwQN2KL7/2ZguBkG6w22Kw5rdAcfbFd9tFp3vCl2cO6CQTqtr4HyiXD0AhU+1gY9dOcossDsGtXXAEbYVT9L7Ev2mNoPT9F9/twMGKXjuiJqX9iht9mZdar8I3Vb981Q/TYhO6LWAZWmK57a/83AoiwYro81TjXP71H1rbG48OFKbrcjPymD8/U+6QemOmCYTqsgCF9np/bZgjC4IJKtylJly0keK7u+XAX/qoXpuk7tQpCffmwtqdmC36nK4dwVwt9KTa+xdGFbvb5jxUqAIJXsUGWmlghRJpPq48VfqWXfHVHMGvLZQoXOJ0iEKHWhWgCutTtwfxHik969VF7UcgQO+r21SWX2Xgj+oPqdv52dqMXKd5QkyxzFSi7Vqq2+WM/O3llsIx+AcoqS+fqoJUCQXP3/4pL1G1nTuTPl+v9SlCjZ9faXLVTQQ9d5QPkX4ICy/HaqTpSwhQqqdL6+aC3xWJRoSO0v8RiYdXeIhuGk/AF8xjoAtu3aSTQMgwt7A/B5aBW1O2JEw8nmxWxRaQC48iAc0GnpzRzWx854TH3COm6GRU3XNPKci7BVfQCiNfBuH/B6vQf9Zs3E2OH7G8rIdsiNogA1QR+d7ixplu3xayBn7IUQQgghhGgB5Kk4QgghhBAHUCRiImI2NXcxDgmRiLTDgSRn7IUQQgghhGgBZGAvhBBCCCFECyADeyGEEEIIIVoAuca+CaFQiFAolAz7fL5mLI0QQgghhBB7JgP7JsycOZNbb721uYshhBBCiF+4cNhM2CQXSYBqC3HgSOs2Yfr06Xi93uRn8+bNzV0kIYQQQgghmiRn7Jtgt9ux2xt564UQQgghhBCHIDljL4QQQgghRAsgA3shhBBCCCFaABnYCyGEEEII0QLINfZCCCGEEAdQJGwibDI1dzEOCZGwtMOBJGfshRBCCCGEaAFMhmEYzV2IXwKfz4fH48H7jAu30wQdAxAzgTOqIngMCOrIUcANOHR4kwVaxcCpwzuBiBmq9FN32gTApZddACu/MOhbrL/RjsqAQXZoHVFhZ1R9Er+12HQ+p+vwhzdC79vV9CAr9M2AEkv6uoky2wy1vk2vawZ0VFY7wRaHfF0pO+lxbenxIzYLEbMqlLM2hN9lJ2BRDRDAQQAHUV3oCFZKKMddVadWXpQFRwfU9F+A053QKazzjYEjBq9nqvAdAbhQtwlAbhSyIyTZY7BLL/sAGGKC1botH/TD+Q7oqyvhiKm2sMV1neJg1ruDxVD1S3z1TbSL35S+PPHgpDgQSxWDOBDRcXfZ4eU4vK/rdFyG2q4ltbrxTKo/ADhjKs1E33GCz5lFfdZYFGdEvzzNCxRdDkNnq/BUF7TX29cZVe1h13VK9JUEs56nq5/cpkDEYiFgcxDZ7Ue9gE7ARjQ5DZCZ7PyNhyNYk9t/dwEcWIkmw25qU31jXiYrZ/rp69ZtOckObSxQpDeIA7Ud07Zbor5xiJtS4UQb+3U5vorDZ2Go1g2wxYBEV+puVvkE9boOE+SYYaXehl8asKE/0EqF895S+zyAP1kxxbcKeCZZv9X5t9GzzgRH6xmdLCovh65jqRWKzKk6WIxUHzUb6fW1xdV+nOiH9bfxE5nQ3ZraP+wxaBVJHYdsgAUiTtWWPpsruU2L11eq5ffrfaXIAs8HWV2m8u2542XodhqM1G25IZraJpOckBuC7zNUeGUYxpmhle6zTgP+kwl/1AWd4IXTncz/q08X08SELbotjgbGOKCHLkfQUO1UqLeDJwwuI1Xn7xzquAzwSAieLYWj16vwp1vVduj5RxXOA5a2guhNAHx24WX0elI1pD3HpvJ+c4zeJnr7Jo5/R1thhANa6+2QHYFWukwuUn0AIBeww06HR2U73gcnZcIAHb8gCk7wu1TeziND8IRuu6IwZAM1Oi0L6jizS7d1SYyd2Z7UdjNdDCP18f8WJ7TxQ2a9dW0Q8ah1q2w5BHCwkxxA7Yc1eh8toJZ+3q9Z7Bmg4ur9uUAv30aUjkTZqMMBghxHNQBlFFNMBd9RAqhjwTaiVLIDACtWAgSZjDr+ZUaC2JbaYbY+ZlzihE762Kj7sy8/S5cjh0ry8el/mKPLl0AulDsLAagkP9kW6n9OlABB/L4Y53lW4fV6cbsTO+rBkRg7fHZZOS77wc37UFUb8nHU/xU3y/b4NZAz9kIIIYQQQrQAMrAXQgghhBCiBZCbZ4UQQgghDqBwRG6eTQhHpB0OJDljL4QQQgghRAsgA3shhBBCCCFaALkUpwmhUIhQKJQM+3y+ZiyNEEIIIYQQeyZn7Jswc+ZMPB5P8tO+ffvmLpIQQgghhBBNkoF9E6ZPn47X601+Nm/e3NxFEkIIIYQQoklyKU4T7HY7drt97xGFEEIIIfYgHDYRRp4GA6otxIEjZ+yFEEIIIYRoAWRgL4QQQgghRAsgA3shhBBCCCFaABnYCyGEEEII0QKYDMMwmrsQvwQ+nw+Px4N3ELitgA84xwFH6/uP84PgjqppJ+AA9L23PkcWAO6qOjXjvy44+zUYOkyFO1mgjUVN97ClZ9wesMXBqdNeZ4eiemF7DByxVHwzqa9rNsCyh7CejlgsydUjZlWfqMVKAAeZBAEI4CA7VkuNxaXqhItovXuv/TgopgKATIJkRoLYvtDpBi3wQhQG6Qa5o1a13SBdEFckVR+LAT84IaKXmQ3Vtra4jmuk6pLgA/6VoaYnxqFIp1ULhMzg1+V8PA6/tUFuKFFZ9YnpG3kuCsFDrlS7xk1Qrevwr1q42Qr5EZ12vfVAbYNEu9p1+Rz1ymiGndkeAPJqvKpswcS6gM4WCxDRH3QcW736fpoNLwbgDJ14ot0SZfkM6KOnW4VUuap0u3vCkG+k8o0DrcDvVMtt8Si2mlhqmRPw67g28LvsOBPvdohAxGnB9pWudEEEsuvVPwIRh2q7Sls+NqJEdH9xU0sVOWRTq9rD64Vj1Kq+MgP3CFNqP9gQhZfOTrVj6QLY3Ao8u1TY2wqiY8G9QIWLgSId90ib6nOOetupdUT1KVDb1xlN9S1bPH1fsQGJXcuBWpbYVW6wwqIoHK9nDLZDiSWVDkCNTiw7rvpccp/VaX2mG+y0pVB4OPTRaQ+yw5u6nQfYVFsk0n49qOqTOF68FEjVE6C1ASN76oQuh24XprZhL512Yt2FfvgWOMacqkN3va94wqq8Tt0AuzKgVTjVT22As96xbUMd/Fv3yTOCkE+qn611qmNAol0S+1+ebg+fGdrF8btUHWosLgqrdqpFuVl8RwlV5Khl1BIgiD95XAoSIEhdSPWlaChGOKCSPaywI04c/Lb/WjXj/2XD4BrK8tsBsIZiqqgmgipHJg5OpAyAVyimkh0EDJVPTXUdYT9Ew+h81PS3apfm20IoUUUmIwqLc+HmDNXOm1bH+LYAtuq4/3ANYXSnJUTWquWLbQNxU0uZLseRBOkYKwfgaUsRW6IVlFiLAfg+VEbtjtTxfnK7w3jFKGf7ZvW/pVOHQq6srARgRWEv+q3/mo869wNgHdUcgYNteiNWUc1RRFms27IyugN/tdo2wRpVx4REvXfq7nFnz44spJotG7xqO1VDje6CtY7UNMDH32axZkQRH+n6VVHN9UEvzzp6AVBGOTV+L369S4cDqbzjMXWovPTIAQAMP+ETWAgrnGrdLTgYF1zBCp3WRqz49HHldCr4jhIK2UGNL05Pz3a8Xi9ut5uDKTF2eOesH8jKOLh5H6rqwj6O/3ebZtkevwZyxl4IIYQQQogWQAb2QgghhBBCtADNOrCfOXMm/fv3Jzs7m4KCAsaPH8/atWvT4gSDQaZMmUJeXh4ul4sJEyZQqX9qTLjyyivp168fdrudPn36NMhn8eLFnHbaabRp04asrCz69OnD008/fSCrJoQQQgghxEHVrAP7999/nylTprBs2TLefvttIpEIY8aMoa6uLhnn6quv5pVXXuG5557j/fffZ+vWrZx++ukN0rrooos4++yzG8wH+PjjjznyyCN54YUX+PLLL7nwwgs5//zzWbRo0QGrmxBCCCGEEAdTs7559o033kgLz507l4KCAlasWMGwYcPwer08/vjjzJ8/n5EjRwIwZ84cevTowbJlyxg4cCAADz30EADbt2/nyy+/bJDPn//857TwVVddxVtvvcXChQs55ZRTDkTVhBBCCCEACEfM2OTqZ0C1hThwDqnW9XrVHfa5ubkArFixgkgkwqhRo5JxunfvTocOHVi6dOlPziuRT2NCoRA+ny/tI4QQQgghxKHqkBnYx+Nxpk2bxpAhQzj88MMBqKioICMjg5ycnLS4hYWFVFRU/Oi8/v3vf7N8+XIuvPDCJuPMnDkTj8eT/LRv3/5H5yeEEEIIIcSBdsgM7KdMmcKqVatYsGDBAc3nvffe48ILL+Qf//gHvXr1ajLe9OnT8Xq9yc/mzZsPaLmEEEIIIX4t+vfvT8+ePZk1a1ZzF6VFadZr7BOmTp3KokWL+OCDDyguLk7OLyoqIhwOU11dnXbWvrKykqKiokZS2rP333+fU089lfvvv5/zzz9/j3Htdjt2u32PcYQQQgghxP5bvny5vKDqAGjWM/aGYTB16lRefPFF3n33XUpLS9OW9+vXD5vNxjvvvJOct3btWjZt2sSgQYP2K6/Fixdz8sknc9ddd3HppZf+LOUXQgghhBDiUNGsZ+ynTJnC/Pnzeemll8jOzk5eN+/xeMjMzMTj8fC73/2Oa665htzcXNxuN1dccQWDBg1KPhEHYN26ddTW1lJRUUEgEODzzz8HoGfPnmRkZPDee+9xyimncNVVVzFhwoRkPhkZGXu8gVYIIYQQ4qcKh03YDFNzF+OQEI5IOxxIzTqwf/TRRwEYPnx42vw5c+YwefJkAO6//37MZjMTJkwgFAoxduxYZs+enRb/4osv5v3330+G+/btC8CGDRsoKSnhiSeewO/3M3PmTGbOnJmMd9xxx7F48eKfv2JCCCGEEEIcZM06sDcMY69xHA4Hs2bN2uPNFXsbnM+dO5e5c+fuZ+mEEEIIIYT45ThknoojhBBCCCGE+PFMxr6cNhf4fD48Hg9eZuMmE8ZeCJOyoEQ3X8wEU+vU9DArOExwin6qjisC2RHIjKuwDWgfJGSxAGCPdYeh69WyIRnQw5bKOGhAd8Cs8/neDK8F4L86rd7AsN2e3tM3Q/3NjoMjBkGVD+fUQR/gpMxU3I9DKg+AQXYo1T/i5JjAFlcfAIsBZwUhcQP7GJvKp50pVf+lYTVdalXtksjXEVNtUD+tQXHwrdL5Hg4DbKmytzOl6uuMqvWdURX2ZoDfygu/V209YZsJRplTbdbGAkU63yxD5WmP6XbX9XHosB311VZHJ5LejESAWt0eC3Qeifq6IqmyQfpXZFu9D4B/t3AQ8NTLL1JvGYCj3rQZCKWnH3FYqC9iTv/hzRaPps1PhBPzohY1P5CWkZJJEABrLErUYsUaU+s6vSH4PgNKwun1rF/OBIsKR3T/TpQjkW+Cz10LQHHNXOim3ylRitp+b+h2rewPRy+HXrrOPWyQaYJdqi9tvztIa/+H0G2YWl4IdKoXt9Sq+jKo7WWLq/6nGkb128RbEOMmFQbwW6HagMmqjBQBR5pS+0oF8MXf8M1TN+JXrYxh/btH1+dl4BooVft0+Q6D4ppzoFA9yvftLIPR338IecMSjQ4VrSCq7vdZ1m4dkSEBVcQMg84LnbT2d1Fxu62HPFK/tX54I7Acit9KtV9bXZ9Sq66/Dif26UT9T/fzXK8IvVarxHrWmSDQWSd8k0q3dHYq3W7W1LFloZ/nAhHO/GCGjr+e7c5nAGhdbIIeptQ+mWOGo62pfdgW1/uPLsemTFhdr23vCUA/vR36ZqhP25AKe8Lwg1OtD1AQASepfeaPVniso5ruvR5KTKlj2il2tX5iezuj4ErtG9iAVnraD7yZBaP1Md0FfqedKksOADW4yCRILtUAfEl3akjsV0GycSWXbcRKGeX4oqovhf0h4jGI6y7eM78zJeSzxFDHw0CgjgJnIQDb/JX4d0FYdQeiuhkS64Zj4MiAfr1UnTf6N3LbIpda2L+Wj0r7sYYdAGyJVjBjYwhO0nX8hxP6+vkuW627hSKq9P5/QuwblliOZgvqfrQIUUYT5RNU/cf971PqXguQ/5y+R+36LDhcHxtaRcADfo/6v+RcFYM+l8JQ3ZcqgdMzYJzeDvlBcNVre1DHPNXQ7Cz2UKXzTRyzCnWdEuGSr/R7bZyxVDqJY+428NWA53D1YsqD/RSWxNjhpZO3kWWTJ8AA1EV8nPZqQbNsj1+DQ+Jxl0IIIYQQLVUkbCIsN88CEJGbZw8ouRRHCCGEEEKIFkAG9kIIIYQQQrQAMrAXQgghhBCiBZCBvRBCCCGEEC2A3DzbhFAoRCgUSoZ9Pl8zlkYIIYQQQog9k4F9E2bOnMmtt97a3MUQQgghxC9cOGLCKk/FASAclXY4kORSnCZMnz4dr9eb/GzevLm5iySEEEIIIUST5Ix9E+x2O3a7fe8RhRBCCCGEOATIGXshhBBCCCFaABnYCyGEEEII0QLIpThCCCGEEAeQ3DybIjfPHlhyxl4IIYQQQogWwGQYhtHchfgl8Pl8eDweZntLyXSbmVy1nki2hTW2LgBEsNLvk3UqcsQMXQPg1ys7IJJvwRaJqXAlkA++7CyVNi6i+seTCFZ8uLARBaCQHRR6d8Jl+jvY1jjc5oT8oArb4uC3giuq8zaBN0NN54ag/v2/dsAC2HTYrKYjFosuduoHnKjFivujOJwcUDMezoKuMXBFdJ1iMBQYrss1KQtyo6ll9hhY6nWtXv1g2udqek0EethgkCrcsmtqGLjlHLXs6AWQB5TqsuSY1bRDf8MvMkN2RLVxov72GDh13k4DEq8fCFr0cl0OCxAh/eusBbjSlMprklOno9OLm1JhW1x9Emzx1G9e8XrtGtHT5t3CNtLVSyoZ1wK4SOs7ZM1hUdfJAJziM6k2vyxTL4+B2UiVyxZX8xJp1s/TRqoPAMT0vETY3LAvRC2pfhnFSkRXOIoVq+6jAJkEyavxqsCnWaociT5qN1Q+ifruXq44sEs3QNCi27pe3/FbYJfuyJf4Vf/Q3ZANwM7+wOV6xm3QbT0AWyfsou3MTMhzpNLqDXTTG21+FHxjKM9+E4DimvuAsQD4MnrhDs+FwgtV3CLgi4mpdPIWQGm9OvSyqD4N6m92HJ7Q9X+iBArXqzQA3EAnS6qPl1qhPenbMNG//VaoNlL9P2hAdRxK9EazGLBFzwMossC/atV0BBhmT5WrtZHqL5DaT106bKvXrnHAAxFnonNAlS0HHy7VPvpvTTKc6gsBghxJkAJ2ALBFV/zI9WtVhEdssCEKdyT26TjsAspUWrTxp9rCDWTDTqdHNfsOL9ihPLtQ5+VIy2O4/xP4b7Zad2UYzg+B3qXLuxoUH26CGXq5J6zaIE+XPRd8TnVMriSfAA4qyQdU/z726i/hj6qBfMVZbKEIv84/0Q6gjtlWopRRDMAAPsf9dwNm6536CSsURVP7g0vVJ5FXv39vhKFqG/raZCXLAnDkR5vUftVBbbNKZx7lFFFFTiqv9xIFCRDpamKLTbXNTnKowUUmwWTbVVKLj9rkdqsx1PRZpny6flUObdSxpCy/HQEcye1eiZUqqpPr1hi1hMIq3WgoRjgAcd2s9acBMpzQpoOHAXQH4DPWscO3E6td9bUsu4sedEmW6eyvvqH8CNU2X1FCJTuoolq1T7SWeCzKpXa1/H8UUUY5ABGiXF/uhQD4asFzFHi9XtxuNwdTYuwwd8hOnNaDm/ehyh/1MXlJXrNsj18DOWMvhBBCCCFECyADeyGEEEIIIVoAuXlWCCGEEOIACofNWONyLhUgHJV2OJCkdYUQQgghhGgBZGAvhBBCCCFECyCX4jQhFAoRCoWSYZ/P14ylEUIIIYQQYs/kjH0TZs6cicfjSX7at2/f3EUSQgghhBCiSTKwb8L06dPxer3Jz+bNm5u7SEIIIYQQQjRJLsVpgt1ux2637z2iEEIIIcQeRCMmIokXHv7KRWPSDgeSnLEXQgghhBCiBZCBvRBCCCGEEC2ADOyFEEIIIYRoAWRgL4QQQgghRAsgN88KIYQQQhxAGWETdovcNAoQk5tnDyiTYRhGcxfil8Dn8+HxePC+k4E7S3fK/BC0U5PljkK2UARAJVYKieLDBcA2duAnSJQoABGi1Bi1HGHqDsBwvuET+gBQRTVRolj1d66z/V9T7iykknwAnATpYQIe3KoyzjHDfXXwG/0En0EZ4FT54IyCLQ6OmApbAVu9SsUBr6Xx5RYgCLrIsCYbWkfAFVFhVwycu8VP/P4TB34wwVsOFR4cU+Uw667miEF5FiSeINopDha9zG+FgoBKHyAbqAFO0HErgElW6Juh0zLBawF4dpQKX/AO9NCF6lG/skB1XMVdHFfhKHCdIxXvtKVQeLiaHmiCSVmQo7e1La7aM9FWzijY69Xflj4dsVkI2FT9AziIYCWqt2lkt+/TNqJkEgTASpS8Gq9qT1Sb+m2ppzNFLWpda0xtmIDFkUw3kXZ0t/SteiMm8knkr3pZlLw/1KmIX0fhFtVnaRXS/Udvl5AZXPH0/gMQq1f/eL15EeA3OnxiBozKAHss1ZaOWKo/eDNg6Gw1XXwhnGGDt3Q/+7YV9N8Fx+nt3cOmtuMG3THfisDqznD0ehU+1gZFuvGOtqbyA4iZ4K461YcAvugPXA6FF6pwN1L9fWln3u60jtHfd1Hh0vWwYSIcvUCFe1mg1AqtdKfPMUM73VfMRqo/J0Tq/Thqi6uyJOb9qw4G2+Fj/UK8TXEYoBt6VxyOyoCj9LpVVri5Bi7KVOEjzKotE/8o/xmGzbqdff+fvXuPj6su8P//msvJTCaTmTRNm/Se0gK9IKWUUiqKgFioiCCsuOJyE/0qFkHqKnRFBS9b8Lq/XQuuuy6w3xVRVoQVkTuCYJG2tFiglLYQeqFNSdLMSTLXMzO/Pz6fOTMpBPi6tinh/Xw8zmPOZz6f87mfkzMnZ84Aq5+BOXZOn+CY/aZSz2LA7OOnbzThE8fDcXauza2DZm/wsSRUBlssUWCrA++x45S5EY6y/fg3UdP3tdtW9hcwr1Gqx4td9r2kDd/ZAHNsXyQ8sy/stuPfljfhd9m0P2iAg2va35wz8xRgTxjGVgbU+jtgkp0fvy7CR0Kwy/bXvVngvWb9/KdMPz5tt5sF/E09zLBz6vI+uKIBKj9vUjnWAuRCcF0OLouZcEsWYkVYY/et6Xbfek+52ob2stnnwKT9Uc2ONjUMGZv24awpN5k34caC6Ttb1KDjUJHqPonp4+5o8jXHodZCFwAZJ8oGzHxvppcemujBHMNc+smQxbHbuPRz8c4d/hhuap1CBxMB8zeskh4gQ5aMl6VUrI6Flyvi5Svr5jVYc9iKNprXfLoaD1AXg3Rv9T0vD8EQTJrVAED3KwOke03cnNkTuHj1q2w/ahR9bolZyVdJpVIkEgn2p8q5w7/PShEL7d+yD1TposunnksOy3i8E+hWHBERERGREUAn9iIiIiIiI4BO7EVERERERgCd2IuIiIiIjAB6Ko6IiIjIPlTnQZ0eVQKAV3zzNPKX04n9EHK5HLlc9ev4rusOY21ERERERN6YbsUZwvLly0kmk/4yadKkN99IRERERGSY6MR+CMuWLSOVSvnLtm3b3nwjEREREZFholtxhhCJRIhEIm+eUERERETkAKATexEREZF9KFKs/vjyO11RX57dp3QrjoiIiIjICKATexERERGREUAn9iIiIiIiI0CgXC7rJxPeAtd1SSaTXPgE1MUhm4d8CPqiJn6qAxdPnQbAzL4tdDaO5s/MAKCHXk4rbsYpeQB0Oi10MJHdmHA3vWTI+mVdur2T9DhzN9760AwWbH0a/s5G/iQA48rwbhv2gB83QGvGhOtLELNxjeDGGshgKukS5+C/3QbnNJj46QOQKIFT09CQfc0CJeBoGz4I+EIcJpk6k8yDU4JiwIQ/WTONrmyEppqb6N73JCw8DE62dxjOrYNmz2xfUVl3SmYJ2fyCDK5f0Nax9h69KNWPqIWaNuz9sbUEpMEOC/xTzKzHbJsiRSgFasoq19SrbOpRrMkrCLwYN+GTXuBXM8cBcNaGm4Drq/kctQqmBU27AcaFoCkIDeVqmyt1iBdM2yvfftm7LZVya7oOh2ofpWvWg7Y/SjVhpyYcsfG1+dTmW6iJPwt4AfgHO+FnOqbf9x43MPV3SqY/K+HaOl/vmPaPs42LBuD8WQBsGfUk0yYHoM2mnVsHU8PQbtNWdpPGmrKCZfi6nf+n10ObTTumDNG9buYsBKtzNrbXHPx4gdwW0+BIgwMJoNvGZaYBn6vJaD73H/ReFmw3ofunwQe2mPVEqRlG7wFbJdzP8WpsBa/a/XKiC4n8HwC7AfcCq2CODbdRbUNvCe78Dxh9oQnPAQ53TJ8BZMtmLCrpm4rVNkWKpv1+GDPGlbkUYvDcqd1fNoWgpTg4Lg002m6MhXDSRdJxs0/vDrXQTRMAM4ubiaVzdDaOBqCHJsbShWcndevqPtP3bbZeaaAFeNJ20Kw0HS0TAGiml8R9QZjRZ+JGQSEawnXMflc5tlXybqSf0VtTftp0LEKs8nskO20fJE2wo3EC22nzj8MTgKfoAqDT6yLdm8Ozm3p5CNdB1lajVIRJsxr4ysY0APfPeDd/yD0BgNtZZPbkKXzM5pX4SRk+82F44C6z8Umt/O6DzzLlSdN3s+YFzBhWjg8HlaDZFjz7bJhzK+4Gc6ww8+ZCOP1FU+76Eh948VnzHkBiFSy0Y9YUhFdKcKrdZ48OmfkQqdknxhXgP238ccAoW65ThrFUx78EHbEJFGw/u8T9vgfYjUenba9LPxkvS6no+fFerkg4EvLXFyUW0Eg/APeUO8jls5wbmWiKxvPzfgyPHd4usn05fxxMHtUmlIqvvz5n+hR66GUg10/OLfOdsSVSqRSJRIL9qXLu8ItpKWKh/Vv2gSpddPnYluSwjMc7ga7Yi4iIiIiMAHoqjoiIiMg+VFeEiO6PAMArvXka+csN6xX75cuXM3/+fBobGxk7dixnnHEGGzduHJQmm82yZMkSRo8eTTwe56yzzqKzs3NQmq1bt3LqqacSi8UYO3YsX/rSl/A8b1Can/3sZ8yZM4dYLMa4ceP45Cc/SXd3NyIiIiIiI8Gwntg/8sgjLFmyhCeeeIL777+fQqHAokWLGBgY8NNcfvnl/OY3v+G2227jkUce4ZVXXuHMM8/044vFIqeeeir5fJ4//vGP3Hzzzdx000187Wtf89M8/vjjnHfeeVx00UU8++yz3HbbbTz55JN8+tOf3q/tFRERERHZV4b1Vpx77rlnUPimm25i7NixrFmzhuOOO45UKsVPf/pTbrnlFk488UQAbrzxRmbOnMkTTzzBMcccw3333cdzzz3HAw88QGtrK0cccQTf/OY3ueKKK7j66qupq6tj5cqVtLe3c+mllwIwdepUPvOZz3Ddddft9zaLiIiIiOwLB9SXZ1Mp8zSD5uZmANasWUOhUOCkk07y08yYMYPJkyezcuVKAFauXMm73vUuWltb/TQnn3wyruvy7LPPArBw4UK2bdvG3XffTblcprOzk//+7//mgx/84JB1yeVyuK47aBEREREROVAdMF+eLZVKfOELX+DYY4/lsMMOA2DXrl3U1dXR1NQ0KG1rayu7du3y09Se1FfiK3EAxx57LD/72c/42Mc+RjabxfM8TjvtNFasWDFkfZYvX84111zz12qeiIiIvENF9OVZn748u28dMFfslyxZwjPPPMOtt976V8/7ueee47LLLuNrX/saa9as4Z577qGjo4PPfvazQ26zbNkyUqmUv2zbtu2vXi8RERERkb+WA+KK/SWXXMJdd93Fo48+ysSJE/3329rayOfz9Pb2Drpq39nZSVtbm5/mySefHJRf5ak5lTTLly/n2GOP5Utf+hIAhx9+OA0NDbz3ve/lW9/6FuPGjXtNnSKRCJFI5K/aThERERGRfWVYr9iXy2UuueQSfv3rX/PQQw8xderUQfHz5s3DcRwefPBB/72NGzeydetWFi40P6+3cOFC1q9fz+7du/00999/P4lEglmzzK9ZptNpgsHBTQ2FQn4dRERERETe7ob1xH7JkiX813/9F7fccguNjY3s2rWLXbt2kcmY32JPJpNcdNFFLF26lIcffpg1a9Zw4YUXsnDhQo455hgAFi1axKxZszj33HN5+umnuffee7nqqqtYsmSJf8X9tNNO4/bbb+eGG27gxRdf5PHHH+fSSy/l6KOPZvz48cPWfhEREZF3ovnz5zNr1qw3/L6j/L8b1ltxbrjhBgCOP/74Qe/feOONXHDBBQD88Ic/JBgMctZZZ5HL5Tj55JO5/vrr/bShUIi77rqLiy++mIULF9LQ0MD555/PN77xDT/NBRdcQF9fHz/60Y/44he/SFNTEyeeeKIedykiIiL7nL48W1X58uyqVatIJBLDW5kRaFhP7N/KbTDRaJQVK1a84Se6KVOmcPfdd79hPp///Of5/Oc///9cRxERERGRt4NAWTeZvyWu65JMJkl9PEiiLgCXB2CsB883mAStGRhlP4bGgAi4URPXQxPt6R2wxdzXj1OCZBkq3811gJ/HzHq2DJe9l1dj9wIwZlbAxBcqFQHqgRMcALbcnGddG5y1O2DiD6mpdAKYWwczTVraghAtQtAOeagM28Iw2qaPeVCwd2ftCsJ/9Ffz+mA9fDEKp/aa8MKIybepWG1TJV+n9NpywkCopm4fgFe3m/gxcwKwwNZxbh00BaGxVM2r9jXmmfyyNrPtUVOHYqBaVqSmTk7JvFcJ/64e7ja3enFmDKIB2GnTHxWubvtgydalWK1zRwAm2fW+INv/zmVi38n2jT3QusqsHhMw/eNv55m8KuXMdGB8sdrXte2LFgeHg2Xbjr1209rvdTs16yGqN9g5ZqnMw3DRwwsN/ixfIIxnP98XCOPgmbR4OHiEiyacCUXxCJMhOih+77yqVfJoLJr5UymzNr42r8orQD3ZQXk3F3opBMPEdudMgvHz4ahVcFKdCc90YEKgOm7RIvTZDjnxC9D6bUjWVPKFLG6d6bxENGD2l3ob1xyATbafuzH7xcF2Xs2tg6lhsw/B4HkFZiwr870vCLuK8JnKl/p7gC3AxwHIhUJsT4Rx7Rg+114kHi9x+gM/M2+MvrB6ycVj8OWXScC0oKkL2DqFoMGWHamZr7mQ2S+yNtxUhGTe7EOVOp9TMm0F+FI9zK45RjmlatqYZ+Zc7TELILdXuLIehELU5OX0FSEKPG3H+dAsbnMDPTQBZvxr5149WeptpV3iZIjiErfdEaaerD+XEvSzgTAZm/5IwvyeXgC6cl2UikXy6WrV8mnw8ma95EGpCHX20FsqwuzpE2y5/XR3pfhO5bj7YeA9DvzTf9s3VsC9K2Gi/ZX0USVsFelsHE1rXze81yZ9+k44/QxYaifa2Iw5/tty3WQDBcKM7jK/4+K2NNBJi9/+3cTpsW1KkyVjF4BWWmimyY8H6KQLgIFcP16uyKLEAgA2sJ0d6R14dsyijRFawy0kbMU3pDeS7av2jZeH+Ohq3wRDkM/U9GPOvF+Rtf3aF4H+qJl+AH1RaBkYHF7YB4umz7P12syxTOe/nl3j53XNbFNwBxP5nfc8bqepdD5jyq78ZcqFTVl9NcfDnN012rvh8lnzeIrtZN0SVyRfJZVK7fcrxJVzhwfHp2gI6uo0wEDJ5f2vJIdlPN4JDpjHXYqIiIiIyF9OJ/YiIiIiIiOATuxFREREREaAA+IHqkRERERGqjoPIrqUCkChNNw1GNk0zURERERERgBdsR9CLpcjl8v5Ydd1h7E2IiIiIiJvTFfsh7B8+XKSyaS/TJo06c03EhEREREZJjqxH8KyZctIpVL+sm3btuGukoiIiIjIkHQrzhAikQiRSOTNE4qIiIi8gUgRIvo5UEBfnt3XdMVeRERERGQE0Im9iIiIiMgIoBN7EREREZERQCf2IiIiIiIjgE7sRURERERGgEC5XNb3tN8C13VJJpPckzqChkSIHqCPflz6AciQJVPOAvCVowdg9ffh/C+bjc+JQXMOYp4JFwNwZIK7pvYA8O7Ppmj+4q+rhc26EN5lP3PNrYP7svCCCa71yszdtRM43aZdBW2AY7d9CUjZ9e5RsHAPzLYPP2oLwagg/FPGhI8LwbgQXPspEz7qepgdMutTwybtHvv19av/EZgPhxxnwjMDJk2bTZ8tQ69NuzAC0QBEbT2iRdPm6wZM+N5XYOp4OMTGz3RMXpU6NgXMNgBOySzB8uCwY8NBoPYb9iWqz3qK1vRLJW2oJlwAPgycbJ9+9J6axFf2w5fiph0AzR40FiBVZ8JjM6YOlU2KNfmGbFmT5pvwyatY+3SZubuuMuHT/xHGhbjxSfMDaB96PsiYsi0n8xVo/TYcZPM6JDS4f6IBaCibPgAo2HlSmVuRInzHVmZ9ie3bykz0bN4fDsK7IzAjXO3LUsBsA6bPa/u5FICb7LZnhc0crsSHyqaNlUsDTk3fOnv1ddG+Z/uqEApRCFYfyOWFwhTsoHmEae3rhn+0/Ty3Dj7XD91Z2x9RWFJfnafJvGl7pT+KgcFzIxcw7aiIlKrzpRCEbKg6ppcMVMfz41G48gyYeqsJHx4wc3yXjV9cZ/adyvyIBmBt3qw3BU14nK1je9n0cWjvOWwrsrLB7DsbCiZ8QhTG2zFpLAx+nIaDmbd/aKi26eDi4GNLo80nYpfacbgiBDd/x4RnfRFGA3ZTtsHvDjf9PH9+mpZrXsE/zkzdAhOBebaDZjqmnW22DTGvOo/2RMy4VPywDC8WYbydLGfGTPu+bI9DCxz4p5eBVSZ81OnVfXFhxJRRyS/umTbFbN45YE8QJth69OEfd9KjIvSMyrKuzYQ/tGk6HLIF6u22bZjx/Ljd4OhQtZzGgklXOYbFwI014BIHYOLT3Tx3UoFZf2Pr+fE6GGV/0HBU0YxRZZ6NxYzbSjtm1w3ANRFosemDQDPQNM22eYvZ7wE+VQfpmofXxTy779n5MDlnxtUO+faprdRjxnB0KkVHcgJhf4BhPe0UasIenv837ILnXqqWc1CJzuhoOmkBoEAYj7CfVzvb2UEbGdtBnYTps/m49JMgznQb5xLHwcO12/bQi0s/n7D1fJzp9NBLxobriZKw/VzA89MDOIRxvX6cULVPcvkswZqwlzf9mk+Dl4MfhMHtg+TBkEqlSCQS7E+Vc4d1TSkaA/u37ANVX9nliN7ksIzHO4Gu2IuIiIiIjAA6sRcRERERGQF0Yi8iIiIiMgLoxF5EREREZAQIv3kSEREREflLRYoQCbx5uneCvB7Zsk/pxH4IuVyOXC7nh13XHcbaiIiIiIi8Md2KM4Tly5eTTCb9ZdKkScNdJRERERGRIenEfgjLli0jlUr5y7Zt24a7SiIiIiIiQ9KtOEOIRCJEIpHhroaIiIiIyFuiE3sRERGRfajOgzp9eRaAOn15dp/SrTgiIiIiIiOATuxFREREREYAndiLiIiIiIwAgXK5rLud3gLXdUkmk1yfmkp9wnweypClgAeAZ18BCnh4ZY9cPvu6eZWKRabHpnFBegsA3bEkm2kHoJMwffT7+WbIDnqt5F/hlT0KxWrYCQ3+2sRX3AE6khMAaO/bASEoOCEAdjhtuMTpoQmAMB6OzbuTMA5hGm14d02ZtU4pPg9ALJ2js3G06SviHHzKyzDV1uWiIKTD8B/2dwE+GYFT0tVMPuPA4qhZb86BU4KC/cxZCELMM7/uAbC7HrIhkw7M+04JQjXTuPKdZ8euV36OYEcdXJWHex814YXHwdgAjDP9wdw6yNp8MmXz/k5b7riQiWuzaRtLMK6mDYVgtQ71JVO2U9NRJwOfi5n14zIwtgy2yQUnRMYxgQJhPMJkqIYBvJqvwxRq4mvTVNJlaoqtnSsOYeqBRvoBiJElTdTPO0OUsE1fT5YE/SRs2k5ayBB9TVnV+nmD9oUCnr9PFGriKvH1RP05XcAjQRyACbTh4PltqOxjtXk5hP38HMKE7Vw19Y5Sb7ettNOpaVMzvYzuTJkEOxw4vQDbF9ktrgKmA3DnSS0ctsZh2p6rbNwq4ON2AbgA6m+FhA1Ooro+JgijghC1N9Rmy2Y9WnOD7SN5ON2O4ZXvYnvjk0zsM2UzZwsUbLrnvgITv23yB9gGHAJMsvNwatjMzcq8bCib/QHMq1Oq7jtOCWLl6uWcHLCnDuK2sFi5OmcdTLoO+0aqDu4rwEl1JhwvQClg9s1K3hFbbiEATrm6H8aAKLixBsAcHyZ2drK9tRWAPuJML3Sww2kzmxOm3s6Nieu7YG0UbhkAYMuTZTMmJ3/b5P3JOEzyoGj7tjkHCVuPJLiNDf7xLUOU6YUOCkEzVzaH2skQpcfuSz30+vPqTHaxiXZ22LgPOy+aPB+0B5P2NIyiOk4O0GHHIBeCg/O4SdPeDib6dQA4vu9PPNY4zz+mZsjyic6NYA8nm6ZOYTNtfp0APvHwdtM378nyZ2cGrXT5+T1JG5027NLPQM7M+3y6iJeHsB2yUhGOaZnDutwzJm1nkWwfZPMmvi4EPwmYNqx51ww2Ax2Ycgdy/aR7TXqAkgfRRpMnwD8diV9/HnNgWoHuZBIw49tNEy/bfdSln3qiftt6yr3k8lnyaZOZl4czWuf57TuYDlp7ugHY3tzKBqbTZ/ftDraTKWf9v4H5dI6jEnPMGD68GRYM4MYacN0yk5JpUqkUiUSC/aly7rClPkVjYP+WfaDqK7tMyySHZTzeCXTFXkRERERkBNBTcURERET2oboiRPRUHAByuk9kn9IVexERERGREUAn9iIiIiIiI4BO7EVERERERgDdYz+EXC5HLpfzw67rDmNtRERERETemE7sh7B8+XKuueaa4a6GiIiIvM1FvCKRQHG4q3FAiJTVD/uSbsUZwrJly0ilUv6ybdu24a6SiIiIiMiQdMV+CJFIhEgk8uYJRUREREQOALpiLyIiIiIyAujEXkRERERkBNCJvYiIiIjICKB77EVERET2oUjJI4I33NU4IKgf9i1dsRcRERERGQEC5XK5PNyVeDtwXZdkMklqJyQS4MYaAEg8GDAJDuqHZrNaiIXodFroI27ChMkQJUMUgAyw+OI10BYyG5xahlF5sx4DIsDovzXho26Fc+thtk0bL0CozKvvMz+e5UbgiUOLnPaUiU9MCMAhttJTw/CSB2kbHh+EUUFosp/nmmy4Uo+GMgTtdPhlzrw/t86EG0vglKod8q0MdxbznP7AeSY851aYEayW2xSEmU51274gnP7PJrzwQpgTrubdFIRooFoHp1StR8jWKWTDvwKunQRX2sePjgvBzmK1TWvz8ICt5yHA5KCpT217P3MPAD875t184omFMGeViW9jsAJwuDO4jg9nTXimY5YZNm0yDwVbh2LA1LfSX8UAlAJDtylS068O5uO2LZYQZj7YISIIhVDIT14ImrZ5obCtchjP/iOuniyFmn/KOXi4xHFqrpYUCPvhDFE/vUcYlzhhG+fgvSavyvaVbSvl1m4D0M52Wnu64UU73pEi7InA2XZiTsLMcYAjAhDzqn1VCJpwpS+dsumbSv+wV38V9uq7AtBnw9eEuOuPHh/a9Kx943rgXqjfYoKZ7wMft3FLofVWGG2D77LzaJzt+2jALJV511iCJ+2zma+cAK1b4CC7bQLYBXTbcDfwmZoGtIXMXGq24/JKCJrs/tBYMP1VUQqYPqntn9r9Mlqspo+UTR9UNneAaE24BPRTbaMDpOx6i+27p+24XJThiYEyx+z4gwnPOQ5OcMzxBUw/VMYwmYdXIvBN2/HvcWBhBKYUqm1ySlBfU253EMbadsTBjZrjaw9NhPHoockPZ4DF2/8EwPaJrWymnUb6ATiYDh7nMABc+vFq5nonXTTbfAB2lHcxMzCdDrYD0OV2E46Y8f37SJRf0MKnt7/s91X35CTr7Q7fQRc99FKw+X+i5vjuEmcHUU4qPmPqHGqig4lsoAuAmbTwns41rGmdbepBlD76OcnGb6eNl+2+1E0v77H7oinX42ObnmXDwdMA2EQTffSTxhyX+uinyzUTLRiGb/13A5w/y7Rh4ir474jZnwDiRWgBt9H0dbjoETvB/ijj38XguAzE7DxLQjoeYXeoxQwh/Yx+2INFdp9ekYOj7PiOKkAS87cMM5YucX8MAQ5PboSjbOCyRpiSgYStVwxoNKsFJ0SP00Trn8z40pIzecereRcIs5l2YPAxrI9+MmQp4JFxS3wu+RKpVIpEIsH+5J87sJsE+7fsA5WLS5KxwzIe7wS6Yi8iIiIiMgLoxF5EREREZAQY1hP75cuXM3/+fBobGxk7dixnnHEGGzduHJQmm82yZMkSRo8eTTwe56yzzqKzs3NQmq1bt3LqqacSi8UYO3YsX/rSl/C81/9yxuOPP044HOaII47YV80SERERqbEH6NFCj+0L2VeG9cT+kUceYcmSJTzxxBPcf//9FAoFFi1axMDAgJ/m8ssv5ze/+Q233XYbjzzyCK+88gpnnnmmH18sFjn11FPJ5/P88Y9/5Oabb+amm27ia1/72mvK6+3t5bzzzuP973//fmmfiIiIiMj+MqyPu7znnnsGhW+66SbGjh3LmjVrOO6440ilUvz0pz/llltu4cQTTwTgxhtvZObMmTzxxBMcc8wx3HfffTz33HM88MADtLa2csQRR/DNb36TK664gquvvpq6ujo//89+9rOcc845hEIh7rjjjv3ZVBERERGRfeqAusc+lTKPZGhuNo+XWbNmDYVCgZNOOslPM2PGDCZPnszKlSsBWLlyJe9617tobW3105x88sm4rsuzzz7rv3fjjTfy4osv8vWvf/0t1SWXy+G67qBFRERERORAdcCc2JdKJb7whS9w7LHHcthh5nFlu3btoq6ujqampkFpW1tb2bVrl5+m9qS+El+JA9i0aRNXXnkl//Vf/0U4/Nb+SbF8+XKSyaS/TJo06X/TPBERERGRfeqA+eXZJUuW8Mwzz/DYY4/9VfMtFoucc845XHPNNRxyyCFvvoG1bNkyli5d6odd19XJvYiIiPwFekG/uGr1D3cFRrQD4sT+kksu4a677uLRRx9l4sSJ/vttbW3k83l6e3sHXbXv7Oykra3NT/Pkk08Oyq/y1Jy2tjb6+vpYvXo1a9eu5ZJLLgHMfwfK5TLhcJj77rvPv3+/ViQSIRKJ/LWbKiIiIiKyTwzrrTjlcplLLrmEX//61zz00ENMnTp1UPy8efNwHIcHH3zQf2/jxo1s3bqVhQsXArBw4ULWr1/P7t27/TT3338/iUSCWbNmkUgkWL9+PevWrfOXz372sxx66KGsW7eOBQsW7J/GioiIiIjsQ8N6xX7JkiXccsst3HnnnTQ2Nvr3xCeTSerr60kmk1x00UUsXbqU5uZmEokEn//851m4cCHHHHMMAIsWLWLWrFmce+65fOc732HXrl1cddVVLFmyxL/iXrlnv2Ls2LFEo9HXvC8iIiIi8nY1rCf2N9xwAwDHH3/8oPdvvPFGLrjgAgB++MMfEgwGOeuss8jlcpx88slcf/31ftpQKMRdd93FxRdfzMKFC2loaOD888/nG9/4xv5qhoiIiIjIsBvWE/tyufymaaLRKCtWrGDFihVDppkyZQp33333Wy736quv5uqrr37L6UVEREREDnSB8ls5uxZc1yWZTPLl3UEiiQBerkg+A3X1Jr5UhGyfWffykE9Xt62LQcmDoP0YNW5aA7l8lpZICwCXXtwN59nIlix01kN7xoahMzqaTkxalzgT2UX71h0mPgg0Q3csCUAPTWSI+mXvoIlwzee3Vro4PLsRgE3RKRy85WXY2mAiXw3AQXmz/lQY3lWCUTkTTpbBAbY6tl4F89pvv6aRqoN3n2HWr7wdTohAzD4BoLEAkSI4NVPNsQtAHNIxc9vU7lALEwq7KNjO6gvF6aGJRvst+uZiL7FCDmzxFIASYL/n3N2Y9NtfT5bRqRRssQXFPIiVIVZTh9pvmYSq4UIohFMsmryBdCSCFwoTLpo2xQo5CqGQX0+n5JFxorZK9r2aJyBkiA4aF4Cwja8ni2e3qaSr5FEgjEfYD1fWPbttAQ+nZnxrx9rx01S2rW5j4sODwrUcwhTw/G0q6mvaECZMPVm/LJe4v54BMjaufq92713vcE17KuG+mqcm1Najnij1RDmpsNqUdWkAmoKw0E6AT/ZB9512yxWQuA/c7wPwXMtSZnX9AMLfAmBLYw87GuG43oBJPgcYbyfAuBBMDcPskO2Qkln8DipBIQjbbH9vKMBau+/MrYMHc/CHaSb8sZfg3RFot2l3FU36PTa/dUU4IgRH2h/T+24Gtj9j1mcdBm3A4XYOt4XgytXA6SZ84hYTN9Xm3R6GhnK1jpEiRIsm/PUi7ChX952FYVPXabbNtWkjRQjV7K/BMkTKkLN9VQqYfT5p29wTgVdsX00pwMsOZO32h+UhWfD3UXbVwag8FGxeybJ5SMYoG1+sFkvb5+Dk6+FzjSY8Pme2reQVApJQcEzZGSfKDsyDFbppoo8wPfQC4NKPS/+geZ9yU3i2CaUiePZw5+XNesI+STmfhnQv/MPhE0w5RPk9WXakzXG4vwviLbb5sSls6nrZ/3uQT0M2DzeNN+FNrVM4+OkdcIWd8zdC57jRtG7pNvWc1kAPTQBsYCIu/bTbOi/oe9r0VWUMc8BY2J40Fe0jTkvDZgDGfDRs5nFlHM4Omb8vlUOEA7RAd9T87dhBm1+ui0cPvXTSZfqj7FEfiOJ6Zr/M9pmOumjUFAAewGNnztxK6+WKlIrwpVFJfxgfoZ3tmPger5d8Ouf3u5cz/V2y416qOeRU/mZW/p7mixCrr8b35uGW5mp/PDZ1Hi/bY0c3vVy6tRO+HMQtlEneXiaVSpFIJNifKucOKe4hQcN+LftA5TJAklOGZTzeCQ6Y59iLiIiIiMhfTif2IiIiIiIjgE7sRURERERGAJ3Yi4iIiIiMAAfEL8+KiIiIjFx7MN92Fki/eRL5i+nEfgi5XI5crroTuq47jLUREREREXljuhVnCMuXLyeZTPrLpEmThrtKIiIiIiJD0on9EJYtW0YqlfKXbdu2DXeVRERERESGpFtxhhCJRIhEIm+eUERERETkAKAr9iIiIiIiI4Cu2IuIiIjsU3uA7HBX4gCRGe4KjGi6Yi8iIiIiMgLoxF5EREREZATQib2IiIiIyAgQKJfL5eGuxNuB67okk0kuWgV1cUhnoLsB+moenHN4ybx69netSsXqa3cY8vYbDfkwLJwcoT08EYDN6S1k+2xc2qQPhkz47Knz2EwvO8q7AMjls0TqouTy5l69YCiMl89R8mzZebiwZRoAaaK0s53dtAAwM70FgrApOsWvs0eYNFF/3SUOQA+9OISZbu8JnFnYTKfTwg7aTH8QZwHrKNivaeygzd+2jzAFPGbSBUCGqJ8OYN7KLXBdDpbVmTfG5iBZ09kOpGOmY3tCTfQR9+tYya/e1msiu2x9mwCYXuigw5nop8sQJYznt6+HKGPp9+P7CBO2deuj31/38CjY7ap95fnxTs121WqbcD0QxsOp2b62/d5e2xUI+2nryZKpaet0OpjY2QmOfSNmX3P+xrgtDSSyA/77ncnRfvsKhP38XOKDyi4Q5gNPPQn328l2dAiabcajPFNmpdzKeuVSwA5gZz0k8yacLFbrlga2NFTzihQhVoZ1jSb8uwz8TbS6bbwAEXsYejHOqx/uY8ycgAmfHIG5dTDF3pNZDMBvgjDTVqytBDHPlAHglExZtm8GtSECdAOFmusZ55eg8iTbzmeA08166xZoA06wG890YFoQgjbv6wZwHy6TGGXrGYPc1gIA/df08T+3J7nwqcdtxl+Eiatgqg3ODsPCCEwIVNuUBRps3t22XWDK+20Rdtr2ZW2a5218ewCmhqHNjuGoIDTZ9o22/VHpm2gRrvB4dIPJ47itP4DRX4TuV0x8/fhqHQ+2+U6186U9DE1Fkx+YPJ0SxIrVvq1M2zSQCsE4GxeHzuhoWlPdJrypDg7K4zY3mG6nhR6aWND1NAC3nFDinFdtG74Rg7V5WG33pdkh+GA9TLLheAHiRdhlC3/VgYftfcyfCJj4/2P77KAQfMaBsTY+acbNjZl6JFIDYI/DhBg8d84PwDeDMMG0qdAYotNp8Y87PTT5dw0X8MjU3EudIYtLP33lfjtkEwkTZnO5w8RnBqivb/CP6QANEXMsHcj1099VJG8zL3nmGN9v09UV4fC5o+l4yfSt21v9m9Qfha4GBumPQJ/tqtEDsDMJfaEWP76xaI7ZuVCMKwmwY6M5rmypg1eSJj1Utzlsd5efb3e8Gpcvj6kptQHKMcC+V7YHikqa0KM8HAxx67N/AmBVC7zfTuePtczmEXax+fnuQfXotu06/gXTBx3NJrwzWa3HeZ3wgzOAP4DrQrIVUqkUiUSC/aly7pDiehLU79eyD1QuGZJ8bljG451AX54VERER2ad60ZdnK9QP+5JuxRERERERGQF0Yi8iIiIiMgLoxF5EREREZATQib2IiIiIyAigL88OIZfLkcvl/LDrusNYGxERERGRN6YT+yEsX76ca665ZrirISIiIm97ezDPhZXq85plX9CtOENYtmwZqVTKX7Zt2/bmG4mIiIiIDBNdsR9CJBIhEtGnaxERERF5e9AVexERERGREUAn9iIiIiIiI4BuxRERERHZp/YAdcNdiQNEfrgrMKLpir2IiIiIyAgQKJfL5eGuxNuB67okk0k+/RTUNZr3Sh7Uxcz6P+2MwDj7CKcC0AJussHfPpEe8D9GudEGdtDGWLoAGJ1KwRbHROZCMCkLSZu2sQGXOBmiAGSIUiCMZ//ZUgm/Hg+PAh4eHgATgFa6cIkD4OARxuPgTS+bDdJhGGXSkgQc4C6TlpkZGFUE216ikK75crEXCvv1GJ1OQREI2cj32T75uGkDR4UhXoCk/dReCsBjNm4GcGga7M8GuAc3kHg+DSE7TduAFNWnZbVQ7XPAnVBmS7NZn5sIwMwAzLR9O9OB9jI4JROOFCFahIgNOwz+qOvUtMFm4ceHoOCE/KQZpzoOHuFBY+LgDQp7hP0xgMFjWBnnypjVjp+Jz1KoCTt2u7BfdjVub43EqSeKY9Mcv/1PUKL6BLYoFGIhvz09NPn1Kdg2VbattGnvdtUaqj8q21eEa9Y9wq8J752mMm9rw830ApCg3+xrpgLgVMcp40Rft18SWZO+EApRCNaMW8nD6SyawJ6QmacbbR4vefCfWX+esj3LXQebjjxiF0zs+x/gSRu5BVgFE7eYYAbozrLnn7MA7Hg2yMQ5ZZ7/dgKAY3b8wKQHCN8Ls/dU97sXge5RENtjwm2YOf7BehOeFjTzGsw+45Sq8x2gGIBRdmeJmf7x53YIf34XQiEyTtQf/4rKOPYRZ2Z6C2wNmIhIGT/pb2JmP37ehqMBWJmDdtu3xwFjq8e4QjJEj9Pk7xMTirvYEWoDoIcmeojSY8f3E89tgtElNrVOMX1HG530+/M+TJjDMf3aQQsdbMel39Q5nSKfhu+kbb12RmBCjo6JEwDYThvvya4B4M/RQ9lM1N8WYDG9tG7pNnWebOpcmYcZonQwEYB6smSI8rLdtpte+sr9DPSZeZbPQD4NJTtMXs6sV0rqi0K+Znc5uAQv1wxhYxY6Rpv17gaTvqI70sK4AfN3ZdGLcNch0Bcxk6e/PAVogPIYkzjQwZT0BnY2mINovtxOPPAcAKMH0rwcmwnl9mrm5RYImLzjwUf4xHNp7jHDwMuxmXy99CIAXR05VjbCTju+87bCC2OhI1kpZ8zgfPdWbtkrPOa1STp+AMDvD17AXZ1/4iUzLPxqZxwONj15/+RjWc/zFPDIumWuTrqkUikSicTQZe8DlXOHFJ8ioSv2ALjkSfLvwzIe7wS6Yi8iIiIiMgLoxF5EREREZATQl2dFRERE9qk9VO97e6crDHcFRjRdsRcRERERGQF0Yi8iIiIiMgLoVpwh5HI5crmcH3Zd9w1Si4iIiIgML12xH8Ly5ctJJpP+MmnSpOGukoiIiIjIkHRiP4Rly5aRSqX8Zdu2bcNdJRERERGRIelWnCFEIhEiNT/AJCIiIvKX6UWnXBVD/5Ci/O/pir2IiIiIHJAeffRRTjvtNMaPH08gEOCOO+54021+//vfc+SRRxKJRJg+fTo33XTTa9KsWLGC9vZ2otEoCxYs4MknnxwUn81mWbJkCaNHjyYej3PWWWfR2dn5V2rVvqMTexERERE5IA0MDDBnzhxWrFjxltK/9NJLnHrqqZxwwgmsW7eOL3zhC3zqU5/i3nvv9dP84he/YOnSpXz961/nqaeeYs6cOZx88sns3r3bT3P55Zfzm9/8httuu41HHnmEV155hTPPPPOv3r6/Nv1fSEREREQOSIsXL2bx4sVvOf2Pf/xjpk6dyve//30AZs6cyWOPPcYPf/hDTj75ZAB+8IMf8OlPf5oLL7zQ3+a3v/0t//Ef/8GVV15JKpXipz/9KbfccgsnnngiADfeeCMzZ87kiSee4Jhjjvkrt/KvR1fsRURERGS/cl130FL7iPH/jZUrV3LSSScNeu/kk09m5cqVAOTzedasWTMoTTAY5KSTTvLTrFmzhkKhMCjNjBkzmDx5sp/mQKUr9v+PvtcCiQSk4xFiW3OQCpmIcTmofNd2FFCARN+ACReAKLjRBgAS2QESbKEQMtu6yQYSs0za7mgMiDA6m7KbhpkY+BRu3bfMtocH4G+iMNf+NHUyDzEPnJIJlwLV9XrgHOCSuAlPKZi0saIJO3ap1DvsVddTtt5Tan76uT8AubItB2JbHbig34Sn1uyQx9bBwgjcngbguQ6PWaEArKxJc5QDqTqz3liAgwM2ogwvRk09gcSmgWqdAJ6JmjZX2thVqa/pj8TjEeaOypv34sAzDTBg8x5TgHgBRtn2N9o2Vj7ehqj+0nXlPVsMBeCWevjXjAk/9zmcK/8dZppynQkBiNn2ORl4JQLjbXhUHuJQaLbj7cRxMQtAhih99Nv1LlvcW/tyUSVd7av3OusA29k1aNvHJzQMnXEZwoF+sPUC8Moe4cDgQ8ZE2gA4u7AZ5wd2To4LQVOQ3Jk9AET+JmL6yfYVbSUzfnaMCZZhjx3k932TLaOWMm2yHbPFdTC3DppseFcJ/n0AZtt6LK6HhnK1Qt0BeClq1lfmYEcZxzHj7aw8Dabeyq+iJv1ZG3IQHgeHmH3PaSviPGvnRuejvPD5OcRuSph2Zpph9J5qf2SAicBUW+7sKB+aauv0kgf3fq5ap1m3wruCMK7S/hD8KMqoS+8EzOECfs4xU2818e8FmgPVvmyPVvMaF4J/2QMn2X2nKQg/z8IvzL5GY6Ca9rdNPDq+hy0tZhJf+NQxcMgqeMFcxWLOF6E9UB2XDQXYZPrGOS6A014kMS5bLec/+iFr+7rpVZgbrW7bVISI7buFOYgWod3WIwh8EHDsePcBHwG+Y+afE/NopZ/Wxj0mvhjgYGerWc/tMPMjafNOAAU4uOtlAA6Ov0x3NOk3eTctdNMEwHR28b5iF5mQ6b++2AQ2xdopFJ4AoGdynA0cQacd03rg9ugcwOwrGbJ45er+01jy+P20BQD8mQ66cl1k+2y9SPGd9XZu/E8eTojynlZ7HJqWw21pgIRpr5uIs4M2Ou2f3x56yZD1y1kMtN9nfzflyD54Om76AOBRz8yvL9rEkaI5Ntk/Q2S66IyPNm04vI3lbKfH9geBNAevfwEetnNndsiM0ShzzEkn++gLmmPS9vhU2tnO6Jc2mDpPbaCDiX5eGd5Fz+xejrHHlx52k7HHhoOmx1lIi39M6jmkl7m5XvK9ppxSsQsvt4F8hkGaJ5lGpHuLvL/V9HMjHo+UnyfVbfZRLwf5DFxip3l465/Ip2HaWBP+h4n99Hebde/5xwmGoeRBvp8DwB6qA/VOZ/abvR8j/vWvf52rr776f537rl27aG1tHfRea2srruuSyWTYs2cPxWLxddM8//zzfh51dXU0NTW9Js2uXYP/lh5odGIvIiIiIvvVtm3bSCQSflhPIvzr0Im9iIiIiOxXiURi0In9X0tbW9trnl7T2dlJIpGgvr6eUChEKBR63TRtbW1+Hvl8nt7e3kFX7WvTHKh0j72IiIiIjAgLFy7kwQcfHPTe/fffz8KFCwGoq6tj3rx5g9KUSiUefPBBP828efNwHGdQmo0bN7J161Y/zYFqWE/sly9fzvz582lsbGTs2LGcccYZbNy4cVCat/Ic0a1bt3LqqacSi8UYO3YsX/rSl/C8wfcov5VnmoqIiIjIgaO/v59169axbt06wDzOct26dWzduvV103/2s5/lxRdf5Mtf/jLPP/88119/Pb/85S+5/PLL/TRLly7l3/7t37j55pvZsGEDF198MQMDA/5TcpLJJBdddBFLly7l4YcfZs2aNVx44YUsXLjwgH4iDgzzif0jjzzCkiVLeOKJJ7j//vspFAosWrSIgYEBP82bPUe0WCxy6qmnks/n+eMf/8jNN9/MTTfdxNe+9jU/zVt5pqmIiIiIHFhWr17N3LlzmTt3LmBOyufOneuf51199dW0t7f76adOncpvf/tb7r//fubMmcP3v/99/v3f/91/1CXAxz72Mb73ve/xta99jSOOOIJ169Zxzz33DPpC7Q9/+EM+9KEPcdZZZ3HcccfR1tbG7bffvn8a/b8wrPfY33PPPYPCN910E2PHjmXNmjUcd9xxb+k5ovfddx/PPfccDzzwAK2trRxxxBF885vf5IorruDqq6+mrq7uLT3TdG+5XG7Qo5dc191HvSAiIiIj2x5093NF6c2T1Dj++OMpl8tDxr/00kscf/zxr9lm7dq1b5jvJZdcwiWXXDJkfDQaZcWKFW/5h7EOFAfULEulzCMem5ubgbf2HNGVK1fyrne9a9CnrJNPPhnXdXn22Wf9NG/0TNPXs3z5cpLJpL/s/VgmERERERk+5XKZ3//+93zzm98c7qocMA6YE/tSqcQXvvAFjj32WA477DDgrT1HdKjnlVbi3ihN5Zmmr2fZsmWkUil/2bZt2/+6jSIiIiLy1xEIBHj55Zd18bXGAfO4yyVLlvDMM8/w2GOPDXdVAPM8VT1TVURERETeLg6IK/aXXHIJd911Fw8//DATJ0703699jmitvZ81+nrPIq3EvVGayjNNRURERETe7ob1in25XObzn/88v/71r/n973/P1KlTB8XXPkf0rLPOAl77HNGFCxfy7W9/m927dzN2rPld6fvvv59EIsGsWbP8NHffffegvGufaSoiIiKyz4R7IRAY7locGMpl8N48mfxlhvXEfsmSJdxyyy3ceeedNDY2+vfEJ5NJ6uvrBz1HtLm5mUQiwec///lBzxFdtGgRs2bN4txzz+U73/kOu3bt4qqrrmLJkiX+rTSf/exn+dGPfsSXv/xlPvnJT/LQQw/xy1/+kt/+9rfD1nYRERERkb+mYb0V54YbbiCVSnH88cczbtw4f/nFL37hp3mz54iGQiHuuusuQqEQCxcu5O/+7u8477zz+MY3vuGneSvPNBUREREReTsb9ltx3sxbeY7olClTXnOrzd7eyjNNRURERETergLlt3J2LbiuSzKZJPXzOIlYACZmIeZBzHafYxcwv0NRCML2BhO+JQ0nRqHdpi0E4YE8RO39dgvrTF5gXqNFiNgfcChh/q9SybtSTuV/Lf3Ajigk8yYcKVXT7rRP9fHjyoPrGbL5hGz43jiMtuujctBYgK6oCQfL1bqB+Ui4KwqrbBuOxKQHcEom/c6YCX99AC6JQ1upGv8oMNV+rhxThpDtm0ixul7pj2DZ1L3SH7UPK6ptT21/gRmHOGCrwRnANfXQkrV5l01ele2jUHBMZ/Q4TfTQRCP9AHiECb/BTYFezWfkerIUCPvvFeyrY7ffO5+JF3dDk6301DC0h6p9cNLdwPVw8q0m/LlGaCpW50ukaPqzts8KNq9iANLh6pgVgiZ9rFjtuxzVj/cloN8GeiKmjMrciZUH/3/PwcybeM22NtvKvCqETF86hSKkgVTNts83gh2G17QnWoTKd9qjDJ7vlbIq26aBTY3QXP0xudwxAzary+Co66t5HRSCbBl67Tx8FMj8LfBxANa2fdjPI5GDR6eWuPCpyi9YrwJ+YF8Bfg4T74NDbHBMEMbZHWlquDqeAA9loT4AbTY+GoBRwer+3xSExlJ1nCr7T2U9VK6GSwEzrhWhMqTqqu8l89W5sLreHHNG2b6JF82+sNd8zzhmH3eJM3GrfcjADXVwrgejbF9VxnlTzc6WLFTfb4TuWBKAHppwiROzg+QSxyXObrr8TcfS4u8Px7/0J2iFP8XmALAD6KxJezxR/oypY+X9jM17INdPPl300+bTkLdPMPZss10b3VQH75oxgW3uDvP+brhw+mx220Y8sudPpHtN2nAdzJwwhT67/xfw+BhxtmMeyPA4m+nuSpHtM+mzfdBtd53uBmjvgbZ2E+7vhk1BmGrrNXZ6iLUvF5lip8i4aQ1sWjfAC+YrYryShLzNqy8So788BbB/S8pjIPAqizpWAzC6Hza2Qr89Jh6yG9aPN+s7G1rIl8f4236pZzVTWybwhz+b9q+ZDH1R6I60mL4rt1MX6ADgMx1dvFQwaQB21s2EcrvfzwQ6TL6lmdV6+SrrE3ldwVsYV/gd7d0mOHoA7ju4hXxpvs2rxU9a3vZ/eeGHKQ75pZlb3BmBaTnYYTuoKwqf64ef2p18XAZGmdV0MkJPqIk+4vS7JY5OvkQqlSKRSLx+vfYR/9whPIqE7rEHwC2XSXp7hmU83gkOmMddioiIiIxIzh7Qeb1RBjyYP38+oVCIJUuWsGTJkuGu1YihE3sRERER2a9WrVqlK/b7wAHxHHsREREREfnf0Ym9iIiIiMgIoBN7EREREZERQPfYDyGXy5HLVZ+04bruMNZGREREROSN6cR+CMuXL+eaa64Z7mqIiIjI210YPRWnQg9Z36d0K84Qli1bRiqV8pdt27YNd5VERERERIakK/ZDiEQiRCKRN08oIiIiInIA0BV7EREREZERQCf2IiIiIiIjgG7FEREREdmXwuhSakVpuCswsmmaiYiIiIiMAIFyuawHD70FruuSTCZJ3dlAoiEAo3LglOBuxyQ4vgxj7XPvG4EYFJyQ2daJkyFKhigAnv1HST1ZE0+cgn3PI0yBsB/nvc4/VQqEeU/XGhNIAS17Jcja1zmAA8y24Xunwfkd8MF6E57kwX968O+NJvwJF040daS9DPFCNU+nZJaQnS6Vj4SVT949EYh51bSxMqTts72WlOFjMTjYhkNlSOZNOoDg60zBiH3PAUIM/gga2itt0KYDyO1Vtzh0R5MAdDCRwwvP4/QUq3nXvBaiITqdamd6hHGJAzCzsBlnSwn+j63XQSG4+aPATab538/ywlqT0TH/FYKpUTjZjl17GGY62OGv9mOl/ZW+re0Lp+aSRqhcbVPwdfrDqVmvjQvtFR+EQmjvzgNntU1wXQ6W1g+uU6RYDedqto0UwakZtyDVuVA7FgCpOkiHoddu31Q07YwWa/KyG3+hDPdmYY7trCNC8O4INNlGjbZ1qe2naPGN+63SH24Y9+gCPZ9PAdA4psxzT0WYNs1U9Pe/STLRNXP0uK05qI9W950JARgXgmjN8+qagua9ynp0r2fZZW2dNtj96Dg7H74yAAscmFtXzXtHubr9mDI0Fqrtqe3rILDHMf0JJl02BE/beuwpVet0kO2LStqWrElvh5iYXew4FWLV+V857oQx+3Qfcbpp8o9hGbL+AuAQZordVwBmspknmeGHM/5BCVz6AUjY9GHCdNLlp8mQ5QJbfutB3eAC3fPNxgtXwVjbX5W+OzMGh9pjTykAE2xZo4DEIgbuvwOAhg/8Pbz3eni/fSjC1S9B/Xg42/bXiVG4O2PWz2mA1nz1ePezMvzTl+GQb9sG2nIrfdySNcc8gCficGgWJtg6FcxSsOPiPB2CB4Nwtq1nC6RjEXaHTN+3b93hpy0Ew7wcmkg3TXYcwmTIUrDj4uExgSZsremh1+/fi5M7zJv/Zsfl8AFoqR5LCo0hepwm/xjXQ9Ogv0MZYHHgbJvzfDj5OPikzeugvDmGV/atUZi5BNAP9FXDhWZTTiXviU93m4hOOxGn9tn92gTTsQixJ+2+cFw9/DQPh+VtOYXqvMUcs8H8ja3W28zR9lNs+/8hhjtQJvnBDKlUikQiwf7knzuMgoQupQLgliC5h2EZj3cCTTMRERERkRFAJ/YiIiIiIiOATuxFREREREYAPRVHREREZF9y0KXUCj0VZ5/SNBMRERGR/Wr+/PnMmjWLFStWDHdVRhRdsR9CLpcjl8v5Ydd1h7E2IiIiIiPHqlWr9FScfUBX7IewfPlyksmkv0yaNGm4qyQiIiIiMiSd2A9h2bJlpFIpf9m2bdtwV0lEREREZEi6FWcIkUiESCQy3NUQERGRtzt9ebZKX57dpzTNRERERERGAJ3Yi4iIiIiMADqxFxEREREZAXRiLyIiIiIyAujEXkRERERkBAiUy+XycFfi7cB1XZLJJFf1xogmAjQHmggTZoe3C4B8OkepaNKWinBpSysTd3aaN9LAOFgTmw3AbuJkyFLAA8DD89crr4sTHQBM7LsK3vtt+Jt6k9eRQDIPMVtYEIhS/YiWq1mPYb6JH8JPWwhVAuAUitDwCrSON2983IG5dWZ9QgBinlkA4p7Jt/Jt9kLAZmKnj2OXynpwcLgQClEImocweaEwiQcDPPUz03dH/t9J8P49Ju3cOpgahnZbz1AZIkWI2vY6JQiWoWTLLwShGPDbRKoOvtxn1mcE4cRoNa9o0Wx/QdaEX/gKnH8tHGnb3B6Gh23cziKc0wANtn3BcrU+Ff+Rg3NiZr25+mNmxDxbTxsOYsZg74/RoZr14F7v9VXyqunHSvyb5FM7xpU+B9PvtQqE8YZ4MFZhr/fryTI6lYKP2Te6Ibe2QKR4rgmfeCt8zPbFhgI8VoBdNu1szHrGhheG4IP1MNqGI3ZcwPRvZYzBrIfKg9tc2x+v17e18VDtnyywOwQv2Xpe2wfrMH0McAgwx7a7KWja0WPr8Ydn2N44m4l9R5vwe1fBQSEzVwHGhcycAciWzfvZcrU/dhZhhw0X7FK7v9Rj8tvbr4umnyba8HNA940w9UIT3jYKjtsDK2185kY4ysZNsPtF1L6Osp3UFqrWOVszn6OBanhn0fTBfXZ/6AYWhgdvOy1oxg7MOFXGMBeC9UGzPcCUAjQWoN7Gxxg0r91oAz004RI3TSBKPabcerLsoA3XHhcdwrTTxczHXjEbH5mhMzaa1q3dft+60xoA6KQFlzg9NAHQQy8Zsrj0A9BX7ieXz/KNP0bNtsk8TC4AsKllCjto8/eDDyxbBYvDMDcNQEfjBDppIWzrNe9Pm6HFHAPS7RFi3wLOsH0z1iM9NsKOUJtfrz7Cfj1q/xZUVP6uZPtyeHnw7OHlC5Mn8Dhxmm2bXPrZ4G0m3WsSeDnI2/1s4fRDeRdw+OyN5o35IfhWEZpNsDM2mh6a6KDFz+tjf9psIm8qwsfrqhU6KA0tgD1M8891cK4HY82YFpLV43tPqInmYi9OybSp02lhB21+VgXC9BEmY8e4gMfhZOm2beqrOfa49JMh67e3j37SZGm1dfbwyJBlrA3vpou0zTdGlDRZPr2yE3egTPIDOVKp1H7/QaTKuUNqCiR0KRUAtwTJlxmW8Xgn0DQTERERERkBdGIvIiIiIjIC6MReRERERGQE0Im9iIiIiMgI8PrfnBMRERGRv44wgx908E5WHO4KjGw6sR9CLpcjl6s+6cR13WGsjYiIiIjIG9OtOENYvnw5yWTSXyZNmjTcVRIRERERGZJO7IewbNkyUqmUv2zbtm24qyQiIiIiMiTdijOESCRCJBIZ7mqIiIiIiLwlOrEXERER2ZdqfwX+nc7eKzJ//nxCoRBLlixhyZIlw1unEUQn9iIiIiKyX61atYpEIjHc1RhxdI+9iIiIiMgIoBN7EREREZERIFAul8vDXYm3A9d1SSaTfD81jvpEEJd+rtiagt11JsF8FxZGzfrf1sORQLN9Dn68BDHMAubj1DzgigYTPrgIo2zaWBkiwIkmeOf4PKe/WgcL7V1TTUGYWwdtJQBu+2qKjz56Kiy8z8QfEoJx9ka+G/PQOQ2mbjHho4Mw04FR9vPcQ1k4MQqzbfqBAO5HzfP6E+0BmBmAx+z0aAXeZbcHk0dTzefCpiA0lmwbPGgsQNbmGy1CZz2EbF7xAtwfgvfb9C/WwXj7ixWtGainei9ipYi9702sfT/4OvE1aQqhamQhGMYLDb4DrWDvSPNq7kwr7HWXmsdrt3HwXje9R/g12+8dHk0v7U/tBuCV/97N00/XA7D47vfCUavgPbaffxQH7+Ow8HoAHt1R5ritN0H9hSb+KGB2uDouRwRM/wNEiuCUwLH97tg+sUn9vquEK6+YPqvtqwxRCoRJ0A9AomsAVkRgQ8Fs8D8laLMbXxkz8yFry20KQlMRknkT9utn09eOX2W9ElfC/JiJLYZN9dATrs41p2TyS9n9cFMZ2mxmE7MmLmfDF3vwvjo4qa66LUDQ1rMQhPtsQXPtnKzM2WDZxFdE7Xzts532rxmYasf4xjwcBGtfMttO64FENOC3IZcvsOlTGep/2QjAhhbz/oc2HW0zv5PnWsYBMCsfgKk17X/uFUiMh4mV8Oeg/nqYbcPTgtX9uykID+S5K2Xq0bIgzTH/tQZGH2f7B0hQPS61heBn9t/iC/fAS8C8QLU/xoVM/mD6NVKs9kOkBFvt8ayxAKPyELf5xoBNjnkfYDTwyYAZK4BFDkQDsNbOj0/GYaU9Hu4pmbk91/Zzc87Mo0reEaAf2GGPva86cIiZo5QCUF+CpE2bAmxfm4GA7pYkGcy2EwOTq3FXPm3mSUvWhEd5pixbjJtsILF1AJ6wFfluP1R+6uRfGmFcujrvfoXZF8624ZasOca5ti/PKcEn62GBnY8tuWr7doVheal6TD8rbPvX7kNJKMRC9DhNALRmu+mOmgbvpgWXuN++DJAhS70Nj6WflwmTwbTRpZ+ELbiAh0s/jj1u9ZR7yeWzHBE5DIBueumjn550NwDZPijZKnl2GEt2ang5yOYhX3OMvvLwQ/1j4lP085L7Mtk+E/eeCXNw7XFmR3kXjYE4XbkuAPq7imT7IJ0xafsi0Fj9uRmOnNvqt+fVzhQlD35QBrcPkrMglUrt91s/KucOqRmQ0D32ALhFSD4/POPxTqAr9iIiIiIiI4C+PCsiIiKyL+mpOFW6pLxPDWv3Pvroo5x22mmMHz+eQCDAHXfcMSi+s7OTCy64gPHjxxOLxTjllFPYtGnToDRbtmzhIx/5CGPGjCGRSHD22WfT2dn5mrJ++9vfsmDBAurr6xk1ahRnnHHGPmyZiIiIiMj+Nawn9gMDA8yZM4cVK1a8Jq5cLnPGGWfw4osvcuedd7J27VqmTJnCSSedxMDAgL/9okWLCAQCPPTQQzz++OPk83lOO+00SqWSn9evfvUrzj33XC688EKefvppHn/8cc4555z91k4RERERkX1tWG/FWbx4MYsXL37duE2bNvHEE0/wzDPPMHu2+WbYDTfcQFtbGz//+c/51Kc+xeOPP05HRwdr1671v4Bx8803M2rUKB566CFOOukkPM/jsssu47vf/S4XXXSRn/+sWbP2fQNFRERERPaTA/ZOp1zOfNU9Go367wWDQSKRCI899pifJhAIEIlE/DTRaJRgMOineeqpp9ixYwfBYJC5c+cybtw4Fi9ezDPPPPOm5buuO2gRERERETlQHbAn9jNmzGDy5MksW7aMPXv2kM/nue6669i+fTs7d+4E4JhjjqGhoYErrriCdDrNwMAAf//3f0+xWPTTvPjiiwBcffXVXHXVVdx1112MGjWK448/np6eniHLX758Oclk0l8mTZq07xstIiIiI09Yy6BF9pkD9sTecRxuv/12XnjhBZqbm4nFYjz88MMsXryYYNBUe8yYMdx222385je/IR6Pk0wm6e3t5cgjj/TTVO61/8pXvsJZZ53FvHnzuPHGGwkEAtx2221Dlr9s2TJSqZS/bNu2bd83WkRERETkL3RAf26aN28e69atI5VKkc/nGTNmDAsWLOCoo47y0yxatIgtW7bQ1dVFOBymqamJtrY2DjroIADGjbM/9FJzT30kEuGggw5i69atQ5YdiUQG3eIjIiIiInIgO2Cv2NdKJpOMGTOGTZs2sXr1ak4//fTXpGlpaaGpqYmHHnqI3bt38+EPfxgwHw4ikQgbN2700xYKBTo6OpgyZcp+a4OIiIiIyL40rFfs+/v72bx5sx9+6aWXWLduHc3NzUyePJnbbruNMWPGMHnyZNavX89ll13GGWecwaJFi/xtbrzxRmbOnMmYMWNYuXIll112GZdffjmHHnooAIlEgs9+9rN8/etfZ9KkSUyZMoXvfve7AHz0ox/dvw0WEREREdlHhvXEfvXq1Zxwwgl+eOnSpQCcf/753HTTTezcuZOlS5fS2dnJuHHjOO+88/jqV786KI+NGzeybNkyenp6aG9v5ytf+QqXX375oDTf/e53CYfDnHvuuWQyGRYsWMBDDz3EqFGj9n0jRURERET2g2E9sT/++OMpl8tDxl966aVceumlb5jHtddey7XXXvuGaRzH4Xvf+x7f+973/qJ6ioiIiPzF9DSYqsBwV2Bke1vcYy8iIiIiIm8sUH6jS+bic12XZDJJajskEuA2NuASp54sAPXFLJmQ+TGtHppwiTMv+ywAndHR/nsAGaJkgIzdtoCHhwdAmDAOYU4pPg/AjlDbXttm8fD8bSvb14bPtOutW7shB4y2EQ6QAjY1mHBrBhIlaLT5xEK4jinHI2zradqUJopHmELNJYcMUb/eY+mnz9axQJiJ7KKDFr9+H+5ZA3fZco9Ow6iyXy5BYI9dPxrY/rfw3ltN+NQoTA3DlIIJR4swyoPKA4tCdvtQTRtrPq4WQiEKQVNnL2Rew0VT59ijYSgEIZk3iRsLcJB5POqfo+Y7GhPY5bc1Y/vg9RRq+iZDlHqyJOgH4ODrOuHKF4Fmm/qbMPHb8H5b6XdHYGfRrF99P7QeB8fYSxoLI3BUGGKebV+pugAEyxAqV/sjUtMXlX6ohCvv2XDBCZFxqmNcO7aV8a9tH4Bjx7vS3h6aAGim1x//HrIU8Gi32xRsXp6/rYdTU1aYMM30AjDvui0w04GJdj7HPDNXrnVM+J9+AkwDtpjw6AthFjC+ZtCft33THoC5dWYBaNyr75yS6Tu/b8oQs+PgAOmAmR8A/Q60Zc37ACWgCDVdBD+xg/AeB+KFajmhMvQ51XQlO7YP27IW1pk5WDvGFak6s1TiokWIFKtpImUznpXsIzXrlX3D7jr07xX/YhjSYWixfR0EO4RmmyjVeeXY93bbcNK+xmrSZ6tpC40hepwmABqL/cRyOTpiEwDopokMUSq/IpIhO+j41UyTP1c66cKln4Gc2Zfy6SKlIuTT2DD05iFnp1M+DH2R6nouDN32sNPdEKPW+FSaD3TBJjvE68dDX6SapjGXHpS+Ni7P4Lw+vq6Ltnazfm1nAFrK3NQyDYDnurYQbQwxOzIDgKfdZ/nHMPwsZo4xn1j9ErTnWdNifmF93vZnsYdOfhddwCY62OV2+mX9YzfwEzOn71zdz+kDdXCtrU972t+WncD/Ab5rB3xCgUJzdVy2Y/627KYLgDRZ+uwxy/X68fI5wnUR2885vDyE7a4UjoRI9xb9cfByEI5U13vz0Fezb8ydEsLtNPP93Mmz2UGUCXbMH2A73V0poo3mwPTVIGQcs/HvaGcHu3A9Uy8vn/PLBPhwyzze8+gGuo8zbdzAdP+4dXzhCTqdFjYwnQHX4yPJP5FKpfxfqd9f/HOH+ZDQFXsAXA+SqxiW8Xgn0BV7EREREZERQCf2IiIiIiIjgP4xJCIiIrIvOeiMq0Jfnt2ndMVeRERERPar+fPnM2vWLFasWDHcVRlR9PlRRERERParVatW6cuz+4BO7IeQy+XI5XJ+2HXdYayNiIiIiMgb0604Q1i+fDnJZNJfJk2aNNxVEhEREREZkq7YD2HZsmUsXbrUD7uuq5N7ERER+X+nL89W6cuz+5Sm2RAikQiRSOTNE4qIiIiIHAB0K46IiIiIyAigE3sRERERkRFAJ/YiIiIiIiOATuxFREREREaAQLlcLg93Jd4OXNclmUzy+9QM4okQ8x57ESZnYEuDSdA+AM1mNR2P0BeKU0/WbEscjzDtW3eYBKPAbWwgQxSAAmFaC10mrROnjzjtW2zaLY0wtQ9G2YpEIB2L4IXM954T6QEKTgjXift1Hd2VMiuOSU+/jXg6Dh/rh4/a70x/vA6SeYgUTThWNttUtgXYalecEiSL0GXDyUI1f4Ao1Y+JIUhHIsRqfgeA9wHddv0L9TC/DNmQCTcWIGinYS5k1qPFarnxEhTsthcCl8Qha9NPstsX7dfso0Xos3WcnDH1q1Sjy4EJhWrb+oFYTRsKQMmuF20fRG2UE6IQDPv9XlE7hp79LnrlvYqCfd/BGxR+PZW4Sl57bxvG4/DC8zhP2TySeTNuleEPMWgcCEIhFBpcRvCtf2e+0t4CYRw8Ek/lTcRtARgXgnabV2PJjAOYMQuWIWTHqLJeqVdwr3pWxsMUZMYrZd9sLJjxqYx/LlidK1DN1x+3gJlDAF1ReLYIf7QT4N0RaAtBU6Baz1C5Onf6grDLzrs9Jbgz68/ZV7eX2TIKjtlxtHlj6ip46XPA39qCb2V7o/n1xEdmF4mmQiw8oxeAlXc0cdaGPwC32rTzgW/BxC0m2Gbb9/R8G//9mg5ZBVO/aNIArFwEbIE5NdtODUOT7cymIDxsjjukgdnh6hiNC5n4RttZMQ/uKMPtdkxnBmCh3RlmOtBUrB4bonY9Yvv+8gCsKcPf2HE6IWrSA8QLsCdiXgEKQWjOmf0YzHjuCVTzSkKhMUSP0wRAPVkS620bUnXQkoVxJq2bbKCTFlw74XuobmPC0IPp9wRxGomzg10AnF3cTl8ozibaATic5+lgor+PPY9HJ+Y4nClnqQ9EaaXFdmWWVlrYwGZTLTdFtg/yGVPNcB3UxWy390KwZpcL14GXh39uNeENsWlsIM6fvecByKdzuLshMdbET0pMYJtrjv/5DHg5s32tJdOnAbCdNh52H/fr4eUgnzbrpSJk85C3dTn98Nl0sJ1XO83fh2wf/KgOcwwE1rTMZl72WRNYG8VdGPL71yVOJy0k7B+THqJ00sWOsunbXD7LoZHpAHTTS1eui3y6aNsH4QjEmszcOjw8gw62s6ur8gfB9NFRiTkAnPn8n3FnmEo9xWH0kMX1y+3F9frx8jm/vReNmsLBKztNRgdlKTSbBrtOnNHPu+CUcfsgORdSqdR+/0GkyrlD6v2QCOtxMACuVyb54PCMxzuBrtiLiIiIiIwAOrEXERERERkBdGIvIiIiIjIC6MReRERERGQE0C/PioiIiOxL0QA4+vIsYB+GoOe27Cs6sR9CLpcjV/NUF9d1h7E2IiIiIiJvTLfiDGH58uUkk0l/mTRp0nBXSURERERkSDqxH8KyZctIpVL+sm3btuGukoiIiIjIkHQrzhAikQiRSOTNE4qIiIiIHAB0xV5EREREZATQFXsRERGRfUlPxakKgZ6Ks+/oir2IiIiIyAigE3sRERERkRFAJ/YiIiIiIiNAoFwu60ant8B1XZLJJD9JTSeWCJn36CdDFoACHl7ZM+tFj1LR4xvFIgAdsQlsp40MUQA8PDJkmW63PTy7kc7oaAAyRGmmF5e4X3aGKAdvf9kEbq+H9xVglCmLOBCFtH2CTyYUpc9umyHKzEd3QtbUl5V5mBqGg0om3JKFWBkqD//ZFYanbeDLA3B8EM5pMOExBYh5EDFtIlIGB6j8hlcuCEttvgVgUbTaeRsKcGIUKj8FEPMgWgTHpndK1W97OEAj2K6BKIM/fvZj6uvYcMjEF0KmjU6qCA/ZvpuZgVyoWudY0WyXtNtGwI020EMTAM30ksgOmLjnHHgsDLNt3x3VD1sceKau2j/fiMGCvAmP9qCmyQQB2zyKdt1Wg5KNr20De6Ut2HA6AFvj0Jox4bj32vY7NeGavqr0SSFoOtcLmdeC7WyPMGE8HMxcSmQHBm1TSb/3NrXq/flffd8jTIFwzXwfvE1tmZVtK/k4eITxBm1bm7eDR4Hwa7avja8tJ0E/4aJ5L9afg5vrYYXtyxdu5P6DLuADLz5rwq2HwRF244URs69UPJSFZ4uwy4a3/y250P9lbZtJc8yO/wG+ZTtllXnNfA6A333wByy+e7PJHyCGGV9bDbevTCIUgNGVvLOQsJNpNjA2AOPsJGkLmXpNsPfqRux+lLLzclcJDrYTLV6oznkwcyMD/qElYuvRaPvRCZFxTLmJ9AA80AiH9JvIZNnMzbtjtn9yEK/Ju0B1HseBF+uq+11LEWJQiNl9dGXE1G2sneRRYH1DdY4DjDU7TyEZwnXijE6lAOhOJtlNC430+0nryTJ6vQ2XAnCwGe/tsVY6afGPhy4eDmF66LXhfnMM9+zcC4UZ6DP7fz4DXg7iLSbbk2ILuM/9E+7uahWjjdD1ilnvbjBLRS4MO+1xpi8SozGX5my77ezJU9iW287uzaZ//twE41Lw2VnHArCbLj7RudEk3hVmw5wpPGbn9Q5vF/3dOerqTXS2D9K9ELaH7Xwav2faRkPPbuirxIXNMidhwh9rmc0DbCflmr6dk5jNx55/DoDfzTiaP/M87Uw0aZ/eyJ/nTONPdj/d4e0i3Zsj3Vst9yfNZv3+iceynuc5zfb7DtrYxC4+YNvwZ9rYwS4uXm93pq4oHDlAR3ICAJtoZzddAMwgzG7i/t/ZeqJsZxd9tpWZcpb6QJT30QbA83i8z47vxL5OeC4C7TncPkgeDKlUikQiwf5UOXdInRUkoXvsAXALZZK/Kg3LeLwT6MuzIiIiIvtSJAB1OrEHdK/IPqbuFREREREZAXRiLyIiIiL71fz585k1axYrVqwY7qqMKLoVR0RERET2q1WrVuke+31AV+xFREREREYAXbEfQi6XI5fL+WHXdYexNiIiIiIib0wn9kNYvnw511xzzXBXQ0RERN7uonoqjk/3iuxT6t4hLFu2jFQq5S/btm0b7iqJiIiIiAxJV+yHEIlEiEQib55QREREROQAoCv2IiIiIiIjgE7sRURERERGAN2KIyIiIrIvRQJmEVA37FO6Yi8iIiIiMgIEyuVyebgr8Xbgui7JZJLUS5BIAFGgAOm4+YJtbEIOZtvE/xCHlizEPRPuD8PTEWi3XT0qB7EiLLDpPxqGJvsZa2EEmj2I2W2jRYiUwLFpI0CI6keyHBCz7wOFUMivc8aJksEsABmipIniYPIuEKaHJj/9B1KP+/l2No6msdhPrMM+y//ZRjikH0bZNlTqULAbO8DqRrMe86AUMO0ESBYHpy0Bu6OQzJtwogQZGzfKtqfSvh3AV4Iwt86Ejw2Y/PtthzwPZMtwgs1rXNFvD45dKnn123BNXxWC1X9aeaEwib4BE/hdHN7bD/FqXmknQl/IvNGa6oY+sF1LIRmix2ny+9Wr+WdYhigzH90J/2H74ytFU4fKmMaq86gn1ISDR+vObhP3MeC7EWi220Zs/1S2dSAdieCFwn5ZBVt2pQ6V8a/UrRLfR9xfN+myODYcJkw9WerJAjCRXbR2dcNWW3BLAZLVvqztm0r7Xdt5PTTZ97xBZTX6nQutdAEws7AZ53m45RwzWT7wYoAx5zlwgm3DJA+cEsTtZHLKpg7VJg7aV9JOBKdkynWKRe6fXeYDLx5t4k9cZdJOtX2QKcMoO1nm1sEkTFnY13QY/r90tZyeshkLABeYXLNtfQDa7L44GgiW4To7t+69k7sO/jAH7THBF0fBQXtgVtez5o3EYdBGddv6mjZFA9BXhu018YmaNrSFYFyomjYagKZAtQ3RIhRtOFSGSM3+Ei2aegLE9urXCLjRBuoLZj5knOhecyfqH0sOf/4F+GAZjrP1+IwDbVkzXwD+LWr6eYHdZ2Oe2e/tdOiOJv28emjCJU4f/bacLC79ZOy8DO/1T2cPj4KdZ5W5nCln/fhcPkt/l2lzPgNeDlzbBQdNh5mxQwF4F/DL9EbSdozmTTiUCTT5h6lOukgQZ6wto5UunrIN2Fzu4CuZAbD5bm9sxSNMJy0AdOCRIE6HHcROr4t8Oke2D79eeTvN5h4+gYtXvwptpq82TJzGJppot/2xHtjOLlJuCoBkotLJsGdPiv5u00aA02cvoJ0uNth6bmcXl2Y7ocPMh84ZzWxgOgA76GU7u+hLm3yzfaZOlbwmHNrAKYF2Xrbt/7P3PP3dOT/thdNnM+9/tprEi/r4c/RQv/276aKZJnroBeATnRv5c+uhdNh6ddLlx2W8LF6+2jd19RAMM2hcPvGTbfA3psO2N7eyw+48zTaPTloYcIucklxHKpXa77906p87XOyQ0BV7ANxcmeQNhWEZj3cCXbEXERERERkBdGIvIiIiIjICDOuJ/aOPPsppp53G+PHjCQQC3HHHHYPiOzs7ueCCCxg/fjyxWIxTTjmFTZs2DUqzZcsWPvKRjzBmzBgSiQRnn302nZ2dfnxHRwcXXXQRU6dOpb6+nmnTpvH1r3+dfD6/P5ooIiIi73SVW+O0mEX2mWE9sR8YGGDOnDmsWLHiNXHlcpkzzjiDF198kTvvvJO1a9cyZcoUTjrpJAYGBvztFy1aRCAQ4KGHHuLxxx8nn89z2mmnUSqZe2Off/55SqUS//qv/8qzzz7LD3/4Q3784x/zD//wD/u1rSIiIiIi+9KwPu5y8eLFLF68+HXjNm3axBNPPMEzzzzD7NnmW6k33HADbW1t/PznP+dTn/oUjz/+OB0dHaxdu9b/AsbNN9/MqFGjeOihhzjppJM45ZRTOOWUU/x8DzroIDZu3MgNN9zA9773vX3fSBERERGR/eCAvcc+lzPfsI9Gq4+7CAaDRCIRHnvsMT9NIBAgEon4aaLRKMFg0E/zelKpFM3NzW9avuu6gxYRERERkQPVAXtiP2PGDCZPnsyyZcvYs2cP+Xye6667ju3bt7Nz504AjjnmGBoaGrjiiitIp9MMDAzw93//9xSLRT/N3jZv3sy//Mu/8JnPfOYNy1++fDnJZNJfJk2a9Fdvo4iIiIjIX8sBe2LvOA633347L7zwAs3NzcRiMR5++GEWL15MMGiqPWbMGG677TZ+85vfEI/HSSaT9Pb2cuSRR/ppau3YsYNTTjmFj370o3z6059+w/KXLVtGKpXyl23btu2TdoqIiIiI/DUM6z32b2bevHmsW2d+VCKfzzNmzBgWLFjAUUcd5adZtGgRW7Zsoauri3A4TFNTE21tbRx00EGD8nrllVc44YQTePe7381PfvKTNy07EokMusVHRERE5C8SZfAP6b2T6aE4+9QBe8W+VjKZZMyYMWzatInVq1dz+umnvyZNS0sLTU1NPPTQQ+zevZsPf/jDftyOHTs4/vjjmTdvHjfeeOPrXs0XEREREXk7G9Yr9v39/WzevNkPv/TSS6xbt47m5mYmT57MbbfdxpgxY5g8eTLr16/nsssu44wzzmDRokX+NjfeeCMzZ85kzJgxrFy5kssuu4zLL7+cQw81Pw1eOamfMmUK3/ve93j11Vf9bdva2hARERERGQmG9cR+9erVnHDCCX546dKlAJx//vncdNNN7Ny5k6VLl9LZ2cm4ceM477zz+OpXvzooj40bN7Js2TJ6enpob2/nK1/5Cpdffrkff//997N582Y2b97MxIkTB21bLpf3YetERERERPafYT2xP/7449/w5PrSSy/l0ksvfcM8rr32Wq699toh4y+44AIuuOCCv7SKIiIiIiJvC4GyLlu/Ja7rkkwmSb0EiQQQA/YA/2m/DXN6DlpsV8aBAvC7uAlPKcDvA3DlBJvbD+D0M+DMmAkeVIJo0awvbIBPuPDBehNuK8GvC6TmdAOQX9LImHAA5tisDgrBuBA02e8NjAtBm113StUFIFSGp8LQHjLhaBEiRbjD1vvaOXDIKrM+MwBz6yBbiftX7j/oAj7w4tEmfOIqOCQM7faz4dQwrDS/PUBT0IQnBKr16A1V82orQcyDYLlaj+/YtNmyaXvl6aIxr1r/2jZVhGwer/e1iR0xGJuBrXYczuvjwYUZ8nlT1uK7e2DqeDjO9seoYLWOP94K3AutF5rwMQHTtzMd24YQjCmb+u1dL6dUrVelbkHAFkMO2BmDUblq+yM1aZ2atMWa9Up8yKax4UIoRMYx8zBDlOZCr6lGugh9wB6bQS5k+rxSt0gRnLKZrwAlWx42/2hNv4Ywc7qvJr62XpW68jrvO8CfGuGjZuNHm8oct/UqOOrbJn7138KcW836ESEzd8bZTNpC0FSEeMHmZfu2aOdLKQCpOtMWgGT+tXMiZ1c66+HVAHzs3SY86z44Lgwn2H24KTB4XykE4b+zJnyzB5lnADsf+D6wBxL2+z4LMfsLmPo3Bav7w9w6eMmrxjcV4X2zgT+Y8MQozK7ZfqZT3Ydjnpkfr9gJsqEAV9XD7D0mPBo4us68D9BRhhOcaj7TgtW+iXlmiZSr4xIDdtu+7HegLW/TAlFI2wcI9ISayBAlQT8AzYVenKfCMM62cSxm/gA8V2fGa4Ipp7NxtEnfZerhjmugkxY6aQGgjzAu/XiYfeloshycfdk0NzqN7bTxgezjJu+1UZiVpSNpjqUdTKSTflxbrz76yZTNmOXyWbxckXzGbOrlwLPNAyh5kM5An+3afBgm2G5smQrBUIivVqaO08LPyOLYa2GvdHbj5WDy5NEA7OrqpvcVk3ZnFOo82Jk04VeS0N0QI4853n98XRexerijvVqXM7fDM3bYVk5uIV+2keUxtrIzbcq5jCueyx+jpv0/K/eyc8uAv22kCPe+ahq0ZsF0dhPnqfIzALy6bYDebuhuqK0X3BBfAMDi9J/4Xcysd9LF5vQWv039faafKtvuTEIubNoF8GRgHNsxt7Y+7D5O7yvQa/u6rmjSdzRXyo3RX55CPGDG+LJMmvSe6tiUihC0u/8/R2H7uFZ/rsxb/7zZR+3f2kIyRIcz0Y9/zxlPwYl2fz4pB20lCo0hXLdMS0uJVCrl/5jl/uKfO1wTIRHVt0YB3GyZ5NdzwzIe7wT6FqmIiIiIyAigE3sRERERkRFAJ/YiIiIiIiOATuxFREREREYAndiLiIiIiIwAw/q4ywNZLpcjl8v5Ydd1h7E2IiIi8rYVDZhFZB/TFfshLF++nGQy6S+TJk16841ERERERIaJTuyHsGzZMlKplL9s27ZtuKskIiIiMiLMnz+fWbNmsWLFiuGuyoiiW3GGEIlEiEQib55QRERERP6frFq1Sj9QtQ/oir2IiIiIyAigK/YiIiIi+1JEX571lYe7AiObrtiLiIiIiIwAOrEXERERERkBdGIvIiIiIjICBMrlsu52egtc1yWZTLKzp45EIkBsaw6aoRALAeD0FCFkE8ch7UTIhKImDg+ADFH/NUOUmVu2mPS/rYcVGbO+pB4uu5efHfNuAD6xKQxHAQvtE3pmOtBWgkjRhJ0SRIvmFcxHtS/a+/jOaTBpK3ExD4oBCNkhz4bg9BzEbL2PC8FU+7WLhXVmu5LN67+z8IIHH7OJpwUhWIb/L10tK2vz7S1BWwimFEw4VIbnHPM+mLjpuWq9osXBHzFLmHoCOGVwMEulfaHXCdvtC6EQGafazwXCeParJJX+L9hw4XW+YlIZq8p6I/0AtBa6XpMWoBCs5uGUarYtFimEzITIOFFc4oO2S9BPYsuACfxXBObWmfWmohmnoO3LUBl+WIZ77HgfAhxbB+PsZGsKmqWhXKnE4G2D5eoYmgrDVXbMXgJc4CM2ryProN22p7FU3b6SF1THJReCUxxy5d0ARIqvwiHjTdzCELw7Ur2fNFuG9lB1vF8zZ8vV9YpUXfX16j5YOd9G/AG3LsK6NhM6buuzMOcwGG2jGwNmHwHTR20haKrMJbsvVNpSKbdgJ8/LDlzTb9PCr/Jlztpwle33b8NE4BDbP20heDDHC0ekTPS/nARzVtk426+VqdGNqd9s+0Y0AP90LRzyRRNuBQ4KQb2t555SdXxnOmZfq93fYx7EKmHg59HqvrewzvRtpX25EHzCtukjYbjZg8znTPjE6+FwBx6z++lLmDYCtAfg4bKZbwCzQ6Yulb5t9mw97Jx3yrDHjtnovDmmVI4rBeDpBphs53sSCEKh0R47i0WTZnWDiW/JwgTThkJjiB6nieZCr0nbVcQdZ9MBLnH6iDMzbY+lXUCXrePBBbY3ttJJC2D2//f0rIFP2n7+xwAkStho3GgDif+0GX9oALe5gR20+WWlibLDP4Zn8fBw7fGh8grglT0G+gbI20N6MASzWqbxgmvq+I/nBczx8mSzTUdyAh1MxLXHnh566cG01/X6aQ430ZUzx59sX5FsH3j2txOvf6GRtZ9xmTvLtulbUZiQNev/B1NOxXUD8MNGaLYbj8qbsbDd5SYb6KEJgG6a/OMlwHvWr4Nxxepxd2cAxpVxkyb/Tlr8Y1yGKH2EyWDqUbDtarZ5t9JFB3ES/nGZQX3YQy8X9+0w7zU28Gdm+MfwHrLMpN8/LvfQxOFPb4GDTRnbY9Xx7iNOxo5V2i1ybvIZUqnUfn8KS+XcIfVP9STqdY89gJspk/xCZljG451AX54VERER2Zf0y7NVupy8T+lWHBERERGREUAn9iIiIiIiI4BO7EVERERERgCd2IuIiIiIjAD68uwQcrkcuVzOD7uuO4y1ERERERF5YzqxH8Ly5cu55pprhrsaIiIi8nYXDVQfaftOp6fi7FO6FWcIy5YtI5VK+cu2bduGu0oiIiIiIkPSFfshRCIRIpHIcFdDREREROQt0RV7EREREZERQCf2IiIiIiIjgG7FEREREdmXogGzCJSGuwIjm67Yi4iIiIiMAIFyuawHD70FruuSTCa58Amoi0M4AnX1kM+Y+Lr6alovD+E6iDaa8NTEFA6mjR30AtBNL6Npopkmkzf9ZMgCMIE2dtOFSz8ArbRwZvpp6LGZd9TDwRkKzSEAepwmWvu6cRsbAOikhQxRAA6/7xVozsGEvNn2JxFu+e8M5wzYz3PnR2CmA+OLJuyUTHqAnTH4QQY+GTfh8Tl4KgxNdtuD8pCq466L+wD4UCwAH7FfNp5bB01Fkx/AtjB8rh+Osm04pwEmBCBeMOFoESKVOpTBofqRMwqFZIhOpwWAPuLUkyWMZ5LjUU8WF1NPj7DfftOfu0h0Ddi8oRAL4RRtWSVwYw302HFo79oBKbvhOCg4ITKOyStDlAJhvJp/cr2mnJQpx002sIM2CjZtwdbJqwl7tv4m7A0KA4Rrytk7rWlKNb6ROB/ofNyU3WrKBuimiT7CdNJl4uw8y3hmrnn5HMFQyM8nGArTHDZ9MZE2Ouny52UBD6/sUSia8s8Mt3P4KRvhX+zGY027AXbQRjdNfv/00Y9Lv1/3Sv3rbXzt/K+0tdL+DFkcwryLGQB84Lo1sDYPX7FXvnIhSOZhggluj7XSZ+cCQD1Zmu1+l9g+ABvjcNILANx18Dg+1BKAz5p6MyFQnbMdAbh6gLUZc3gcMwAT+3bCIeNN/AcdmBqGGXYcokUI2kNpKQDFANyctZUIwC1edf4fFzHbVvalMQVTbqXsYM0hOVQ27xdte7ui3PXJNB/a9Aeb4FaYcz3dHzUHiM5/GsWsrukmauEWmBM2ZQO4z8Dow6r1mFtn6tFm50CzBzGbNuZBrFzdDwtACOi3b4wuDb7qloTuWNL0c6Efp68Im+zxIFUHrZlq3rdHYVwIDq0p6/DvANeb8JXb4IRINa6xAMttYSdG4eAA9Nl6tOar6QBaiq+pU2U+FAhzcPZl/hw9FIAemsiAf6ytvFb01YRdr5+rbwnDUfaAf1CJP0Xn0GnnaSdd9Nh5lvGylIoeXs7UZU5iNpvLHQz0meODlwcvV/3b4eXALUKL/XtRKkK/OawydhK4nRC0QzR9xmjqifLRq9eb5v62GU6qg4/aOTO2AM1mtTuWZPTOFPxznXljkQOTByBtMxtVpNBaPbYm6Ke+YOZsj9NEgTCtBXPs2Oy000kLrt0/M2QHHZfChP2/Zx+4bg1clGV7S6vtmxZ6aPL7M0N20D5vxsbzj0v14ShXPGjH8eh+WBuDSWkTbgUanoGFh5nw1Y3VsQdoyZp5C1AEGoEYuC4kx0EqlSKRSLA/Vc4dUrfGScR0xR7ATZdJ/m3/sIzHO4Gu2IuIiIiIjAA6sRcRERERGQF0Yi8iIiIiMgLoqTgiIiIi+1JET8XxFd88ifzldMVeRERERGQE0BX7IeRyOXK5nB92XXcYayMiIiIi8sZ0xX4Iy5cvJ5lM+sukSZOGu0oiIiIiIkPSif0Qli1bRiqV8pdt27YNd5VERERERIakW3GGEIlEiEQiw10NERERebsLlnUptSKo30XdlzTNRERERERGAJ3Yi4iIiIiMADqxFxEREREZAXRiLyIiIiIyAujLsyIiIiL7UqgMoeGuxAEipC/P7kuBcrmsHn4LXNclmUySehoSjYADTJpWk2IahFeZ1SP2wFFhOCFqwqOBYgBingnHPIgWIVIyYccutes7av6ZEi9B5QE9TzdCcw6SeQC2LCgzLRuA8+1ntLl1MC1YLScdhi22nBmAU4JIze85P1MHlUf0J/OmXth0QarlOpiD0rdtRT9cZ9InC7YsIF3THYUAnGWn1nlRODpUbf8xP4aJF8KHbJ0XRqDN1jlaNOkqdQyVoc+Bp0PVNsQ8U79KPZ2S6V8Ap1zty71V+rbStTtCkKqDyRm/DYWkKafTacHBozXbbZoTCtHjNFGwn4U9+5oh+ppiKmkqrw4eBcL+NpX3E/T78fVkAeimiR6ayNiwh/c6+Xv++2HCHEsXEx8cMJEX9MPf1Zn1qWEzF+xcIVI0/Vtpv4MZ39r+qvzhCQKlmr4KYX4GvFSTNrhXeivtRPBCYb+dlT5ybJ0zRF/Tb+maNO1sxyVu2x+mmV4/3d7bhvHwCPvvFQj75TTSz8QtnbDH9sf8f2Vt2wXM3XW0CZ+4CnYBL4wy4eQeSNl1bzrwfcDu06O/CIcAh9gGTw2bpXbeRmr2nVIACjauz4HfZaHNbntUuDoWlfRdUfgXO4YLIzDOpj3/d7zw+TkcUomrHw9HAAnbAXPrqmkBmoLV/bmyb9RqLJhjAsCovBn7e2ImPKdY/YNbDJj6VfarxgLEgZQN9zswOg+NNt840GXXN8ZhVj/Yrkw7ETKhKH12TLtpoo84dq8jQ3bQnE6Tpc/uG5lyllw+i5erHrNKRcjbY00+A171dwSZN3sKO7xdAJwWno5HmD9hwrvTnZwfm8J6mgB4Hx08xWHsthXvKG+nr9f0c7YPvHy1nH5g4njYstuEuxsgH4ac7coFe2CbHe58GE48KMm2zSkAetJw5eGHcnjXRgB+1nIoG9IbBw3LhNgEXt6zw5TVDf195v2dSciFzCtAXxR21s2Ecrt5o9zC0+EnecC24cXN3Wyy9ehohleSMfrLswD4zIbVtB1afdLbhHAbRxLnEds/23d0E7TtKXmmHkE7tS6cPYcOPDrYDsAVFw/Aag/eYw8elxdwJzcAsIHp7AD/GPaJlzaSnhxhfWgGADuAbnrpsft1yk3h5SHWZOrWGm7x69jpdZFP56iLmbj6cJS+dIqxsVY/TV+5n1w+a8et6M+HvJ1gXg7y/XDjMZBKpUgkEuxP/rnDXQ0kGgL7tewDlTtQJvmhgWEZj3cC3YojIiIiIjIC6MReRERERGQEGNYT+0cffZTTTjuN8ePHEwgEuOOOOwbFd3Z2csEFFzB+/HhisRinnHIKmzZtGpRm165dnHvuubS1tdHQ0MCRRx7Jr371q0FpXnjhBU4//XRaWlpIJBK85z3v4eGHH97XzRMRERER2W+G9cR+YGCAOXPmsGLFitfElctlzjjjDF588UXuvPNO1q5dy5QpUzjppJMYGBjw05133nls3LiR//mf/2H9+vWceeaZnH322axdu9ZP86EPfQjP83jooYdYs2YNc+bM4UMf+hC7du3aL+0UEREREdnXhvWpOIsXL2bx4sWvG7dp0yaeeOIJnnnmGWbPng3ADTfcQFtbGz//+c/51Kc+BcAf//hHbrjhBo4+2nwh7qqrruKHP/wha9asYe7cuXR1dbFp0yZ++tOfcvjhhwNw7bXXcv311/PMM8/Q1ta2H1oqIiIi71jBsm5+rgjqmS370gE7zXI589X2aLT6BIxgMEgkEuGxxx7z33v3u9/NL37xC3p6eiiVStx6661ks1mOP/54AEaPHs2hhx7Kf/7nfzIwMIDnefzrv/4rY8eOZd68eW9Yvuu6gxYRERERkQPVAXtiP2PGDCZPnsyyZcvYs2cP+Xye6667ju3bt7Nz504/3S9/+UsKhQKjR48mEonwmc98hl//+tdMnz4dgEAgwAMPPMDatWtpbGwkGo3ygx/8gHvuuYdRo0YNWf7y5ctJJpP+MmnSpCHTioiIiMhbN3/+fGbNmvW6t2PLX+6APbF3HIfbb7+dF154gebmZmKxGA8//DCLFy8mGKxW+6tf/Sq9vb088MADrF69mqVLl3L22Wezfv16wNyrv2TJEsaOHcsf/vAHnnzySc444wxOO+20QR8Q9rZs2TJSqZS/bNu2bZ+3WUREROSdYNWqVTz33HMsWbJkuKsyohzQvzw7b9481q1bRyqVIp/PM2bMGBYsWMBRRx0FwJYtW/jRj3406D78OXPm8Ic//IEVK1bw4x//mIceeoi77rqLPXv2+D+EcP3113P//fdz8803c+WVV75u2ZFIhEgk8rpxIiIiIiIHmgP6xL4imTQ/u7dp0yZWr17NN7/5TQDSafOzgLVX8AFCoRClUukN0wSDQT+NiIiIyD4TKld/qfudLqQvz+5Lw3pi39/fz+bNm/3wSy+9xLp162hubmby5MncdtttjBkzhsmTJ7N+/Xouu+wyzjjjDBYtWgSY+/CnT5/OZz7zGb73ve8xevRo7rjjDu6//37uuusuABYuXMioUaM4//zz+drXvkZ9fT3/9m//xksvvcSpp546LO0WEREREflrG9YT+9WrV3PCCSf44aVLlwJw/vnnc9NNN7Fz506WLl1KZ2cn48aN47zzzuOrX/2qn95xHO6++26uvPJKTjvtNPr7+5k+fTo333wzH/zgBwFoaWnhnnvu4Stf+QonnngihUKB2bNnc+eddzJnzpz922ARERERkX1kWE/sjz/+eMrlof8lc+mll3LppZe+YR4HH3zwa35pdm9HHXUU9957719URxERERGRt4NA+Y3OrMXnui7JZJLUlXUkogGYWwcbCpC13TfTgTZ7z368AE4JokUTjmCeP1S5v64I7AlBsibesXGOTWe/ElAIhXCKRbBZpyMRvFD181i46AEQ25Pz8ypETUFOqmjyiVa3jRVyYJPSBZwLnG4THAfEPJtPEVrKkKZax1qNsCE2jemFDlNWZ7EalwNyQfi/tp7XdsDJ42FhZHBfFWwjT3GgbY9Z/7s6mBqGGVT7shCEVJ0JR4uQzEO8Us+96lXTd4Dpt+AQ8bsDsCcCY7Mm7FDtm4hdYkPkixmbQeFgdVxqxwjMOO39XkWG6KBwYa/P295e4b3T773N3ttXOHiD4j3CQ6Z9o7jB6Sp5ev56mDAOYcKvaYfnr4cJ00wvAPNSz8IWuwM8FoYjAtUfMAmVzVyMVbfFqfmhl8p+UxmKINU5+/+zd+fxUdWH/v9fs2Umk2QmJIEECBAEFMSKCEpxRy2KraK2P2vrrdqqta1ebWl7K1Vb7a2leru7dbNVe6ttba369VqrVltqRQQERERlixIKoUnILJn1zMzvj89nloBRoUIQ38/HYx45n/l8zmc/JycnZ2mvgRv74M9HABCteo5Q5iGgePnfESwcfSzTfmJWeP6XLo793ZdMVONt0AqsNHMj7fHgz70C3Gvix94AO77bLmR/Tq2C4R6ot5Wsd0O7AwFXOdyImdtg5nPeZfYZANWUtll8QAp4xU7EoNP/5S51WdPmiO0IXx5q7bYYsOsXtxG7LSSC5otgwkz2aF0NYOZFjFrAzLHEDvNsWmI13UFzv1MP9USpLc2pQ7e8QvdwE+fgpbmnG9ptnSZm6Qw2mu+AjoZmOmli2t3tJn55xmzzc5LlfozbQsOQGOJns6fFdodDJ0302LpFiRMtJYZLDnsNflEutyPYTGtHpwl3e6HNoTtcbkMnTbTRAUDruf+C62zfji7QEWwu9UcDvXTQQivmbeVraaORXiZtXG/S/79q+I9kqX2tnZ3wolmXI+OwtAYONm9M72xupIMWmuky5a7sJnGIh5jHpG+nlRmvrzTrbvfSMaWRdloBOKZnGdk6D8/7DrFtCBAlTpKUDfdyOOZRz8108QIBOm05sUKcdCZFKmbmh5OGTBIydnsZNh7iJimZBIyZGKZzc8SEk1BVbX4WfXr8QaXx/yspNic2A5B3IBUrp807kEhCxm6jIQ/8uAleaD4IgOdxiBLn7JDp29bYZfDE3SbxAXFoKpdJBFhbA2vtOB1cgIY0+O22E6Y839OQDXuI+mqJRQuMDUeJRCKlh2jsLaVjhz9XE6px7dWy91XRvgLhU5KDMh7vBfvs4y5FREREROTte1c8FUdERETkXctd0KnUIrcuFNmTNM1ERERERPYDOrAXEREREdkP6MBeRERERGQ/oGvsB5BOp0mn06VwNBodxNqIiIiIiLw5HdgPYMGCBVx//fWDXQ0RERF5t3MXyo/lfa/TzbN7lC7FGcD8+fOJRCKlz6ZNmwa7SiIiIiIiA9IZ+wH4/X78/h3ffiQiIiIism/SGXsRERERkf2ADuxFRERERPYDOrAXEREREdkP6Bp7ERERkT3JnQe3a7BrsW/QU3H2KJ2xFxERERHZD7gKhYL+dHobotEo4XCYyHII1QF+oA74bdAk2JKDU23ipjQEAZ8Np2zab1eZ8FgvfDsB1Tb+yiBMtMtfTMAxPpgVMOGhWQg64M+ZcN4F1Xmw0fhtOcXn47oh4TNP83E8XrJ4cew/Zppf7oFPFKDRpv1ULQwtwO/si7javDDVVvplB36RhJXfNeGPfhmGe2B73oSH2L8Jp9o2jXSBz8b58qbOQadUJ9wV/VGs60/tU4eO8ZXb5ynAyFT5T07PDuv6Kr6zsp7+DwfOusv/iHI85eWk7bRsxT+qnB3+abVjmh3TvnnYKdcBp18YoNrmPYw4QVJMSqwvJoarbD53OXBlFcyyfXNwzLR5uz3T84ECdBwBJy4x4SOrYKYf6mzfB3LlfvfnTH8W+8pN/77zVHxXVNHPWZ+n1JeV/VjZT2+kmhRJAjv1VeU61aTeML8sXhropXV9p4n4MNACJEzwX8sK+B0IZY40X4SW8FJVgc0h2z0RFxxsMz3AA5N8ZnsD+Oj53HfcDzlhqQmvaIHA9CRbt5pGz1zuJWQ3hVDmFDjwMRhr8xrrNXN/fXGOA1O80GI7L+CCajtGLTs8rDpgvy82P5CDlAeesoXN9kE4U95+4r7yGa2gY9Jn7aDV5iGH2b8U65EHIhXlpW3amA+GpfvvKwJmXAGivlocvHjtPK0cHx8OzZ3dcJ3pq+gvsoQOdcFHbJqjXdCQNvUBqC3XKRqoIbQoB0tsu+ckYYhNg9les24vwXi61Ib24EjaHrIvAVyUhr9lzPJVdTC+r9w3B14Nd/0ADrJzPJyBcKGUN77y/sD3eg5GQncgXGpXD/VMSLwGwAvBg2ijg1Cir9x3/2O3u4Vp+GotTIibcBN0BhuJ2oJCxGnu6IZnbMH1LpgYe8O0UWoJkqKbelsHSJIiisn7ktRr8IqX7ik1ADQeEQE7n/lKHQxPmP0+QIsDYegMNJbyntDyGv12NZ+wG/FZPmhKwZDyGCWC/tK2HEr1mX2PnTvdrWFits5tL22Btny5P677MfzkMnjGjtmJAZiQM/nbvIvjnw16SPrK238oG8fXmSPbbMal09dEjFoSdr410ktb1+bSGLYHRpb67tClG80YDzNxiVo/SU+Axo220g3A6x74hZ3zFxZgiO2MIGbOpyEag/ABEIlECIWKnbt3lI4dnvIRqtUZe4BovEB4VnZQxuO9QGfsRURERET2AzqwFxERERHZD+jmWREREZE9yVPof9nje5lHV4DvSTpjLyIiIiKyH9CBvYiIiIjIfkCX4gwgnU6TTqdL4Wg0Ooi1ERERERF5czpjP4AFCxYQDodLn1GjRg12lUREREREBqQD+wHMnz+fSCRS+mzatGmwqyQiIiLvRu6CPpUf2WN0Kc4A/H4/fr9/sKshIiIiIvK26Iy9iIiIiMh+QAf2IiIiIiL7AR3Yi4iIiIjsB3RgLyIiIiKy+CFxKQABAABJREFUH3AVCgXdnvw2RKNRwuEwkcUuQrUuqM6DA9inYL4QOIjN1Ju0xEmSIkkKwCwXUqW8sjmHfM4hn8sBkHcgnyuXNWbISKLEAagmQDUBYjZczKfOVQuAg0MdtQQJANBNL7GCXdcVoIF6eugFYN6p3fDxGjihzxQ0DLoD4X7tbDwuYhY+GIAP5KApa8IJF/gKMMQm9EE24CHpC9g2BvDilJYr+XBojnXD13y2s7JwTQ002PcENDpgowiafLNuc1+34/ESSvSV/wRNA1ngYpcJ17vh4ioIZ0z4F25I2Sn9kYD5PuiUK9MVKIcbM+YV38V7pOOw8ESz7mFbIdTmgtN85XIm+aDelhvImbyLd/f78v1fk+2m3KbicvF14j77sW3Kesr9GKUWB2+pD7P2/vbizyQBHLylMJg5kLV971Bu65t9V7kcwsyls7Mv41tlKzUxC1nIBk2lO31N+HDosXO8jjjN2S586/Mm/aTP8vCEWwH40Nrx8NGNcJTt2BYP9OahzXZAU8r0VbbYAW6otfOs2IfFfj2mACFgru3MOQGoy5r+BjOWtXmI27x8+fJ4ZoE85bDfhk+w4VevhuobYKYNH1kFU6vM8lBbfszm+2EvOA0wZb3tHzecGDBtAwhg5kSxDjem4cGvmrD3Npi5HVbacg4EosCrR5hw4xIYC4yrOM8y1o7vLL/J11+Rd9Ax2yKYeRTxwCO2f76fgvfbOfrxGhiRK/dVIAevBGCUnQO1th/zNv1/5uFQm88ZVf23ndqCaWPQdq3Pg+/pQLl/DozDEFunOiAHiaDp+B5PPT3Ul+bstPWrzVg0meTdgTA91NNpvzjm6ZfgFrtvWJ+H/6yBqXb/GbHjk7b9PjoOPX4YadOHIVpXA5htqTXVScJn6hHcnob7g3CMzWtYnmy4vO1V1iFKLR/o+YeZQ0BncyOdNJXasI1akqRK+2mAGfbn83jppKu0r05nUjjpHDW2XulMinhXjkyytCrDx9XQ/U+zX07FIFBnvnd7YUGDh5/7WgDYFN1MKkZp3XgMMh4YbX8Pxbthi90VxgPQGId/2l38ljDUpuHohAl3xWDZaIjZ3fXMDWZXDLCs2aSP+c2Az16TYGwjfOcHpv/bFwzlcbxc8liPWeHGGPzSLEZH17CZFrrtvqIHOGPUMrjBtJ9j+8i2evB9zY7h/1eA0VnsbojOQGNpP9NNPTG8pX4u9nnxd6tTcMjmHHweMy6TXONppwOAeeduh99OgyfWEO0rEJ7bRyQSIRQKsTeVjh0Wuc2xgxCNFwjPzA/KeLwX6Iy9iIiIiMh+QAf2IiIiIiL7AR3Yi4iIiIjsB3RgLyIiIiKyH9CbZ0VERET2JHdBp1KL3Hpmy56kA/sBpNNp0ul0KRyNRgexNiIiIiIib05/Pw5gwYIFhMPh0mfUqFGDXSURERERkQHpwH4A8+fPJxKJlD6bNm0a7CqJiIiIiAxIl+IMwO/34/f73zqhiIiIiMg+QGfsRURERET2AzpjLyIiIrIneQrgGexK7CM8eirOnqQz9iIiIiIi+wEd2IuIiIiI7AdchUJB/xN5G6LRKOFwmI8thKra8vcfmHoQAOdtfIXFY6cA8AK9JEnh4ACQLKQAuPpF85NgDobDmuA4ADppImrTxogTJU7Whouu6Og0C02wNjCGakxePhyat3RD2ER3BJuJYSqYIECQFJNc55YzGnsDzPWZ5VkBaHAgkDPhz2Zgo013SRXM8kNd1oQXAnenYLZdd2oVjHTByVfaFR6DKUvMYgvw5xQ0Bkz4YGCyF560bWoEpnhhks2rxQO9ebMccAGw/vNxAMYNdUEzcHSViR/ugd8kWb7RTNvCnD7if6nhuNfvNPHNn4QDbZUO8MCJAWizU7z4UgxPRdhTAF++3D9Z+7euL28+xXV8xXVsuuK/VCvDO8bxBmmK4cr0QNZTXinrLl8h58s7+LI5sj5PKc7xlOOTmD7OVlxV59jltq7NNhPKP93lsorlBLP2fQ1psNMKFtfBuTGYacNbAQfYMMSED9gOU91mPAC25/uP4YkBM64A9bn+fVzs12DFHC/2rw8IVvSNz/ZVjw1v90DeBT32xva6LPhzkLZl/boAy+ycneaDOYHyeAed/vUoflcc40gVdNp5tiYLW3PwE5PXH+wc+vCaa0z82Bug1dYVYBNgN1EiQ8C3HZIvAtBRN5nW2BbgVpvAbicHPmZ+hoAVQ8A5woRbHyvn68X0e3F4O4CzPHCUbf+lk8G7Dg7bbsLj3JCy7XmqAFMobzv/mzH9WZwPrcAoT3k7nOSD+xNm+a7D4dgl5XVTBVichXOrTTjggo2O2Q8AD/6sh6oq07dDVvp5/+bLYOxttq+AI+3+pNjneRcMsfMunIPacl92B8KlfVhbh5nD0dYawOwrHbzUES+Ft1HeIUeJk7ST+MKntsLhfawJ77yfLeqx++qiz26020wdMA74P9veCUkSTf7Sthean4XPZ4g2m3qFUn2lPDoCzbSu7YSnbINOTxAdXkMP9aZ91NNDPT30ApAkRYhaJtk2ra2I66G33+8Cp+AQ6+0jb3fZ+RxUVUNNnalHpLsPx3ZrcTeSt6s7GUrrgVnPyUBXzIRDHoja+FgAbjjwINbZ/Us3vWyMvkbKpk30mrQhu9kdPLmZrVGzAUS3gZOG2iYTl0mYT2XeMT9kbP0a++CMA8ewtus1E24Kl+row0sD9bQ7HSbvzjROptyGaC9kPCZPMPleOMaMdwP1PBtdRioG6RjcNgkikQihUIi9qXjsEFkKoVrXXi17XxWNFwhPH5zxeC/QGXsRERERkf2Abp4VERER2ZPclP87+F6nU8p7lLpXRERERGQ/MKgH9gsXLuT0009nxIgRuFwuHnjggX7xnZ2dXHjhhYwYMYJgMMipp57K2rVr+6XZunUrn/jEJ2hpaaGmpobDDz+cP/zhD29YXjqd5rDDDsPlcrFixYo91CoRERERkb1vUA/s+/r6mDJlCrfeeutOcYVCgTPPPJMNGzbw4IMPsnz5csaMGcPJJ59MX1/5RqXzzz+fV155hYceeohVq1Zx9tlnc84557B8+fKd8vyv//ovRowYsUfbJCIiIiIyGAb1Gvs5c+YwZ86cN4xbu3Ytzz77LC+++CKTJ08G4Pbbb6elpYV7772Xiy++GIBnnnmG22+/nSOPPBKAa665hu9///ssW7aMqVOnlvL705/+xGOPPcYf/vAH/vSnP71l3dLpNOl0uhSORqO73U4RERERkT1tn73GvnhQHQgESt+53W78fj9PP/106bujjjqK3/72t/T09JDP5/nNb35DKpXihBNOKKXp7Ozkkksu4Ve/+hXBYJC3Y8GCBYTD4dJn1KhR70zDRERE5L3Fhb2BVh/01M89ap89sJ84cSKjR49m/vz5bN++nUwmw4033khHRwdbtmwppfvd735HNpulsbERv9/PpZdeyh//+EfGjx8PmEt6LrzwQj7zmc8wffr0t13+/PnziUQipc+mTZve8TaKiIiIiLxT9tkDe5/Px/3338+rr75KQ0MDwWCQp556ijlz5uB2l6t97bXX0tvbyxNPPMHSpUuZN28e55xzDqtWrQLg5ptvJhaLMX/+/F0q3+/3EwqF+n1ERERERPZV+/Rz7KdNm8aKFSuIRCJkMhmGDh3KjBkzSmfe169fzy233NLvOvwpU6bw97//nVtvvZUf//jHPPnkkyxatAi/398v7+nTp3Peeedx11137fV2iYiIiIi80/bZM/aVwuEwQ4cOZe3atSxdupS5c+cCkEiY159XnsEH8Hg85PPm9eY/+tGPWLlyJStWrGDFihU88sgjAPz2t7/lhhtu2IutEBERERGAI444goMPPvgNn4wou29Qz9jH43HWrVtXCm/cuJEVK1bQ0NDA6NGjue+++xg6dCijR49m1apVXHnllZx55pnMnj0bMNfhjx8/nksvvZTvfOc7NDY28sADD/D444/z8MMPAzB69Oh+ZdbW1gIwbtw4Wltb91JLRURERKRoyZIlusx5DxjUA/ulS5cya9asUnjevHkAXHDBBdx5551s2bKFefPm0dnZyfDhwzn//PO59tprS+l9Ph+PPPIIV111FaeffjrxeJzx48dz1113cdppp+319oiIiIjsxGM/on7Ywwb1wP6EE06gUCgMGH/FFVdwxRVXvGkeEyZMGPBNs2+kra3tTcsUEREREXk3chV0lPu2RKNRwuEwj0YOoybkYQ1dbCt00Rczb8F1MuDY91l9b3UdjI2RbTN/lq7xjaeTJpKkAAjhJYuXCbQD0EAvPdQD0E09IeJEMZcMJQkQw0uUuCkHhyxOKa8sTuk7AKfgMMllHvV5dmol0UAN7ZhLjg793WY4IANtGbNu2EOPr75UdpRaRrIVgNano9CUgqZCv7RJAqV6JSi/Y6CZLlpXdptApAp8eQiaOhF0YAiw3t7A/FcXHAfUZm18Dnw2Iz9Q+S6wEBCENXXjAJjUuR7qYFnQ3Cztw6GBXlqP67QDBXyjziy3pkw9Arly3m4oVTsHfBz4ik2/NQ9bbNqjXVCXBb8NBwsQhqfD0wCoJkXQjgFAggCO/Ts5SYATXHm4aqWJ/FTGtN++QiHh9xPz1JK16R28pX4tmpRYbxY+54FP+WGkuZ+EMKaviv3lhqzHQ9Zt8/J4CbXYNzN3D4E/OFBTKI9D0Cm3yVMw/VG8r9xH+UyK2y4Xb1/xlMsq8mVzkC2vm/WZuKSvf1uqsyl8iRyl7iqWU1x3mxuytiB/DuI++I6dOx+vgRFpM44AKQ8sdsN2Gx7ugUsns3D0cwAc9/qR0LrExE1zwUy/SQPQ4jZzoZhXztV/fuRckLDnOhJeU99FdqN+zmwzPHluRcuWVCyfAvzZLo8DtkPIxlcDjUCLjS7ObzukbITl4QI97zcd9PrrVXzyedM5LzX52RyCkXadFS0FWqMu1jeZNhz2TzdTt54CrY+ZBKMw2wzAQhuutmG7LRFwlftuoQPH2TZPrQK7zyKF2U6K2/DzwO+T8EE7tlN9cF0Mhtm8TgzAL5Jm+VVgLHCEzesoP6QKkCyUy72hDz5l85ruNfuCOjshqvOlbYU6iAZrSvuoYbkugi85ZCea6HW+Nrqpp8cmjxGnm14AJjEeB4ejeRGAzbSwhlo66QKgp2DS1bnMvrYr3UUmYeZCoM5PtTdAJBoBoCroJxVLk4qZctwes88vhru9kLHd2F1jPmkbzngh5g9yjctstK+9HGHMxDBtdr/8j42r2ZiFf4ZN+rgfGu0mfEg3/PSv1XCY7ecJCf46fAZr7X76DOKspY3n6QDgivnb4etmrrYHRtLmug2uO8es+9EMtBVYGxhT6g+AHrthJknRYfN1Cg5Huw5hMS+bfk1EyCTgmCaz/ztj8Yv8dcZheO3vnUN5mTWY3zvrbD7FvsvnIJOAjJ0emQRkchC089Lthapq6NlmwltsPwCkPXC4F5pHmi87N0eId5v1Ae5MBVg2cxzP2THvKfSWfienYhVlx+GOIyASiez1Sz+Kxw6RFyBUt1eL3mdFYxA+dHDG473gXXHzrIiIiIiIvDkd2IuIiIiI7Af26efYi4iIiLzrudGp1CL1wx6l7hURERER2Q/owF5EREREZD+gS3EGkE6nSafTpXA0Gn2T1CIiIiIig0tn7AewYMECwuFw6TNq1KjBrpKIiIiIyIB0YD+A+fPnE4lESp9NmzYNdpVERERERAakS3EG4Pf78fv9b51QRERE5M14KL8A8L1O/bBH6Yy9iIiIiMh+QAf2IiIiIiL7AR3Yi4iIiIjsB3RgLyIiIiKyH3AVCoXCYFfi3SAajRIOh4k85SNU64IjnoDQcfBxe//xTD+syZrl+zNQDZxlb76dWQV1WQg6JuzPgb8APpu5Dyg+Mv+XfjjOC4GcjctD1g1fTJnwZ2ogVWD9VX0AbK6D414/BaY/ZuIne2CSzXi4B0ZRzsufg44AbLXhgwsmrlivYnlg6l/JA2SBiL3rJes2nwfs9BnrhffZdWuzJt/ivcdpIOaraH8BHMp/Vqbd4Lb5BAtQCyQqyvbR/2abyj9HPZANevClbJvyO6znhqxn4Dt1sm4vjmfne8iTBPqFq0kR6uqDLpf54irgyiCEMyYczkKwf7ml8fXsXI+su1zmG5VfnTXj7cvlyHo8pfSOx0uSANmK+96dimUvDq09nSbQeARMWQKfsoN5mAuGJWGI7euAqWPWZ+qV9JXbXCwjRq2pL16yeEtl7ViHHTk4/cLZHcJvlhag2vb/0bxIaGUafmMH/dy8mceeit1WzgVdtu5Zd//5DrDUDsSlw2HK+vJ2OcQNARd820y2f3UWGFptx3cssBU4yY7ZJB9MLQ4o8LIDE71gN0vaHai3dbynD6LAoqsBePY/vsrBp+cJfdSsH63y8/g4+PCaO0360Cchei7wMZtZDx11FwLQGhtv6txoo3xAi8ds22B+tnkpTddADtptGx5JwucC5TkadMx2Xbnf8ZXDCZ+/NBdDqT6igRqidvxj1FJNCq8dq06acPDSYwvO4uArzQ3TKWevX2kyHgkvBA4qbVMzXloFN7vhSjs+bQXaAyPppMn0D7WlPEaSIkYtSVvl43MrSHoCrGE8AMesXEl0ir9Uz9YLu8y+CODjadPeOhPsDDdS7e8ilLnMfPGZn8JZ1WYsAY5xYIjdh4eBIHQHwnZE6umkqdQGB4ckKTrpMvGFXrI5k4+TKb//BOCc4EH8lV56nF4A4t1pMgnI2+Y7afD6IVhvwtc01ZTa9zxdZHFK6/o8XvpifaW88zlIxSBj95enTpzGSNt3zxNnY/S1UtqmUCPbtncT7zbhTAIyOYjZzeHkg0fS6Zj2dLWnicdgmH3Kc7ixhqs39/Hr1oMAaC90kM6kSMVMIxK95TrUj4CbUvB469EAPFdYQaS7j0TvG5cbD0DaAzE7h+N++Fitifyot5X7C1vp/mdfqb2ZBDh2SmdsHwbtLs7JQLcd/v88eAYnJBbzUHAaiWiOj4VXEIlECIVC7E2lY4dXIFS3V4veZ0VjED6IQRmP9wKdsRcRERER2Q/owF5EREREZD+gA3sRERERkf2ADuxFRERERPYDOrAXEREREdkPDPxYi/e4dDpNOl1+ukE0Gh3E2oiIiMi7lof+T3d7L1M/7FE6Yz+ABQsWEA6HS59Ro0YNdpVERERERAakA/sBzJ8/n0gkUvps2rRpsKskIiIiIjIgXYozAL/fj9/vf+uEIiIiIiL7AJ2xFxERERHZD+iMvYiIiMie5EanUovUD3uUuldEREREZD+gA3sRERERkf2ADuxFRERERPYDrkKhUBjsSrwbRKNRwuEwN0SGEAi5uZgUoUU5aEkB0D02zGZaAOikiR56iRIHwMGhmSaG2VsaYniJEsfBKeX/Pvvz0MQrrA2OIUotAEkCxPCSxJRTTYA5d78I05NmhZY82ToPPb76UvokgVK+3dTjs+WMZCs91JO19Zj2040wPQuRKpM4nIGmrFmu7d/+bJ2HNb7xtNEBQCjRBznAZ+L/GphBM10ATIqth+nAnbYeORcEcnBNxoS/XGvKKrojD+fZjEYmTZ42SBrYHIBhpv3Z0R58iRzZoHnDRaeviRi11Nm+jlVUPEEABy9e234fDlFqidn2F/s0a+MrxyOLQ5JUvzR96TiJ3hwAmQTkc/37yEn3D+8Y7x7gpRzeiocveavAyfSPd3vM98U8i59+Zdmq3zaj4suvBmCmGw5ImHDcZX767CbvB06C9f8y4XGxBjhpu4mbWgVjvXCbXXflOOAa/n7ORwHo6fEy94kuFo4eDkD28BQH/cWMd2tsPExfD5Ntg8d6YZIPRlRU2pcHj61H0AF/vlwnD+VTDj76s9Mz0eS32Thk3V5inlob7cWx4+vFoSHXSzBhByYBbPaZuQjw/+XhpYWkPTNN0U0+6DTjzYEBqAa22nIbgdk+0w6AgAvWZGG4pxwe5y63Z5UbpthyPAW4JQerbXiyB04MQJttv7sAX0iWy5ps+x+g3m3KaKvYTftzpoxiP/oK5f7yAEG77Lb9Z/uMlTUwuwouN9sKcwLwx6SpO8CsAAwtbv9ZCObMeGDzDEI0UAOY/UyU2tK+JkmgtJ1NW/UyjM7RHh4JmP0hQMhuoyPZSuinBTjO7sO2BE172tLlNkRsuSMh6ynv36pJ0UlTaV9bR5xpq14mO9F2R3uO6ISaUrkT1r9W6pvo2BraaaUHk9dmeklUbONnQyluJFtZxUTa7T5tc2ErXpeX7dtNxTIJaBxRw3/argut7+PpcdMAeJ4OutJduD1emzbNrNDRxGz71xTWEevtI2M3rUwSpo8fR7tj9q3XLXHBENMX7RNH8DxNrKUdgL60yeMT/lYAJvS8xtqG8u+LCbQT+oupVPa4JL72HJ0TGgHooIVp61fD+Bdt534STlwC37T76VEpaDCLHcFmeqgv5QvQA6U2mP7tKu87CxX7zpyDk0mX9klOxuwbK/drP9rmp2OG6evWxb1EZ3hZSxsAr+Et/a58jTjd9JbGyIeXBurZXDAby9U35+HKP5e34SN98Bkz/rQV4LYUXFpNtK9A+PQEkUiEUCjE3lQ8dohsgFDdXi16nxWNQfgABmU83gt086yIiIjInuRGb1wt0rUie5S6V0RERERkP6ADexERERGR/YAO7EVERERE9gM6sBcRERER2Q/o5tkBpNNp0unyY06i0egg1kZERERE5M3pjP0AFixYQDgcLn1GjRo12FUSERGRdyO3Pv0+sseoewcwf/58IpFI6bNp06bBrpKIiIiIyIB0Kc4A/H4/fr//rROKiIiIiOwDdMZeRERERGQ/oAN7EREREZH9gC7FEREREdmTPPYj6oc9TGfsRURERET2A65CoVAY7Eq8G0SjUcLhML+ITCQY8uDgMIZaYvafHnN+ugpmJUziRsxfpDm7sg+IADfYf5BM8sHhwEsuE35fvlyQPwe+vPkABAvgB16stWEHhqSh1g5bwJZT/AvYX7GcAq72wkx7E/BBDtRlwZ8vpw0AawMmHM5AbUWcryIvN2QDHnxZ06isz0PW7SWYtc/6jwObbfsaHej2wmcdAP61ssDQKS44vsrEz/RDgwOBXP82A/htu9KucvvDQNbWI2vqQvEVA7W2b+3q2dEeXvBNtN3u9PuZxUsDvbSu7zSJJw6BmdvhS3Um3Jwp1ynkmL4p3j8dgM5gI0lsX0G/5R3VEaf1VFvOjV5ocWC7bVNTAYKmDwGybi8xT20pz8p8s3hJEiBr55mDlyxeYsRtvEOUOElSNt4h6pg4J5PGSUPGTstMsn8dnTTkc3DSoZMB+NPy1WTseFfZbmgYZn72bIOMB648dIr5nl7aaeW5wgoA2lytVNt6d7CVELU0UA/AI6uXcfDkZrZGTX9MDh1ENQF++epK01epcnmhelOn+hEm3PtP6EmU44v1G2ay5gdjfgnHfhJ+avs24YUO23+9eQi4zPYI5XnWaefh/QlYkYOz7CAHXDDEnuto85jtZ5GdaDP9UJeHf9lyro1zT1Wej7/4tAkfeBxsGGLTbodOoNWWe6AXplbBOJt30IGs29QHwFPovw1k3eVlTwFyLkjbhrsLZo4WT8n4MMvFXciHATvenOM3+5oRthxfvlw2mH1BLRC06RPAyzVmuTkJQ/ImHojW1RCllpj9opt6YnhL8y5JikTFHPxsx2az3QJsBa51w6XVJjyhD5qA7TY+B9lmD1GfybuHenrs3OkhQA+9jLdzqx2HTrpK5QIcysRSeC3tJB2znEmkScXAyZh0+ZyZ81W2vf81tpn7gZBt07rEehK2Tl4/JHpLRTBqfJgtr0dK32VyUOWBLXaqddfAgdvM8uiDPcz2H8b9m5eZNmyD+kY4cfQ0AM7oWAZ18Hj4aABW8TLvYyLb6ALglfQ6TvRPB8x2tpgUPZiCk06KCd422gsdAExyjSeLw+r0y2YIe3OlNgCcM3EGi3m5tG6Dt54ep9f2h0O8K1dKG6iDVMwsp2LQm4GYbV/MDxkvVJldKUfWmP7psXPtngPLZd4fmEInXWxObDZ12m72PfFYOa/uGhgRsX1XC101ELeb4aX1jRxPCwBP0EF3V4Rrmsy8XMxhrGEdsYLZxw1zNXEGcdrtxvYCvVwSe81klIcXwgexjgCJaI5PhF8kEokQCoXYm4rHDpHNsJeL3mdFoxAeyaCMx3uBztiLiIiIiOwHdGAvIiIiIrIfGNQD+4ULF3L66aczYsQIXC4XDzzwQL/4zs5OLrzwQkaMGEEwGOTUU09l7dq1/dJs3bqVT3ziE7S0tFBTU8Phhx/OH/7wh35penp6OO+88wiFQtTX13PRRRcRj8f3dPNERERERPaaQT2w7+vrY8qUKdx66607xRUKBc4880w2bNjAgw8+yPLlyxkzZgwnn3wyfX19pXTnn38+r7zyCg899BCrVq3i7LPP5pxzzmH58uWlNOeddx6rV6/m8ccf5+GHH2bhwoV8+tOf3ittFBERkfc4tz79PrLHDOrjLufMmcOcOXPeMG7t2rU8++yzvPjii0yebG7uu/3222lpaeHee+/l4osvBuCZZ57h9ttv58gjjwTgmmuu4fvf/z7Lli1j6tSprFmzhkcffZQlS5Ywfbq5Ienmm2/mtNNO4zvf+Q4jRozYCy0VERERESlLJpMUCgWCQXNX/2uvvcYf//hHDj74YGbPnr1bee6zfzel0+ZpFIFA+Qkhbrcbv9/P008/XfruqKOO4re//S09PT3k83l+85vfkEqlOOGEEwBYtGgR9fX1pYN6gJNPPhm3283ixYvftPxoNNrvIyIiIiLyTpg7dy533303AL29vcyYMYPvfve7zJ07l9tvv3238txnD+wnTpzI6NGjmT9/Ptu3byeTyXDjjTfS0dHBli1bSul+97vfkc1maWxsxO/3c+mll/LHP/6R8ePHA+Ya/GHDhvXL2+v10tDQwNatWwcsf8GCBYTD4dJn1KhRe6ahIiIiIvKe8/zzz3PssccC8Pvf/57m5mZee+017r77bn70ox/tVp777IG9z+fj/vvv59VXX6WhoYFgMMhTTz3FnDlzcLvL1b722mvp7e3liSeeYOnSpcybN49zzjmHVatW/Vvlz58/n0gkUvps2rTp322SiIiIiAgAiUSCujrzLp3HHnuMs88+G7fbzfvf/35ee+213cpzUK+xfyvTpk1jxYoVRCIRMpkMQ4cOZcaMGaXLatavX88tt9zS7zr8KVOm8Pe//51bb72VH//4x7S0tLBt27Z++TqOQ09PDy0tLQOW7ff78fv9A8aLiIiIvC0eyi98fK9TP5SMHz+eBx54gLPOOos///nPfOELXwBg27Ztu/3yrn32jH2lcDjM0KFDWbt2LUuXLmXu3LmA+UsH6HcGH8Dj8ZDPm1cxzpw5k97eXpYtW1aKf/LJJ8nn88yYMWMvtUBEREREpOxrX/saX/rSl2hra2PGjBnMnDkTMGfvp06dult5DuoZ+3g8zrp160rhjRs3smLFChoaGhg9ejT33XcfQ4cOZfTo0axatYorr7ySM888s3Sn8MSJExk/fjyXXnop3/nOd2hsbOSBBx4oPdYSYNKkSZx66qlccskl/PjHPyabzXL55Zdz7rnn6ok4IiIiIjIoPvKRj3DMMcewZcsWpkyZUvr+pJNO4qyzztqtPAf1wH7p0qXMmjWrFJ43bx4AF1xwAXfeeSdbtmxh3rx5dHZ2Mnz4cM4//3yuvfbaUnqfz8cjjzzCVVddxemnn048Hmf8+PHcddddnHbaaaV0v/71r7n88ss56aSTcLvdfPjDH97tmxJERERERHbX6NGjOeOMMzjjjDM48cQTd7o0vPgI990xqAf2J5xwAoVCYcD4K664giuuuOJN85gwYcJOb5rdUUNDA/fcc89u1VFERERE5J3yq1/9ioceeojLLruMf/3rX5xyyimcccYZfPCDH6S+vv7fynufvnlWRERE5N0u6/aQdbsGuxr7hKy7AOQGuxqD6vjjj+f444/nu9/9LqtXr+ahhx7i5ptv5qKLLuKoo44qnc0/4IADdjlvV+HNTplLSTQaJRwOc/la8NdBJgH5HFw2fhwAk27cDB9JAdA+biRraaOHXrMucWLES3nNWxmBv/ng/0ua+OE1bMb8GyaLlzY6aKfVrluLg5dJmHsROmghSYBjVq40mdU6EAZqbT0DNfRQD0AS83KvBOWXfDl4ydq/5xz7sxx2SumSpMjilL7L2p8Xdq03CXyAHzoCzabNtLIZ0/4QtdThELP5JknhxUu1rYcPhyzeUp9000urbf/7aMfBW6r7pMR6WO+BIWYn0NHaTHO2i6Qv0K9/iumzFe3z4eDDoc6WU5muMq1TqmegtG7RByL/ACDdmMXf5IOvVpuI97mhLgs+c5M2QQeKD1EK0v+2dA9mH5atCPsq0lQ+ISALbHGBz26WtTa+Mq17h3XckPWYL7JuL46n3J5iO4uciuXKvthRZT++04KkmOTrYeGIHgCaEnBw12UmMnQbtAAJm7gRmFMFv8wUV4ZTvDDJZ8JtXqgpQJ/9hXl/AhbaXxgbr6aj7pv8bbIJn/fsNhg7Ag60ebd4YFMOnvyl/eLPMPY3ZtFnyy4a7TZlDrcdH3BBi7s8/jE3rLED3O6Y+MdsOAyEgHo7iEPcsCUH2+wYF1+nYZtEBOj8rg2MB+6F6bZe49wwtarc/u/EYJrPfAcwCgjY9rsLpn5Bu10HC+Uyin3pg4R9+lfMU1uaE8VtwWe3+27qOSaxDGpSduV1cOAh5T5a9F049otm+QAPnFYNo2y5tVkI50x5AKtqYEKf6RcgG/CQ9AUIvWwHfUuwXOe2NIkmP9s8TQB00mS3eRMfJU6UOEmK9eq/H4s6cZyMedlh3oHJoYNoL3SYnnW18dGu1axtGgPAcwTopAuAagL0FHrpi/WZPDPgpM1PMPv+vGN+FsPjDjUNClHLa9s3k7HNySShJwExu7l110BjH0xqMOHef8KY99WwfZspK94F/7LTOR6AmB+GR0z4D8Pguno/Xe3lNvVmykPaXQszRpo5epj/EJ7tWlmqY1U1hENh5th97RN0sbWrm2uaamxf1vKE/UXS7nSQ6E2X2nDt6DAxamnr2my+yMGy5slMu/BlE/56jo6x5nfBKtoYz1YmJMyj+h4PHs0HXDXlSj64CCbFoPh6Gft7pBMzxtM6VsPFNu57bmjJ091g+rYxFgFf+feOg5du6onZekdxSnOh+DtsBgHi0RxHh9cRiUR2+0kju6t47NDV5SEU0oE9QDRaoKkpNyjjsa/bsmULDz/8MA899BB/+ctfOOCAA7jxxhv54Ac/+Lbz0Bl7EREREZFBNnz4cC655BIuueQSEokEf/7zn3f50es6sBcRERER2ctyuRweT/lf8IsXLyadTjNz5kyCweBuPRnnXfEcexERERGR/cGWLVs45phj8Pv9HH/88Wzfvp0PfehDzJw5kxNOOIFDDjmELVu27FbeOrAXEREREdlLvvKVr1AoFPjjH//I8OHD+dCHPkQ0GmXTpk20t7czdOhQbrjhht3KW5fiiIiIiOxBjseL49HNswCOR0/FeeKJJ7j//vt5//vfz9FHH01TUxOPP/44I0eOBOAb3/gGl1xyyW7lrQP7AaTTadLpdCkcjUYHsTYiIiIisj/Yvn176SC+oaGBYDDImDFjSvHjx4/XpTjvtAULFhAOh0ufUaNGDXaVRERERORdbtiwYf0O3C+//HIaGhpK4e3bt1NTU/NGq74lHdgPYP78+UQikdJn06ZNg10lEREREXmXO+yww1i0aFEp/O1vf7vfgf3TTz/NoYceult561KcAfj9/l1+dqiIiIiIyJt58MEH3zT+iCOO4Pjjj9+tvHVgLyIiIrIHZd1esm7dPAuQdReA9Fumey9YuHAhRx11FF5v/8Pxww8/nGeeeWa38tSlOCIiIiIie9msWbPo6enZ6ftIJMKsWbN2K08d2IuIiIiI7GWFQgGXa+f/5HR3d+/2zbO6FEdEREREZC85++yzAXC5XFx44YX97unM5XK88MILHHXUUbuVt6tQKBTekVru56LRKOFwmLsPjBD0hPjwNhdUAyd5TIITA3BA3izXZeGwMeC1/145LwqTfDDW/h01tAAnfh6mm7eKPTuxj9YHgwC0Oi6YDEy2+RbXG2qHKZADfw58+XLYCwRsRd2Azy4Xf262fw2+XgvNSbM+QNoDkSoIOib8vBcOrijHXTA/AXr88H85+I79C/LDEdPmNlvPFFBv0251Q70Ltto6tth/DBXLAfh6Ejba5eM8cHiVWT7MZdpWbJ8vb9tbKLfPA2TtugkPJLzgKZTTu+2yp2CWPRVTvPJ/VO218HS2PC4t7nIdd+xnX6FcdrFvK8PAPbNM2o+/OAOql8BhNmKYC4Z7oN4WXu+GIe5yOOCCmmL7CuV6F9vjKcAttm/vOhymL4FGm3eLB6pdJo/KcDHfenc5rmaH/ij28479VVlusb92nFM7tL1fXDG+yNM/nPWYFbPuNz6v4MuX54kvlzNjXbwcMwL4K8oq5l2sSxfwF7MtMc69wxjm4fNZ+Ps4E25dDy3ASNs/7QXYavM51WPG7Ns/MeHQJ6EVkx7gUB9sz8NdPwcgWnUhLw01Ue/fvBq8x0J4u/nCC3SOA861K58CLAHW23APMA6w6Rli0wCMt/HfNMEDf2PqMbSiQ9fnofiajUixLIC/A382dQczZ3yUT+eEKW9HRSH7c5QHFuVgku2bEwMw0VvePoKO2c/V2vRBymMSs+HimDxdBxNipjxbx2yrB9+f7DjV5c32NjJlwsMq6vU1H5xRBRP6TLihnAcA7QFoSsH9dgf4gRwMNytnmzz0+OqJ2kpGqSVJgBBxADppoodeojbs4JDE1CFZSJHOpHDSZru7psbP//OMZ7OdIFEnTiaRxsnYrmysYZiryXZFgG562ZboBCCTMGlamsxG25vuJRXL4dg5nUman58YPwWAdaToptfUw9anL23qmIrluKRpDPcX450U1d4AScekO9Q7kaXRlQDEu2H82GYOpQ2AvzoriHenScVMefUjIBWDhJ12iSRk7JjFAhDzwyVjDgLgeHq5qxBn+zYzDk4agvWQMNUgFYOU7YuYH+IB8+ulmBfAbc2mff+XfpGeTTnith4A86YexGbqAViUXkqit/zyIidNqZ+L/ZnJlcvyO+UyAMbYTaMnAWkvNDqQicNdR5vLG0KhEHtT8dhhU6SGUEjX2ANEowVGhfsGZTz2FZ/8pNkv33XXXZxzzjlUV1eX4qqqqmhra+OSSy6hqalpl/PWGXsRERERkb1g3rx53HLLLdTU1NDe3s7Pf/5zamtr33rFt0kH9iIiIiJ7kIMXB52xB3B4b18ocvPNN/OVr3yFmpoaFi5cSCKR0IG9iIiIiMi7TVtbGz/60Y+YPXs2hUKBRYsWMWTIkDdMe9xxx+1y/jqwFxERERHZC/7nf/6Hz3zmMyxYsACXy8VZZ531hulcLhe5XO4N496MDuxFRERERPaCM888kzPPPJN4PE4oFOKVV15h2LBh71j+OrAfQDqdJp0uvxktGo2+SWoRERERkbentraWp556irFjx+705tl/hw7sB7BgwQKuv/76wa6GiIiIvMs5eMjqnaAAOOQHuwr7jOOPP/4dz1OzbADz588nEomUPps2bRrsKomIiIiIDEhn7Afg9/v7vQlMRERERGRfpjP2IiIiIiL7AR3Yi4iIiIjsB3QpjoiIiMgeZN48q3OpoJtn365PfepTzJo1i0984hO7tJ5mmYiIiIjIPmTDhg1ce+21HHbYYbu0ns7Yi4iIiIjsQ/76178C8NJLL+3Seq5CoVB4u4kdx+Gee+7hlFNOobm5eZcKereLRqOEw2E2RYKEQi6SBEofgAQBHPt30ozHNrDwkijHvf49s/LcL8Fp1TDO/oPk4TRM8kGbx4TrsuC3rw325SHtYf1s83KscSkXHAfMtE/o6c3DC1mYW23CbV6oy4PHDuOfHFiTNcunVUOLB5ZnTDjgglTB/AQY64WWvCkTwF2AoFNutK8iXzB/Btoq4wayQNiG85T//+Oxy8W0i2tgbcHUBWBMEoY45fS+irQ+m+84G24Brq6BFne5ToFc/zonvOVwZZ3dBZO2WI7b1tNXES4uY8sNVNSj8k3OxTaxw3dFO8RlPZ7+YXf5b2jH4y3NG1NsRZxdrozfMc1b2TG/t1rXR3nMvXbZoX8dK7+v/K4yXE2q9NOHQx3xUv7VpEr5VZMilOgz/Q39+26tDz6Vha023PlLem87G1e1mbNLH/Qx/OkAB3ddZuIPvg1GYbYnsHPa9n29y8zn4tzI23m/1sZfsJZfv38YU6YkADjkJyug9TgT1zEODlxfrteGIXDS9nI5k3xmOypuS7+Iw4pinV+E6YfAZFvOcE9524PycjH8g1k8ePLDHLLM5D1u+/hy2a3AoT7TLjDbe4DyHA865X0HmPnuL7YXSHnMdwB++s/5gPku4TP7lqSnvD8rjn+UWgCi1BKz4wmQJEWUOFk7L0I2XWXcBNpK4W56Sdr54RQcvC4v1bYsH16yOKU8QtSW0kaJEyVO0jHhTKL80sAir9/DAf5yWT2FXgCyOYfrNqVZPHYKAIvZSqwQZ5JrPAAr0i+SiuVIxWx35cCx2acyEPOD324aLY2QScIWuyuNB2BcBkYeVAPAppf6iNpuTntNfMzusv8Zhvf9E75y4DQAfv/6MjbFTRqAKSHYtglWjTDhLcV9KtDWDd010B5uMu3PHwGudsYk1gCmfgduM2UAvDisiUxhKACz29fQ3gD/DAcBOH1Vgnt6g/zsOBN/ietHsOwjtB9u3nj5PE200wFAA/WMpIUPdP7DZLzdxZqJB/CCHbN2OoglImQSO/edkzHLedsfcaAhWO677hqIBSDuL/cXwDlmiLlp6NXw0QUmcF1xntufw4ANbrjZ7jTO80FzEoaYYDbswfctm+F1x8O3F8JPUkTzEH4NIpEIoVCIval47LAmMoy6kC6SAIhF80wKbxuU8Xgv2KVZ5vV6+cxnPkMqldpT9REREREReU/41a9+xdFHH82IESN47bXXAPjBD37Agw8+uFv57fKfj0ceeSQrVqzYrcJERERERARuv/125s2bx2mnnUZvby+5nPlXV319PT/4wQ92K89dvsb+c5/7HPPmzWPTpk1MmzaNmpqafvGHHnroblVEREREZH+UxUtWzysBIKun4pTcfPPN/OxnP+PMM8/k29/+dun76dOn86UvfWm38tzlA/tzzz0XgCuuuKL0ncvlolAo4HK5Sn9tiIiIiIjIG9u4cSNTp07d6Xu/309fX99u5bnLB/YbN27crYJERERERMQYO3YsK1asYMyYMf2+f/TRR5k0adJu5bnLB/Y7Fr6/SqfTpNPlJzBEo9FBrI2IiIiI7E/mzZvHZZddRiqVolAo8Nxzz3HvvfeyYMECfv7zn+9Wnrv9HPuXXnqJ119/nUwm0+/7M844Y3ez3KcsWLCA66+/frCrISIiIiL7oYsvvpjq6mquueYaEokEH//4xxkxYgQ//OEPS5e+76pdPrDfsGEDZ511FqtWrSpdWw/mOntgv7nGfv78+cybN68UjkajjBo1ahBrJCIiIu9GDl4c3TwLgKObZ/s577zzOO+880gkEsTjcYYNG/Zv5bfLs+zKK69k7NixbNu2jWAwyOrVq1m4cCHTp08vvSVrf+D3+wmFQv0+IiIiIiLvtGAw+G8f1MNuHNgvWrSIb3zjGzQ1NeF2u3G73RxzzDEsWLCg35NyRERERET+HQsXLuT0009nxIgRuFwuHnjggX7xhUKBr33tawwfPpzq6mpOPvlk1q5d2y9NT08P5513HqFQiPr6ei666CLi8TiDberUqRx++OE7faZNm8bRRx/NBRdcwFNPPbVLee7ygX0ul6Ourg6ApqYm/vnPfwLmptpXXnllV7MTEREREXlDfX19TJkyhVtvvfUN42+66SZ+9KMf8eMf/5jFixdTU1PDKaecQiqVKqU577zzWL16NY8//jgPP/wwCxcu5NOf/vTeasKATj31VDZs2EBNTQ2zZs1i1qxZ1NbWsn79eo444gi2bNnCySefvEtvod3la+wPOeQQVq5cydixY5kxYwY33XQTVVVV/PSnP+WAAw7Y1exERERERN7QnDlzmDNnzhvGFQoFfvCDH3DNNdcwd+5cAO6++26am5t54IEHOPfcc1mzZg2PPvooS5YsYfr06YB5MdRpp53Gd77zHUaMGLHX2rKjrq4uvvjFL3Lttdf2+/6b3/wmr732Go899hhf//rX+e///u9S+97KLp+xv+aaa8jnzY0P3/jGN9i4cSPHHnssjzzyCD/60Y92NTsREREReY+JRqP9PpWPGH+7Nm7cyNatWzn55JNL34XDYWbMmMGiRYsAcwl5fX196aAe4OSTT8btdrN48eJ/vyH/ht/97nd87GMf2+n7c889l9/97ncAfOxjH9ulK2J2+Yz9KaecUloeP348L7/8Mj09PQwZMqT0ZJz9WWhzglAUQoE+qIVooAaAJAGytjvXzB5GzWuHsNiGvRzMtOBqmG37Z7gHWjxQ/C9RHTDtp2a59ZM8W3B4f6zBhI8DZvphapVNm4exXnif/ZssmIFADvz2aUSfLkDA5utOQAIYY4e51oFawGfj08DmKnCbJxtxaRa+XGuW/ycOG4EpNu2hPqh3w0bHhKtdMMkHP0ma8EvjYO4Gszy1ysS12DvffXk4GAjaBmfdcDhwsm3DUX6YWDEVn0rDdPsY1eP8EHDBjTETHuWB06rhkWS5L2d5oS5rwnkXeArlvHKucvs8mL4ptt+H+dPWY6vl85RWS/oC/cbUwUuy1LGUvq+M3zGu8jsvDiHi/dI4FXk4pbniUE0KH6afi3UohkPEmTR/E8zym4zCGQg6po8BugLl9rsLZm74KsbBTfnP+XJzd5YFshV9mXPBtmrotSsFMGPy5DgTPnY9HGDjXs3BkiEQ3G7CU4ADPISG2zGqd8MvgFdnm/CBj8FYW25LHmb5zPwBaLuCeq4obSsnfdGB67KmPgDpAKxyw3cTALzUk+Hgri220yeDMxH4nIlrupDl43NMmWLS1tfVcd6zW/j76HoAen82hRf+27T3OC6DyG3QYus1c7uZhynbH1tyZu5tsdvd5+rK211qJvTWwM/tWwMX5iAEtNk6T60y4xew685axNyhofI8fRTY6i2XsyZb3u4m+eDbZ8PM39i+9Zr82mzf35OAarvurAAMLZj5AfCxNBznMdsbwPY8HOkh+C9Tr+BHD+QPk54D4MNr0sCxUL3EjhEw0W32PcUxHOKGCbZN4Z5yOZ4CXOuGy1814YY0+PNm3wMQBF7yw/CICQ+D7kAYn90+Qp19dDY3AhClliitxLxm5ROSi+lobqadVpO2uI792UkTnS4zaGecsgy+UscM30oAZjRBe2AkdbQDcPYqDxyQK4+bH6INZn++ljZi1DLepm39aYzsJ9P4snbMPu6C6z3Qbse4CVhsLlFl7jB4cBuMt3H+PKQ90LkMgMNH+gl6W+G6DhP/wYLZf68MmvDYGHTU2L5y4P2/g+n2TN2X/w4HZGCIrXPabsyn2G18XpK+EaaczQ9lGXJHiKEFO0bJccC5XIId05lz4b4q2rrMO1ra6rrN/gSgthuC683vJiDRVEUDvXx0Va/5YnQO/NDR1AxAjFq8dh814fl/Ej28is2ljQe6qSdm93FJUiRJcd7Ldn6cW4BfeUyeQHfhFrbZHUKCAD4cmukCoId6ogfXwu1m1RBx6oiX5kMML3VfN/U45vbHYHotnA3EMb9zBpGDl6yeigOUn4qz45MGv/71r3PdddftUl5bt24FoLm5ud/3zc3NpbitW7fudFOq1+uloaGhlGawBAIBnnnmGcaPH9/v+2eeeYZAwOyc8vl8afnt2O3n2K9bt47169dz3HHH0dDQUHrspYiIiIjIm9m0aVO/Jw76/f5BrM3g+M///E8+85nPsGzZMo444ggAlixZws9//nO++tWvAvDnP/+Zww477G3nucsH9t3d3Zxzzjk89dRTuFwu1q5dywEHHMBFF13EkCFD+O53v7urWYqIiIjIe8g78Sjxlhbzn6HOzk6GDx9e+r6zs7N0MNzS0sK2bdv6rec4Dj09PaX1B8s111zD2LFjueWWW/jVr34FwEEHHcTPfvYzPv7xjwPwmc98hs9+9rNvO89d/r/QF77wBXw+H6+//jrBYLD0/Uc/+lEeffTRXcrrrR5h1NnZyYUXXsiIESMIBoOceuqp/R5h1N7ejsvlesPPfffd1y+vO++8k0MPPZRAIMCwYcO47LLLdrXpIiIiIrKPGDt2LC0tLfzlL38pfReNRlm8eDEzZ84EYObMmfT29rJs2bJSmieffJJ8Ps+MGTP2ep2LHMfhG9/4BscffzyLFi2ip6eHnp4eFi1aVDqoB6iurt6lS3F2+cD+scce48Ybb6S1tbXf9xMmTOC1117bpbze7BFGhUKBM888kw0bNvDggw+yfPlyxowZw8knn0xfn7l2cdSoUWzZsqXf5/rrr6e2trbfHdTf+973uPrqq7nqqqtYvXo1TzzxRL97BURERERk3xOPx1mxYgUrVqwAzA2zK1as4PXXX8flcvH5z3+eb37zmzz00EOsWrWK888/nxEjRnDmmWcCMGnSJE499VQuueQSnnvuOf7xj39w+eWXc+655w7qE3G8Xi833XQTjuO8s/nu6gp9fX39ztQX9fT07PL1UW/2CKO1a9fy7LPP8uKLLzJ58mQAbr/9dlpaWrj33nu5+OKL8Xg8O/0b5Y9//CPnnHMOtbXmZqvt27dzzTXX8P/+3//jpJNOKqU79NBDd6muIiIiIrvDwYPzpk8seO9wyO1S+qVLlzJr1qxSeN68eQBccMEF3HnnnfzXf/0XfX19fPrTn6a3t5djjjmGRx99tN9Z7l//+tdcfvnlnHTSSbjdbj784Q/vE09yPOmkk/jb3/5GW1vbO5bn2z6w/+c//8mIESM49thjufvuu/nv//5vAFwuF/l8nptuuqlfx/+7io89qhwYt9uN3+/n6aef5uKLL95pnWXLlrFixYp+/wF4/PHHyefzbN68mUmTJhGLxTjqqKP47ne/u9Md2TuWX/nopWg0+k40S0RERETephNOOOFNH9Dicrn4xje+wTe+8Y0B0zQ0NHDPPffsier9W+bMmcNVV13FqlWrmDZtGjU1Nf3izzjjjF3O820f2E+ePJlbb72V//mf/+HEE09k6dKlZDIZ/uu//ovVq1fT09PDP/7xj12uwEAmTpzI6NGjmT9/Pj/5yU+oqanh+9//Ph0dHWzZsuUN17njjjuYNGkSRx11VOm7DRs2kM/n+da3vsUPf/hDwuEw11xzDR/4wAd44YUXqKqqesO8FixYwPXXX/+OtUdEREREpOhznzOPY/7e9763U5zL5SKX27X/bsAuXGN/ww03cOmll3Ldddfx0ksvccwxxzB37lz6+vo4++yzWb58OePGjdvlCgzE5/Nx//338+qrr9LQ0EAwGOSpp55izpw5uN07VzuZTHLPPfdw0UUX9fs+n8+TzWb50Y9+xCmnnML73/9+7r33XtauXctTTz01YPnz588nEomUPps2bXrH2iYiIiIi7235fH7Az+4c1MMunLH/3Oc+x5w5c7jooouYPHkyP/3pT7n66qt3q9C3a9q0aaxYsYJIJEImk2Ho0KHMmDGj39vDin7/+9+TSCQ4//zz+31ffPzRwQcfXPpu6NChNDU18frrrw9Ytt/vf08+U1VERERE3p126ebZsWPH8uSTT3LLLbfw4Q9/mEmTJuH19s/i+eeff0crCOb1wGBuqF26dGnp+v5Kd9xxB2eccQZDhw7t9/3RRx8NwCuvvFJ6kk9PTw9dXV2MGTPmHa+riIiIiMjb0dfXx9/+9jdef/11MplMv7grrrhil/Pb5afivPbaa9x///0MGTKEuXPn7nRgvyvi8Tjr1q0rhYuPMGpoaGD06NHcd999DB06lNGjR7Nq1SquvPJKzjzzTGbPnt0vn3Xr1rFw4UIeeeSRnco48MADmTt3LldeeSU//elPCYVCzJ8/n4kTJ76jN/uKiIiIvJEsXrJ6Kg4AWVyDXYV9xvLlyznttNNIJBL09fXR0NBAV1cXwWCQYcOG7fkD+5/97Gd88Ytf5OSTT2b16tU7nR3fVW/1CKMtW7Ywb9680hvFzj//fK699tqd8vnFL35Ba2vrTgf8RXfffTdf+MIX+OAHP4jb7eb444/n0Ucfxefz/Vv1FxERERHZHV/4whc4/fTT+fGPf0w4HObZZ5/F5/PxH//xH1x55ZW7lefbPrA/9dRTee6557jlllt2uo59d73VI4yuuOKKt/XXyre+9S2+9a1vDRgfCoW44447uOOOO3arniIiIiIi76QVK1bwk5/8BLfbjcfjIZ1Oc8ABB3DTTTdxwQUXcPbZZ+9ynq7Cmx1ZV/jABz7AL3/5y53eOPteEY1GCYfDRDohFILuQJge6umhHjD/ZovZv5OyODg4ZDFvEysu+yriL1y/HtL26T6+PJj3aZFt8tDjqydqv3DwksVLEvM8/yQBqkmV4pOk+tWzmkDFcookARroBWDa66vh9WoYnTQJhkAi6CfmqS3lXSxn0qp2yLvgtWqTdkwSQg6l/yS6ge0eOPQmEz7li3C2fXFZqgDXJuEsm/jEALQVwG/v8A7kIFjxprWcC3wV09BNuZw5wEu/hLmfMuHTqmGcu39e4Qyk7AqegulPAD/go/zsJw+Qs9/ZcDbowRepuPO8+O61nE1v1816TP4+e5d6NGCeNVudNf2fdXtxPGZ8vTmHYFcaFteZlVtTEM5C2Obts5/i0OUhGy7nn/D5++XlyzvlOhbrXxzmLZi5Y4uKBmtKczJKLT76v9Eua+eTaWqKBAGc0rz0Um0rVTkXihroLeVXzKOZLtPE9Z3w33YMzg7CiLQZFzDj4KZfv/fjA7J2OQgkKI+D2/aPr/9KxXEgb9Ivf5+ZP1O3fg+mf9HEjXTBWC/83maeBD7hg3o7qGO90OIuz8VADtx2HuZdZrk4l3x5M0eLc6nYluKrLrI7/Gt5SxCes3X8fQpehVcviACw9Kk6Pv7i04CtJ9/l4QnHcthWE2qNbQG+aeOWgHcdOB+z4XOB35jvi7zrILjdLFdX9F3ILldX1Dnggkm28pN8sCYLU+0jf0fkTB+A6ZPaPMRtgxvzEIbOQCNAxf7HzJEe6rF7FRpIMZ52YjZNO614cUrz7IRVS2F5oDwO4/tgWJ7EEPOwgh5PPa2Le03cX11wQgEabEf3+KEtTbbBbi/ZHO3BkXTSVKpXj93f9dBLkhTJgpnT6UyK2f7DaLTxfyVFp9NFJmHydjLg2GLyufIHIO9AbRM0NhU3YujuihCsN3U+2XsIm+22szr9MvGuHBnbIU4arpo8ksV2u1wZXY3X72GufyIA/6CLjq7OUtleP6RiZjmTgFQGYvY5DpPHeUjFcrjt5tD7T5P+lqT54vH3vZ9/OEtNX3SmCQ7pn1cmAf+yUzVuN++0zWtLGNL2VJ/fgcY+6LaP1G7rgdoU3HawGf/bnThd7WlusfHLhk/mH3Zf0JXu4mP+ttKYvEA7Xeku3HafluhNM61pMu10ALB9e4RvxyjvA0bCmoB5wl47TaXxBDhv0WvwWAE22m32CjeMzJa3xxeD8K0EAC8tK3Dw0W74XC3RvgLhs+NEIhFCoRB7U/HY4W+RSdSGdCkOQDya4/jwmkEZj33N0KFDeeaZZ5gwYQIHHnggN998M6eccgovv/wy06ZNo6+vb5fzfNtn7B9//PFdzlxERERERHY2depUlixZwoQJEzj++OP52te+RldXF7/61a845JBDdivP3b/zVURERETekqObZ0sce/PsEUccgcfj4bLLLuOyyy4b5FoNjm9961vEYubfajfccAPnn38+n/3sZ5kwYQK/+MUvditPHdiLiIiIyF61ZMmS9/ylOJXvZRo2bBiPPvrov53n237zrIiIiIiI7Lt0YC8iIiIispd1dnbyiU98ghEjRuD1evF4PP0+u0OX4gwgnU6TTqdL4Wg0Ooi1EREREZH9yYUXXsjrr7/Otddey/Dhw3G5/v2Xd+nAfgALFizg+uuvH+xqiIiIyLucgxdHN88C5ZtnBZ5++mn+/ve/c9hhh71jeepSnAHMnz+fSCRS+mzatGmwqyQiIiIi+4lRo0a96Ytad4cO7Afg9/sJhUL9PiIiIiIi74Qf/OAHXHXVVbS3t79jeepSHBERERGRvWDIkCH9rqXv6+tj3LhxBINBfD5fv7Q9PT27nL8O7EVERERE9oIf/OAHezR/HdiLiIiIiOwFF1xwwR7NXwf2IiIiIntQFg9ZHXIBkB3sCuxDHnnkETweD6ecckq/7x977DFyuRxz5szZ5Tx186yIiIiIyF521VVXkcvldvo+n89z1VVX7VaersI7/Zyd/VQ0GiUcDnNbZCzVITcXblwPG2qh2yYIuGByzCw3QaLWT8xTC0CSAEkCJAj0y3MC7aXlzbQAkCCAU/FXfRYvDt7SX/oOjv3eKYWzOHx0/WqzQsQHeXtTRsILW91wUMqEhzhQC6VquCHhK9ezWBaAFwcfDs2rek3aQ0+CzzwJH7ErD0lDXRaqbV6bAuDLm+XaLMR9EM5gM4OfVsHfbPgzNdBWKMe7K6Zg2gPnZeBTtpwjPSbfbyZN+OwgTHCZsgE2VMGaLBxn+yzoQMBuJDkXdAXoXv46AL6v1RMa6YIj7d+zARcd9zssmmr68v9b+C+oHmHiWjDphtvnDs8KmH4rtjGQA3+uXI9qoPg+s4jPfO8vNws3ULwnxmOXi+Es5bR5IFWRV3aHtN+tgt9mym2YWgXtDiRtH37Kb8YGIJgz+RYfneyuKLsybLPKejxk3XaeebyleQuUfhZl8XJo5yvQstB8cexx8BE7GQ5zmTkQdGxit+k3X6HUPw+fm+GwrSa4ogU+sMGk9Y/zwUwPnGjLG2X7upiXP2fyqWyDr6KNtUDcLieAhAs8hXLaMP1VjktxHYBv+/jDnzOMfX8fAIf/8i9w4Nzy/zhn97/BiYDLzEOABz/Kn067kzmP/LcJh26AxBBo3F5uUxZYORuAl5r+zMFdd0Lokya+BRhbkfcmoMMuR2fDlMegzW7jzxbg/S6YZOuzJmvmBMBYrwlvsdvDEDf8YDkcfIgJv89t0tS7y+mH2r4qbkfFbfPSnGl70NajxWO2jeL20eKBRsrrJrxmDoDp/3/6YYzdhmsdk4/Z7ZANeIj6amnsigDQ3RQmZiOj1JIkQNSGP/C7lTAiBxNsXgHoDodL+60e6ktpZ6RWEg3UEHq9z5YLHQ3NpbRtT/fAxCTRpprSut3UA+DDoYd6bCn00MuRpFhn99PVQDtd9NALwBy7HsBioJMuvvKS/X3QmGdx8xTWYfbD3fTiw0vShpOFFHWuWqrtNtZDL19ZakrOTsnR7mtllc2/ky4aqGeS3f+vwctmthJ1zKT3ebykMybfTCKHkwHH7g4cu7sthn88DtgED02YBsA62ulJdNt1y+kAAnUQ7y6H60eYcZ/pn27rsY6tXeV1PzF6MtNefsnETTyA5/HSSZcZUydOJpEmb6flxCHj2JBu5zC/mZdnb1zJ02OLdeqlky6aaSq1H+BkWgGY9tIaEgf5eM3TauObSnVM2r4878bXiKYKhK9LE4lE9voT7orHDg9HplMT0hl7gL6ow4fCSwdlPPY11dXVrFmzhra2tn7ft7e3M3nyZPr6+nY5T52xFxERERHZy8LhMBs2bNjp+3Xr1lFTU7NbeerAXkRERERkL5s7dy6f//znWb9+fem7devW8cUvfpEzzjhjt/LU/4VERERE9iCn4lLX9zpnsCuwD7nppps49dRTmThxIq2t5pKyjo4Ojj32WL7zne/sVp6aZSIiIiKyVx1xxBF4PB4uu+wyLrvsssGuzqAIh8M888wzPP7446xcuZLq6moOPfRQjjvuuN3OUwf2IiIiIrJXLVmy5D1/8yyAy+Vi9uzZzJ5tHqjQ29v7b+Wna+wHkE6niUaj/T4iIiIiIu+EG2+8kd/+9rel8DnnnENjYyMjR45k5cqVu5WnDuwHsGDBAsLhcOkzatSowa6SiIiIiOwnfvzjH5eOLx9//HEef/xx/vSnPzFnzhy+/OUv71aeuhRnAPPnz2fevHmlcDQa1cG9iIiIiLwjtm7dWjq2fPjhhznnnHOYPXs2bW1tzJgxY7fy1IH9APx+P36//60TioiIiLwJ8zJJgfKLNgWGDBnCpk2bGDVqFI8++ijf/OY3ASgUCm/4Rtq3Qwf2IiIiIiJ72dlnn83HP/5xJkyYQHd3N3PmzAFg+fLljB8/frfy1IG9iIiIiMhe9v3vf5+2tjY2bdrETTfdRG1tLQBbtmzhc5/73G7lqQN7EREREZG9zOfz8aUvfWmn77/whS/sdp46sBcRERER2Qseeugh5syZg8/n46GHHnrTtGecccYu5+8qFAqF3a3ce0k0GiUcDvPDyCiqQ262Fbroi/WRt/c2OBn4zt/Mv1C4pw9uL9A5vBGADlqIUUsDvSYvammmiyQBAJIEKpYhSrzfzSXDaGIGKwDopIlOmirSp5hBO82vdwOQGOlnm6cJgGpSNC9MQjhjMhrimAec5m3G62uInhonNMllwnOqYJLPLAdcUO+CgG1gbRbCWcjatP6Cyaf4wNSminyzgA9oGlLuwJO2l/Oe6Td5F+tVqbMK5n4Q+JgJHzwXGoGT7I3Mx/hMXTqrTLimAP4c+GzhvjzkXeX8/LlyG4oqH/Ja2QYfULxfOgukgdV15XJ8eVN2sZwhOeww9Lfj/S6eivypWN5ilzcH4fSEWZ4CBIFFNm4scJgHDrftbfNCXb7cJl/efBL2b/RVbviuzWumB47ywzjbQHfBrFfZV+5COZx1l/su6Ji+KPZNeof+2bHdvv7BrM9TXnZ7cTzlcwjenEMwki73ixtYHjTLf3JgapUZc4AL49DxS2j+pAkfCKyEVy+IANDZ6ePY330JWm8r99cIW+nhHqh3Q8ru4p6z8+3AivMZyQKssH258mrav2geL9b23QBwLDDOxDX+BkKYD0Cby+Q9xJY11mvCYMrb6MCfbHkrvwv0lMsM3WDy6fil/WIJTLkNJtr1J/nM9gdwb8r8nOntH3e/HeNu4OSqcvqxXhhplzcXTF1+ZtM22vWn2rlU74Zvx+AUf3ndm/tK1bwvmKW53ZR73OvjYcr6/nUc64Uttu8eTJXzSRVMfbbauDnVZr702nFoyUO7Cw6x/VOXhVrKc+tDwKt2+RgXXBmEE1vsF+PgM0+afQhAW8HM1XNsXpcGyuOdKsBsX3k/U5eFe/z0jtxmmn9JH0wZAbN85f4ojuf73NCQhpDdD9fZ+i2y+4P3xUyd/8uOy0VuaLHlhCFaV0MP9YDZ31f+jOElSpwkZmyzOISo5aMPvW7Wvz8BC0zfdQ5vpJMmQsRNc1dtBaD7fSavdlrx4dBJk807ziSbdtJD2+CYGGsazBzupIks3tLvlh56SZCi0dazk65SnaJOnHzOwUmbejg77Ko/0HQ0a1jH1mhnKd5J909Tuc6PPgTcZebd2unDWUcLnXSV6pEspEhnTNn5XI6zgpMB2EYt7XTw2TP/aTI6Owin9dHdFAag8fUI/LUGjrbztgm6w2G7bhNRaolSS1/U4azwYiKRyF5/IVLx2OE3kakEQ563XuE9IBHNcW54+aCMx77A7XazdetWhg0bhts98FPnXS7Xbt1AqzP2IiIiIiJ7QT6ff8Pld4peUCUiIiIish/QGXsRERERkb0on89z5513cv/999Pe3o7L5WLs2LF85CMf4ROf+AQul+utM3kDOmMvIiIiIrKXFAoFzjjjDC6++GI2b97M+973PiZPnsxrr73GhRdeyFlnnbXbeeuMvYiIiMgelMUhi55VApDd6QkT7z133nknCxcu5C9/+QuzZs3qF/fkk09y5plncvfdd3P++efvct46Yz+AdDpNNBrt9xERERER+Xfce++9fPWrX93poB7gxBNP5KqrruLXv/71buWtA/sBLFiwgHA4XPqMGjVqsKskIiIiIu9yL7zwAqeeeuqA8XPmzGHlypW7lbcO7Acwf/58IpFI6bNp06bBrpKIiIiIvMv19PTQ3Nw8YHxzczPbt2/frbx1jf0A/H4/fr//rROKiIiIiLxNuVwOr3fgQ3CPx4PjOAPGvxkd2IuIiIjIXnXEEUfg8Xi47LLLuOyyywa7OntVoVDgwgsvHPAEcjqdfsPv3w4d2IuIiIjsQQ4Ojp6KA4Bjn4qzZMkSQqHQINdmcFxwwQVvmWZ3nogDOrAXEREREdlrfvnLX+6xvHXzrIiIiIjIfkAH9iIiIiIi+wFXoVDQRV9vQzQaJRwOc0NkCIGQ+Xsoi4NTGPiu5f90mZ+hv7jgyDgddebRRp00EaOWrL0SKkmKJCnAXIdXzLtUBk4pPIMW2uigh/pSXkmbR2V6gDHUcigvs5Y2W06AJAE+EPsHNjHdDWFi1JbqnCRQWu62ZVTGVdty2uigNdJJNugx9fA1lfLpoIUGemmmC4DmbBc9vvpSe0PE6aG+lP+k3DpiHrNuD/WMZCuhSJ8pNAUE7E+AH1TBTD802H4P5MCXhwV5Ex7rhTn2CrOgA+6CiS+mDQFxm1fCA3kXDHFK/YHPxvltOGnDbhtXvM/FZz/F+1tygKeis3z0l6pY9thw/g3SuyvSFG2vKNe9Q9yO31Xeh5M34azHRGbdXoLZNAmfSeR4vP3GG6A50W0WspANekj6TPyO6epycRxP/yv5KtNUkyqFq0kRWt8Hm4MmMpwxY1Osa8IFvkK5/j5Tfkn/oo0ttsFPVcHhQHOy3BfFfv04cLKdL2DmTCBn5kRRuqIzH8qb+QPQ4oG6fHnueOw88le8MTHhhay7vPyynUdbcpAqwC12u3K+Z4v6DwCifi9DEx+D6t/YjjsCGAcsMeHQejNPsX2x8VzgTgAWjvaz/cAsx85JAFBI5nnphQBH/sFMoIVjvHxgw9/tyl+E5iUQtsFinsV37XUDzYAdFka6yu0f64V6NxRf31GXNWNWbfsjiBkX27Xdgf77kbb1m+H1GhMYnoDaAkRtX9XmocsHw+wgt1ebvAO2bxvzpToX823buNl80QCd4cad9lPFcIg4h/7UPpp4gsvk2VKx8W33wRBb7qo6ODAOQ+x8eKkGJtr9Thg6g41EbZsa6KWHeiZ0vGaq3DqSDlpwSvvwsjkvP8faiaOZEDNpeaoO3hcrb+O/DsBVvTC32oQD9hfFp2x/NSeh0Sm1NxqsKdWjdel2aMzAcNt1gZHUEadxSwSAbJOHHl89YH439FDe7zbTRTNdvMBEAGLEqaOWSawz3UEbPfQCECVe+p0C5d916Yz57oP+Q1hHig62mrwSERy7L8y/wUtFnTRkbCd5q6B+hJ9Er1khFeu/TsMoD6lYrhTnpMHJmLgvHzqG56lldfplABK9OTKJ8vpV1eV8Qs2mjEwC0jH48SEQiUT2+jXdxWOHX0YmEQztuPN+b0pEc3wyvGZQxuO9QNfYi4iIiOxBWRyyunkWgCxv8NefvGN0KY6IiIiIyH5gUA/sFy5cyOmnn86IESNwuVw88MAD/eI7Ozu58MILGTFiBMFgkFNPPZW1a9eW4tvb23G5XG/4ue+++wBYuXIlH/vYxxg1ahTV1dVMmjSJH/7wh3uzmSIiIiIie9ygHtj39fUxZcoUbr311p3iCoUCZ555Jhs2bODBBx9k+fLljBkzhpNPPpm+PnMd5KhRo9iyZUu/z/XXX09tbS1z5swBYNmyZQwbNoz//d//ZfXq1Vx99dXMnz+fW265Za+2VURERERkTxrUa+znzJlTOgDf0dq1a3n22Wd58cUXmTx5MgC33347LS0t3HvvvVx88cV4PB5aWlr6rffHP/6Rc845h9pac7PRpz71qX7xBxxwAIsWLeL+++/n8ssv3wOtEhERERHZ+/bZa+yLr9MNBMpPP3C73fj9fp5++uk3XGfZsmWsWLGCiy666E3zjkQiNDQ0vGX50Wi030dEREREZF+1zz4VZ+LEiYwePZr58+fzk5/8hJqaGr7//e/T0dHBli1b3nCdO+64g0mTJnHUUUcNmO8zzzzDb3/7W/7v//7vTctfsGAB119//b/VBhERERGHnJ6KYzn9nvUs77R99oy9z+fj/vvv59VXX6WhoYFgMMhTTz3FnDlzcLt3rnYymeSee+5507P1L774InPnzuXrX/86s2fPftPy58+fTyQSKX02bdr0b7dJRERERGRP2WfP2ANMmzaNFStWEIlEyGQyDB06lBkzZjB9+vSd0v7+978nkUhw/vnnv2FeL730EieddBKf/vSnueaaa96ybL/fj9/vf8t0IiIiIiL7gn32jH2lcDjM0KFDWbt2LUuXLmXu3Lk7pbnjjjs444wzGDp06E5xq1evZtasWVxwwQXccMMNe6PKIiIiIiJ71aCesY/H46xbt64U3rhxIytWrKChoYHRo0dz3333MXToUEaPHs2qVau48sorOfPMM3e6jGbdunUsXLiQRx55ZKcyXnzxRU488UROOeUU5s2bx9at5hXYHo/nDf8IEBERERF5NxrUA/ulS5cya9asUnjevHkAXHDBBdx5551s2bKFefPm0dnZyfDhwzn//PO59tprd8rnF7/4Ba2trW943fzvf/97/vWvf/G///u//O///m/p+zFjxtDe3v7ON0pERESkgoOD8+64SGKP082ze9agHtifcMIJFAoD3yV+xRVXcMUVV7xlPt/61rf41re+9YZx1113Hdddd93uVlFERERE5F3BVXizI2spiUajhMNhbowMJRByE6KW8dSzmRQAPfSStMtRJ04+5+CkcwA4GfBWQVXQ3Ix7uPcQzuhYBu3VJvMpSdrrRgLQTT091JfyCuHlhOMWw5fqTNpJMWiEbJ0HgE5fEz3UE8W8kCtJAAfHLqfI2vMEAFkcfHjJ2nBlGoA2Wik+3b8Hc4ZhvK3HoalX6Ag000kTAM100bqxE86xK1xbB0OzZnlIGoYVIFjRgRFgU5VZrs2CrwDFe5N9QNou1wIe6Ag3m/bRRCtbqS72LbXEqCWBeb9BjFqyeEv91QD4Ktpn4gKlto4kVQo7O/xdm92Fv3OrSZXqZPqrvlRuHXGcinJ3zNfBwYu3tP4bjVmxPZXjVwyb8sttKuYH7DS+O67rw0uzHcM6O2d8dt1hxJmWWG0Sv1QFQzIQ3qHhPvvTDXgqvs9VLHuALBCz4QAQhKzPrODL5kx8tiKvfMVyZb47xseAW6tguE00Iw+BHLjtbiyQK985VFnXYr0q6/lG4i7z89MFGOGGqVXluFQBxlaM5SNJeN1WbNE44Hs2Ygg0HwejbDAERIGlVwOwfsg3SXtg3HYzNv7cUdC4BBI2fZDycvII4LvAb+wXpwBDuOeQY0xJozO0PO+n1b5mI5R28OcW2bTjgSXAOBv+M7AeDr7NBFswY5C00dWU+6zOBQFXua2nVcMBFWfZvpmEFg8cZTfiCS6oswMadKA2X97+3UAAosEaALt/C1BH3HZPnDWML+3DYsRL8z9RsY0V46JOHCdjdhhOGqqCHub6JwLwN7bSFe02xXrhguAYnrDbwJb0VjKJHBnbt40javiMy8uv7ba0NdpJys7ZTBLyDiRs38T8kPFCt2kCaTsNftpsXp74Mg4ru14p1ekDI2ewKL0UgI/4x/MnttLdFTFt6oVMAmoby2XVjyi3sfef0DDKzO8mfxM+vKXt+xLXTDj2N3CHSRudUMMaxrPZrtvBVmIF06+nutrooZ7neRGASDSCkymX46RN2Y7d9+Zz0NRmllMx+F4GEqPN+P7R00YHW3EKpi/nfnYLh/zkZ/D5q8wKZ1RBa5/tWEiE/fR46gGzD5/2ow0wx3bmKPr9Lumhng90/AO22206W3FWe2SWRJMfX96U2+OrpznVDV02vgE6gs3E7Nzppp6Y7avK322JaI5PhV8mEokQCoXYm4rHDj+KjKY6pDP2AMlonivCrw/KeLwXaJaJiIiIiOwHdGAvIiIiIrIf0IG9iIiIiMh+YJ9+QZWIiIjIu10WB6/OpQKQ1VNx9ijNMhERERHZq4444ggOPvhgbr311sGuyn5FZ+wHkE6nSafTpXA0Gh3E2oiIiIjsP5YsWaKn4uwBOmM/gAULFhAOh0ufUaNGvfVKIiIiIiKDRAf2A5g/fz6RSKT02bRp02BXSURERERkQLoUZwB+vx+/3//WCUVERETehHnVoM6lAji6eXaP0iwTEREREdkP6MBeRERERGQ/oAN7EREREZH9gA7sRURERET2A7p5VkRERGQPcnDI6lwqoJtn9zRXoVAoDHYl3g2i0SjhcJhLnoeqOrhs/DjaaWIN6wDoTfeSSeQAcHvMOqlYef18rv9yZXhHwXo4rWkGAFm8ODhEiQMQopYjeZnGWMQk9sELgYPopAmAGHGSpEp5nbd0I/htYTcU4Ld/BX4DQNrzQ/xNPjjB7myGe6C+Yscz1gsbHbN8jA9qsxCwebkLcFkOTrJPDjrOCx47lV4GJgI+u/EGHRjiQNzmXZ0HH9Bgy0kBAbvshqzHgy9ny8kCcaDYX6OuhtANcJbt5KP8MM4N4YwJN2ZM3gDF94sF7c+cLaeYl8fmXwxv80Fd1tbR9C22GHymbqWwrWulrMdEZt1eHI+XKLWlOAcvyVIji03z2qyd0nKRD6eUJluxbvFnA70ATOtabdpXrEsW/tVixmFo4iGYMhdabNzUKjOmLbYR9Tm4IgGNNn52wMwBgIDLfOpt5/jyZh75KnbIvjz47ZhX7qd9ph6lcSj23Y5pKvuvsl+L8dB/rIp2/N2YtR8wY15cJ7lDuW4g7oWcy9bZZdpUmtNAxBb8qSx8qhoOc5XbmnPB8zavK28D1sHBN5Tr223jOmYDd5L2DAXgD5M8NI9Pc9IDj9kE9wLrgXNteAn3HHIPBxyWNMGngmy272wZGYX3b95i1yn6DYSWmMUpwAEeeNW2YbQbJtk2BFzQ7sAWGzfJZz4jbZtqs6Zdl9vOCwFn241lgstsC/6KHVU4Vx6XLg/EfdBi9zV1gN0VJIJ+kp4AMTv/64iTJFDaR03rWU22zsM6XxsAnTQRxSnttxqoZzNbAYgSx8EhWSjv0+pctYRs3p10kXRS5HNOKT4VM3V27PZ/3cgawGw7T9DEkRX7x+epLZXrw2v2l0DH9CGsoo21tAMQK8Tpi/WV1vP6PaRiuVIZTga8VWa5cUQN6UyKJr9pb0dXJ4necn1SGch4oNvuHtJ2bsfs7uGc5jCvvWz278XfE8XfKb12N/fPcHmduB/+GTbjlint7ODK7i5WRqG9obhOkHhhDFBTSkN+EhSGloJ/9/0NgIe6ljGraQZtdAHwW6eDrvY0VdXFPjZ122znQ10K6m37X6qGLWG4r/4gAA7d+AovjD2I5+0+rd3pIJNI42TK1XDS5d+XvRXfX3noFDrxln7PTmI87XSwNdpZ6ncnDRm76eQd8Np5OH5sMzNoIUmAvqjDh8LLiEQie/2FSMVjhxsiDQRCOrAHSEXzXB3uGZTxeC/QLBMRERER2Q/owF5EREREZD+gA3sRERERkf2ADuxFRERERPYDeiqOiIiIyB7kkNPTYCwHPbNlT9KB/QDS6TTpdLoUjkajg1gbEREREZE3p0txBrBgwQLC4XDpM2rUqMGukoiIiIjIgHRgP4D58+cTiURKn02bNg12lUREREREBqRLcQbg9/vx+/2DXQ0RERERkbdFB/YiIiIie1AWBw+uwa7GPiGrm2f3KF2KIyIiIiKyH9CBvYiIiIjIfkAH9iIiIiIi+wFXoVDQxU5vQzQaJRwOc8Qa8NZB2gszYzB8XA0AyWQf/xlsLKX/Ky200wFAXzqOk87hZEyck4Z8znyg/LPoE+OnsLlYLnE66cIpOAD8pwtCHX10t4ZNXnhpjnWTDXgA2OxroZMmAMbTTmMsQmedqVcnTfRQT9beWvGBxD/I+jwkfQEAvDmHpCdQqkeS8nI1KZIEaO3qNF+MA26ugUNso+qy5Ts2ol74igPz6ky4KQVDsqyfZqbauKEu+LgfJvnKjQ7Yaw/vT8DHg9CcNOGRDp1NjfRQD0ADvTTHuiFu14sDMR/47Is/fHnw2SntB3yAp6Jzc1B6R0jY/sxWxBV5MH/2Vq5b8Wdw1mMifLkdBs/GZd3l21ccT/9bWZIEqCaFN2fGNBhPl+sQtHn4bP6JHGyzbSnW2QckbNgHxOxPgED/elLRxW+nXju15S1uw/HhvGl8Md8Gekv5Z/ESo5Y6O4gh4v3KfqsyK4WIE3q9r9zmJJCygxbOQRq4wYb/mIMpwAE2fHYQevNwQMXciVd0WJ8LPh0zy51HAEcAQ2zkYzz/yafo6zMFH/u7DcASAF5qupAVLQVqWkzfVFXlSWz0876TzbswDrx5EzDX5gfPjryX92/+HoS+aLKurmhg5y+BBhg714RbgBDl8ce25/Aqs1zvhi12Tl6fMj8nU853srccP7UKxlb09ZMp2Gri/uRJMeeR5+DA40zcJJfZXovpAy5oK5S3O3/FdhDOmnlcnLNZzHZUa4MeD75sju6g2QBj1NJNfWkOJAng2Hn1PtppDXeacQO4vgba+srb7iavKXu43eZjwJfsZDgxAFNyMMy+j8QHNEE0YPbZ1dkU63xtRIsVo/820EmcqJ2jMftzJC0AfLRrNUQgavf/axhPu61zJ100Us9apx2AVCxNPgc32S56vPlo1rCOrnQXAN9Y5YENVbA8U+7D4v7wgwUYmSm3NwHRphpCJ/WZ8FfqYFysvN76OrO/Bdjuh7Y49tcB0XANnTSV2jtt1Gr4bi2MstvwkDQMM/2YCPvp8dQTs2mj1FJNqvS7JUacJCmqbX9101vqIwAvXpKYeiSdFCFvLXU2r1Za6KGXbnoB6HF6afO2siFt+iuTyJV+JzppaB4Z5mjGA/AP1hFLRMgkyvFA6XdroA7cdvN2e8z3+RykY3DLBIhEIoRCIfam4rHDNZEaAiFdYw+Qihb4ZrhvUMbjvUBn7EVERERE9gN6Ko6IiIjIHuTkHJycztgDODldKLIn6Yy9iIiIiOxVRxxxBAcffDC33nrrYFdlv6Iz9iIiIiKyVy1ZskTX2O8BOmMvIiIiIrIf0Bn7AaTTadLpdCkcjUYHsTYiIiIiIm9OB/YDWLBgAddff/1gV0NERETe5QqOQ97RzbMABUc3z+5JuhRnAPPnzycSiZQ+mzZtGuwqiYiIiIgMSGfsB+D3+/H7/W+dUERERERkH6Az9iIiIiIi+wEd2IuIiIiI7Ad0KY6IiIjIHpTP5cjnBrsW+wb1w56lM/YiIiIiIvsBV6FQ0HOH3oZoNEo4HOaGyBACITe96V4SvTnyjonP58p/heZzUFUN3+vxmC/u8cBlGRLDzc24mz0tJAnQQz0AXhx8mIxmrF0JIaDOFpyCRNhPj8ek7aGeQ3+3GcbbZ+wPz0IYuoNhAGLUkiQAQIIA0yKry3++dQFNkAiaesQ8tUSpxbH/uEkQIEQcgAmrOqA2Bw1m1c5wI3W5eKk/HI+XKLWsYTwAh/IyzZ3dJnJtNYxOlstN0q9NncFG1tJGI70ATEqsh802bQhs9cuyQLAiPBV49UGzfOxcuLgGDsibcCAHfjsQ26rNzyG2r5b6YHseTrWD5s+BpwAjbb4xwGaDG/DQ/09fT8WyD7I+D1m3t9QfRcX+z9p+dfCWvit+nx3gn2VJAjh48dr5UFy/ct1KDfTSTFdpLoWI0/byP01ksGD6zWcT+yHh8+PLl/POur0D1r2y3sU6J3cYnGLddqyXg0OSFIBtjUO2ok0+vKVwkhQham17AjTQW5qHSQJk8Zba10OKYXg55gsvmIx+n4WOI4C/A7C8xY9vbgyA+MN1xPzwgS77iLmxwKtAdoit5DXmZ/MXAehIFGh12bSTMf/P/Pu5Jnzsb2CaD8badiYLMMkHdRXzzmeXE14zt4K2vbU5MwbFcSjOo1xFeG2Av/+gxxT1tyCMsnEjXTDTXy434IL6irzBlBWwmVXvUE6XC8J2F/9yDSx0YLZtYzgD1fnynI97YXGVWf58wmyLk23ccX6YWWXWAVN+ba68rfox2ylA3IaL+zCAxXUw2u4/hhVIhP3EPGbMkwRo69pc3tYCZtsCiPpqaUxF4CXbqLYsBKEz0AhAc083dFPahqPBmtJcrM6lCG5LY6eh2RY8kA2bvH3tORgJ7UGzcidNREvzsJcgKdppsuEUM45bCTfaBk9I0d0UZpuN76SJpC1mGPHSfAWzb/wHrbTTAUBPopu8Ay2hZgC2JTqJd8Ho0aZN42njucQyABLbweuHKrv/S2yHRC+k7DB010CVA0PtEI+dHOajtg2/SG+lZ1OO5+1usMqBWAC2hMvD8q3AOKJ2W9sa7eSToTEAPIHD5sRmUmZTwkmD21P+HedkzHeV/mWnVcYLMb/5CZC2P9u6y/FjKvari+pgWbcb3KYRnRMbWEwbAO10sC3R2a8elWWnMv3LgnLe8Zjpn5gfnBj8430QiUT2+ptOi8cOX94Cfr1kFYB0FP5n+OCMx3uBztiLiIiIiOwHdGAvIiIiIrIf0IG9iIiIiMh+YFAP7BcuXMjpp5/OiBEjcLlcPPDAA/3iOzs7ufDCCxkxYgTBYJBTTz2VtWvX7pTPokWLOPHEE6mpqSEUCnHccceRTCZL8a+++ipz586lqamJUCjEMcccw1NPPbWnmyciIiJSug9PHz0VZ08b1AP7vr4+pkyZwq233rpTXKFQ4Mwzz2TDhg08+OCDLF++nDFjxnDyySfT19dXSrdo0SJOPfVUZs+ezXPPPceSJUu4/PLLcbvLTfvQhz6E4zg8+eSTLFu2jClTpvChD32IrVu37pV2ioiIiIjsaYP6HPs5c+YwZ86cN4xbu3Ytzz77LC+++CKTJ5tHM9x+++20tLRw7733cvHFFwPwhS98gSuuuIKrrrqqtO5BBx1UWu7q6mLt2rXccccdHHrooQB8+9vf5rbbbuPFF1+kpaXlDctPp9Ok0+Xb/qPR6L/XWBERERGRPWifvca+eFAdCJQfr+d2u/H7/Tz99NMAbNu2jcWLFzNs2DCOOuoompubOf7440vxAI2NjRx00EHcfffd9PX14TgOP/nJTxg2bBjTpk0bsPwFCxYQDodLn1GjRg2YVkRERERksO2zB/YTJ05k9OjRzJ8/n+3bt5PJZLjxxhvp6Ohgy5YtAGzYsAGA6667jksuuYRHH32Uww8/nJNOOql0Lb7L5eKJJ55g+fLl1NXVEQgE+N73vsejjz7KkCFDBix//vz5RCKR0mfTpk17vtEiIiIiIrtpUC/FeTM+n4/777+fiy66iIaGBjweDyeffDJz5syh+E6tfN68WeXSSy/lk5/8JABTp07lL3/5C7/4xS9YsGABhUKByy67jGHDhvH3v/+d6upqfv7zn3P66aezZMkShg8f/obl+/1+/H7/3mmsiIiI7Ld002iZ+mHP2mcP7AGmTZvGihUriEQiZDIZhg4dyowZM5g+fTpA6aD84IMP7rfepEmTeP311wF48sknefjhh9m+fXvpDWe33XYbjz/+OHfddVe/a/NFRERERN6t9tlLcSqFw2GGDh3K2rVrWbp0KXPnzgWgra2NESNG8Morr/RL/+qrrzJmjHk1diKRAOj3lJxiuHjGX0RERETk3W5Qz9jH43HWrVtXCm/cuJEVK1bQ0NDA6NGjue+++xg6dCijR49m1apVXHnllZx55pnMnj0bMNfPf/nLX+brX/86U6ZM4bDDDuOuu+7i5Zdf5ve//z0AM2fOZMiQIVxwwQV87Wtfo7q6mp/97Gds3LiRD37wg4PSbhERERGRd9qgHtgvXbqUWbNmlcLz5s0D4IILLuDOO+9ky5YtzJs3j87OToYPH87555/Ptdde2y+Pz3/+86RSKb7whS/Q09PDlClTePzxxxk3bhwATU1NPProo1x99dWceOKJZLNZJk+ezIMPPsiUKVP2XmNFRERERPagQT2wP+GEE0o3wr6RK664giuuuOIt87nqqqve9Fr56dOn8+c//3m36igiIiIi8m7gKrzZkbWURKNRwuEwz0XGUhtyk8VLFi/TEqtNghgQtGnraohSi2P/bvLi4OAliXkmf4JAaRkgRJysTZskwDEdyyDuMpG1BagD7AN6Ej4/MU9tKX0x32I4W1GOg5cTXF+FA809CXwxCBMBv70l3VOAnAsCNtwVgHDGlpuFYKF8F0YAyAIpGw4CdRAN1pTbkTJvBM56PPhyOVhu2zgyZdInKjrUV25TZ0MjPdQDUEec1kRnOd1/V8FzGbjAlvPzPvgP2w4AX97U1Zcvt6n452oTLKubTCvmDcPNiW5wQzRg8lpLG810ESIO0G/Min2Yrfjbt3J5x35PksLBsW2oxcEha8PF7yvDDdSXwpVpiusX6zzp+dch7oNhSRMZLoAPsmGPKdcXIEptqQ0Am2kp1deHQ8K2JUmAalL4KsqqbHMxfXEcGumlgd5Suhi1pbwq+6G4bv9lhzqb1zYc6qgt5Z20/VWpGO6ki0mMZ05isYlY74EhOfoVGyzPu+psCl82Z+YmkA16SPrK7c3iLfVNdTaFrycH7XbiLXbDkylot7vAlQ/y+AFnAHD4p7bTeM01cOBtJi4EjHRBvd0gUgX47f/A2C+a8CleaKs4T/KLFP8/e3ceH1d52Pv/M5vOaDSakSXZkm3JlrEBL4AxhrhAwr6ZJoEsNwtpA1kgaUid4v7SRrfJDaRN3KRNQtOSpOlNLtmguUlpSHILWRoSAgHHBgwGDJaNBbaQx0hjzZnRrGdmfn88zywCBGkaW7b4vl+vec088zzn2c+Zo6OzsPOzdtk/B/d26LHrYb/N64Atdz/QCpxo814Rgjn2c28Awj5oa9pMjwP/ZMd7VdDEL7FlLw/CsF2fD1Zgf9nEA/yyCGe3NNKGffBQEU63/dHhg0+nzeedwPkBOMNp1KOjDHfYufMvRegDBmzea1pMvQHmVs02JWLThioQrdTXd8KYz2M2PNQG87NmbgNEoRQ28zuUKsPjEZgwYdqqMFKF1fbhgV2eya+2bcn4YZ7ZFpTiARKhbtJEAUjQPWXuBe08vaT8BAAjgV522XXHJUOOfD1tCY8NyQTf6TQPS4wRxSXDruowALncJMsiS+txO6q7mEyb7aFXNHcBCbebKgZbHGLBKEG7voQIsmdshN7uLgAW0st2+7uSGYOWCHi2uZE5cGVkcX1du4MJxtxxshPUy4rNa3zOTkDR9k0GGI9CwXZl2q5T6w6a9zOXH8+TBXNq7MSzZSrlxrKjYRhvg7Psb9zfPhglcb7Dz+gGYBlhgnb93k6eBGNMFswczU6U8QqmPmDyzABvPml1va93urvJ26mXT0PWbu7SDhSD5h3M5/ZCow0XLmqj1Rdm38g4ACsWmmvrAIbGniY7AauWLSTnVvjz+CipVKp+E43Dpbbv8KGnwGk/rEUfsQpp+IdjmJHxeCU4Ki6eFRERERGRl6YdexERERGRWUA79iIiIiIis4B27EVEREREZoEj+smzIiIiIke7Stm8RP1wqGnHfhqFQoFCoVAPu647g7UREREREXlpOhVnGps2bSIej9df/f39M10lEREREZFpacd+GoODg6RSqfpr7969M10lERERkVnhtNNOY+XKldx0000zXZVZRafiTMNxHBzHefmEIiIiIvJfsmXLFj2g6hDQjr2IiIjIIaSLZxvUD4eWTsUREREREZkFtGMvIiIiIjILaMdeRERERGQW8FWr1epMV+Jo4Lou8Xic1OMQawfCwFAYBvIAlLoD5EJhAGJnTMLqIKxvNQs/VIQ1LdBhTyybU4BIGXa3m/D8LMRtnGPzttftZkMOkaEiVHzmi1gFIkCoUbdSuKns9CTUbr/vmLhQ0uYdhlIkUF8uVC7DfW3Qk2vk3ZQvB30wx06PR6NwwQ1w3J+b8KUh06Ze+7dhoAp+mzZchogHeVtWogX2l2GljW8vgVOGkl02VIFUi22MH+JF0z8AcVuX2jl5tu2lQFM78mWo2IC/0TduuI0hBjip9ES9vaVAgFDaZvZk2JQ3z7Y/GzR1aapT4cyM6crjQ/DOMKxo6qD2imknmPc5Nt+DATOetaR+INOoV338SrUGMKXfs45DOhCth3OEyWHGd3F5H8lAB2ka8aWmS2VKBPFsuPZ9bdlW8jRrJc/asx6DY2xfXhExfQ9mDJ2yGVeTGJuNUQYCTWGHxhiUbdraYYPfROBTWbjUrg8DQfj7NPzqNBPu2QKX2MzeGDHvtXUlajupVg+nDKGmTVYqBN/1wahNn6+aF0CyCi7w8KMmfNwJsMYP59mGdPihw2faWsu7Vo7/RTaLFV9jnvqrJly26+VEU7mjZbgrb8oGSGE+l5rySnyA5yLmThBzs68CkkBnoz/+wOa7pgXmBxp535iDJcCrWhrt7Q2YbUwtXGtfzi4zP9CI+2IWBmzeYfv+jB24VrgjbObIeT8O4LSE4Dhb3wEfLAmasgDWhMycb+67SNM2LERjvoTMnPYCZj7GxiYhBG68zRRbyhO6pAxvtWN/agnm2M6ym0iesStIIQAL8zCnkXci3IVr1weXaH3dKBHkJJ7gEZYDkCbDKYwxrzwGwC8DJzPMPpLVCQAm05MU7aagpRVWxY4ngUk75o5TzMHf2yre1r6aYfYx5o6brk1TXzaTNu9RW/fTlx3PAyNP4tkh8gowUYRxuwqPtTHF2R4kD5jPO+fBs3Eo2lV8YBwKQdg5z1SkvZBltGUF/+Y38+EXex7myWoj3zOzELb1cBPwSAe82v62fObxCPvOaueHdjuxZ2yEzJitezd85vXA18wccZdHiD0zCd22ktsdWF1gX7gHgL58ggfCqwB4miAJxviTB20jUi2wehK30zR0mD5G6CCJ6fdxJkhXM+RykwBUPPDb9nZGuhhzx8nbPq31Ye0c7X96NmJ+ZxaZ7TTdVdxuU06CbpJ04BJl0vV4Q3wzqVTqsF+sWdt3uPYJcNpfPv0rQSENNy1nRsbjlUBH7EVEREREZgHdFUdERETkENJdcRrUD4eWjtiLiIiIiMwC2rEXEREREZkFtGMvIiIiIjIL6Bz7aRQKBQqFQj3suu5LpBYRERERmVnasZ/Gpk2buOGGG2a6GiIiInKUq3jmJeqHQ02n4kxjcHCQVCpVf+3du3emqyQiIiIiMi0dsZ+G4zg4jjPT1RARERER+a3oiL2IiIiIyCygHXsRERERkVlAO/YiIiIiIrOAzrEXEREROYSqZaiUZ7oWR4aq+uGQ0hF7EREREZFZwFetVqszXYmjgeu6xONx3nU/tEThbavW4eKxvfoEAJPpSYo5k7bigVcEf8CEWyLmL/WWVhM+N3YmBxgjwZjJ28tQKZsbuzotYV7lO7lebit5coRJMmHSkiFHvh6fI49X9erLeHgvSFvCs3mFeSseCboBSNBNuim/dqIMkLHLRskRJm3DrYRZ//ADcKzJaziykIF7khC2f3oPFCFi+yrSRpIOBn5gH+p1Rw6u9jXSRitkFzo8HegDYCH7aS012pQMdZAjbNsXppU843QAECHPirHdMOYziUNViMIDPasAWDv2GKV4oJ5PZ2mCZMgsm6SDdjKEbH/0POjCn5Xq9WZjO7SXzOeyrW+8aMJ+4EAYuvONsB9ot8uWgf32H2Alv1mu9mdzCHCa0maBCJRCpp6hbNmkARKRLkpN/0jzCJIjTLapP8wrb8N5PDyyNuzh1cfbwyNXzVOycysUCPJX45Pwa1uRJVmYV663vxQOUPKbsr1AsF5WrdwSQVyiU8alFu/hYac35+zeDPNhX6QHgLRdZkVqt0kwZvsyb1eQ7RV40PbzKS1woh867cPhop6pX+0GVWHTb7nQ1P6ozY80UexqSDseSVs3E46aPrF9Ncw+TmQ5I+yv92WrbY8ZtiALbb6n8Cix9CSlsB2zVBmGwpC2A/dXaWw28Nog5Krw7ZgJH3MQTg/AilA9bx4qwncuMJ9X/wTWtzTi81UYtetK2Af7n3d4a0kQBuwc2VGCU4ONeeqUIVQxnwu2f2vhaAWipg/BrKe5pvaW7FwDM+/G6ZgS37ytyNp5F7Rz9UB1rJGPnW/FrBnDij1S6dkhLebMtrBnYRyAgwdTXDlnKQ/avJ4s7MJpMeUO+PpwyZDwTP75dOOhgQCZcbO9Ddsp3RKB185ZC8DPvEcZGy6QSZu40TgsycGI7ebxNng2DscfMOHjfY06vmH5mdwxci95u2w2Z9IvtJuHRzpguAvmp0x4QQp+caxZkYpEuPbZMaLdpv8zY2X2j8OTPY16j7dB0Q7haMsKqA6Ab9gMk+9pMtXFJrI6ANXu+nItgTtoIUumcrb5orKC1+75HONtJnhKDv7JNQ3cd0onX69mSAxPAuBOwHCnqTeA48GmjtW8Mf+wGbdAgP8bWgbAjuyTZMaot/85n0n/+ZPMwkMMkCbIIzxRH8P/Mcdug+/bzb7T42xnADDr2WhhP9kJM4+LWZNnzPaHPxAgubdcH8PLe9ayw/42pskwUZggnzbLdnXH6aGbkapZ2SbTk+TT8Dm7qnEq8H9txx7jsa+9hyQdZNwyZ8Z3kUqliMVqiQ+P2r7DNQ9CS/vLp38lKKbhK6cwI+PxSqAj9iIiIiIis4B27EVEREREZgFdPCsiIiJyCFUquni2plKZ6RrMbjpiLyIiIiIyC2jHXkRERERkFtCpONMoFAoUCo07MLiuO4O1ERERERF5aTpiP41NmzYRj8frr/7+/pmukoiIiIjItLRjP43BwUFSqVT9tXfv3pmukoiIiIjItHQqzjQcx8FxnJdPKCIiIvISag9qE/XDoaYj9iIiIiIis4B27EVEREREZgHt2IuIiIiIzALasRcRERERmQV81Wq1OtOVOBq4rks8Hue0HRBsh2fj4Hhw/n4Tv7sFhjvN53R46rItHpz4bCM83gaFIGSars0tPO8y5uLLXNacdiIAtBey9c81Z+zJArBuYQB/IEh2wtyPvyUCiyOLuXrrqEl42mp4/0PwlqaKpO3fekuy0F2GWtZloAA80WbCH5+ET7VCd96EI9XGn4k/b4NTczDHPjfaASJQCgQACP17KxxThDlFEx+nXs6+SA9popTsdd0hPFYM7oX1tkPm5WBO1dSllnc7lEKBF/RRLhTGJYpn88oRJsvUwfEI1svKEcbDA6CEV/8MECRIqOla8xx5SnhTvivZ9DGiuGTq37cSJkd+Sn7AlDQxogC8Y/suOOjAMWYMaQeecGCz7dxzi7C0jBsx4xDLTuJG2nDt8kk6SNBty83X227qF7RtfvE2NodLz3t//vceHrlqnqCvkb9XbcqrPLWtoUCQTl8HACfSS+EN9zD/HjMWK8M+WGITrgrCihAM2HzbKxAug2OvtronCMuD0F6yGVdMXMjOtVAVao8r9wMhYMSOeT5g8orYuvmrJhytVZLGHK7YcMiGy8CTLXCWnbP9wBo/PGML2w/s+SsAvv0HNwDwjvu/aeK63mXeW2ttxLTxa7YNJeBkYLVtc28A8k2b5SVBGLDzO+KZtobLjfaHKmY9qLW5tip8JgSnO9Bv2xsvQmvFlAWwGnhvG9xnV6Y3tMLlaVsH4LIQnGv7bm7JLP8Ju+y72yBQbVr/vUYdotC8mrmRNmK7J+vreKk7QDLUUZ+zOaaupy4eOUy+IYKU8Hhr8jEANneuZhiPJBM2bYacl6cz2AHAfjdBMWfKWdTTw343wafsI0h+2ncmD/IoKTcFQD4NQQc+M2L7PeaxeclqAIJ2nm+39Rip7ifoC3ISywE4kWG2M8D69GYAEu1dbGYAgGH2MVYYI58u18vxCuDZqbNgpYObKNTrWfEgmzO/CwBpB1bauNrvSvPvQzHY2P53TWYpBs1vTHO8ySdCkQgnHBgDYDRu0o23mWUz1cVM1Vb/NL+4lWf/b2NuZP8pQC4QJmcH9jf0MsQw6azpy2K2kUs+bcL9K01+J/qWs7WwjezE1P4I2vnS2R/gIudkfuY9auo1XiBvp2EmPbWGaQcyYSgEGm1t/i0dSMIq+zl5AF6/ZjWPeE9QcKv8bVeRVCpFLBbjcKrtO1x1L7REXz79K0ExAzefyYyMxyuBjtiLiIiIiMwC2rEXEREREZkFZnTH/u677+Z1r3sdCxYswOfz8f3vf39KfCKR4KqrrmLBggVEIhEuueQShoaGXpDPfffdx3nnnUdbWxuxWIyzzjqLXC73gnSFQoGTTz4Zn8/Htm3bDlGrREREREQOvxndsZ+cnGT16tXcdNNNL4irVqtcfvnlPPXUU9x+++089NBDLF68mAsuuIDJycl6uvvuu49LLrmEiy66iN/85jds2bKFD37wg/j9L2zaX/zFX7BgwYJD2iYRERERkZkwo0+eXb9+PevXr3/RuKGhIe6//34effRRVq1aBcCXvvQlent7ufXWW3nve98LwHXXXceGDRv4yEc+Ul/2+OOPf0F+d9xxBz/5yU/4t3/7N+64445D0BoRERGRFyqWMRfhi+kLOWSO2HPsCwVzNX443Li9gt/vx3Ec7rnnHgAOHDjA5s2bmTdvHmeccQY9PT2cffbZ9fiaRCLB1VdfzTe/+U0ikal3kHmp8l3XnfISERERETlSHbE79suXL2fRokUMDg5y8OBBisUin/70p9m3bx+jo+Z2jU899RQA119/PVdffTV33nknp5xyCueff379XPxqtcpVV13F+9//fk499dTfuvxNmzYRj8frr/7+/t9/I0VEREREfk+O2B37UCjEbbfdxs6dO+ns7CQSiXDXXXexfv36+vnzlYq5h/T73vc+3vWud7FmzRo+//nPc/zxx/O1r30NgH/8x38knU4zODj4Xyp/cHCQVCpVf+3du/f320ARERGRV6jTTjuNlStXvuh1lvK7m9Fz7F/O2rVr2bZtG6lUimKxyNy5c1m3bl39yPv8+fMBWLly5ZTlVqxYwTPPPAPAz3/+c+677z4cx5mS5tRTT+Ud73gHX//611+0bMdxXrCMiIiIiPz3bdmyRQ+oOgSO2CP2zeLxOHPnzmVoaIitW7dy2WWXATAwMMCCBQt48sknp6TfuXMnixebp+p94Qtf4OGHH2bbtm1s27aN//iP/wDgO9/5Dp/85CcPb0NERERERA6RGT1in8lk2LVrVz28Z88etm3bRmdnJ4sWLeK73/0uc+fOZdGiRWzfvp0PfehDXH755Vx00UUA+Hw+PvzhD/Pxj3+c1atXc/LJJ/P1r3+dJ554gu9973sALFq0aEqZ0ah5pvPSpUvp6+s7TC0VERGRV6piEKpH9DkSh09J/XBIzWj3bt26lXPPPbce3rhxIwBXXnklN998M6Ojo2zcuJFEIsH8+fN55zvfycc+9rEpefzZn/0Z+Xye6667jmQyyerVq/npT3/K0qVLD2tbRERERERm0ozu2J9zzjlUq9Vp4zds2MCGDRteNp+PfOQjU+5j/1IGBgZeskwRERERkaPRUXGOvYiIiIiIvDRfVYevfyuu6xKPx/lRai1tsSAuHmkynEkGgIEzRrglbW6/eUXRD1c4EPaZhVeEoL0CAdvVcwoQKUPzTXdqz80K2VfFhkuAA6VAAIBcKEyJIJ79Z0sQj650imzEZBb5jQ/+JG+W/UAEVlahZP9+C5chXoRWm3kFyAbgrhYT/tAX4TXvMp//MAxrQtBeMmGnbJYP2WWjQN7WFeCDPlhj8zkraJaLF03Y35Suxg8EmsKlps/vAu6znz/UAqc7pv/A5Dun2Oifsg9C1Ub+zWUFbLjxjDNTTnPaCpRCpiLJUAcl26+1/s01LVwiWI+vCeHV42rLlJ63bCv5Kct4BAnikayHPVpt2nlkyBGuL5MjTJogORtuJ4qHR5IJAIK2rNZ6WeF62lqaWlyIIK6dr436B+vxJTw82x6XDCW8el49dBMj2tQXJm3Wxje3IUSQIEFCTX1lWuxN+dxc9+a4Wp/W+vL54eZl17GNWHayPoa5UPgFY9aXSpjA6+Dup6usGzH5OeVvAVuAD9jUW3BbrgLgR8dVCXWW+R93f8tExd5l5k7tBg69mHV2kV23nqtA7Rl2rfZ93L7ngD2PAl8EYPecm1h68Fe4La8xWbf7TL5dNv1CHyyxfdfhN9uR+8wD+7j9GDh9NxxnV56JCuyowhpbj9o6CPD/8rA2BPfYlWtVAOYHGnkfrJhtU4d9DOREAL6YNp+zmPa8wWnk21GGqM0rXDbbkVpXhwC7KHEotQdIhjoAcImSI4xr508XEywrDfNg6AQATiw/QaRUYDi80DS/tJ+RUC8ACboZYB8Juut5HcCrz+Mcef5k63Ow0mxrhiMLGWIAgAOMkWCMkp0/PXSTZIJc1czZyfQk+TQUc40uC9ru8+ym683L1gGQJM8j3hPk02YcilnIp6Fiu27lqh7GCmOmG58t4w/A5YvMsj9xN/OpBLjHtgFwBwM8VniCzJhZODsBIyFI264ejcMtHeZp6/cyxs5dCSp2FWiJwMQ4LFppxv9051Q2e9toDZqBmCxk8AeCto4FWiJOPe4v7ytAxIMBk9lQfLHtz6jt67H6+j5a2I9XKBN0TDn+QJBitkB2gnr7K2UI2jpHOqjHjRYhE4Zja9to+914W6N9haA557wm7UQ47kAWAMdrpC0EYbwtQtH+QBarc00/+J6bEm5oAybraYrVARZnt1JxYe9CSKVSh/0uLLV9hzf/GkLRl0//SlDKwPfOmJnxeCXQJQwiIiIih5Aunm3QxbOHlk7FERERERGZBbRjLyIiIiIyC2jHXkRERERkFtCOvYiIiIjILKBLGKZRKBQoFAr1sOu6L5FaRERERGRmacd+Gps2beKGG26Y6WqIiIjIUa4QgErg5dO9EpTUD4eUTsWZxuDgIKlUqv7au3fvTFdJRERERGRaOmI/DcdxcBzn5ROKiIiIiBwBdMReRERERGQW0I69iIiIiMgsoFNxRERERA6hUgCq2uMCwNPFs4eUjtiLiIiIiMwCvmq1Wp3pShwNXNclHo8TmujEFzN/D33D18Ou6jAAo7snebpi0haDkHZgYNyEf32M+a7FM+EFKeiahPa8CY9HTfrpjLc1Phee9xe/Y/O8sWMdAKewi3vpA2CYfYy543hFk+bC7jPpZIIIpuBW8gwxQJIJ00Yy5GxcjChX3TcC0RIApeUQeqYM3SavffEeRuilZP/pkyOMh6nM+vRmGA7A0rJJG+kBIE3U5EWQYaIstGV5BAnaZdee9Ri8uRXONuUS9cgOOERqzxQoQykcIFQ2eQ+HF7KDPjZ72wA4KbicxTavEB4lgoRsOGErX6unqUvjc6jpH1g58rZWjfja97XlYkS5gF2mv1KTuHEzUEMMkCba1Dd5PLx6vdbesAv+sAq9dmACQNx8dCMmj9aSKScR6sYjSI5wvQ776GUXw/V6PL+OrU1pY0Q5xcZnCZMjTLqpXuNMcKA6ZvIqe1TKJm3F9m9NxYOgE8ArmO9rc2o6/gC0RMxhmQ6ng1w1T6GYt3FTJ3GtzFpcKBCk3Ret1z9m581LqbW5HY9WO0bHMkwsPwm1x1GEgDQwbFe2L3k8912Pnx5jNoGhzjKnP2Tq1pd+FfRsgZxdNjuHOy4apafH1DXzn22sGIO52Zttgi8CSfOxZ7cZzy4bNc8HS5ranK/CYx7stOHEsxBcBacdNOESsPU0GzkHYj8B9wMm2PdF6Adam9pUsu8AWcz6A7A8CO0liNj+dcrgVKlPl7IPfhKGU2y4vQTRWlpguBXm2w6I27yfaDfhpWnzXcQE3Ugbrh2n2tyvhXOE6+sNmPWvhFff7uTI43oZYkGTfiG9jLDf5Otl8IoF3ITtujQEW+C65YtN19HNbxhm/5jZ2BazjW4+bdHxPOY+iXvAhDNpKAbM9hbg3cesYvPIY+y32+ln4zAabyxfCMJ4m2ngHz+ZZd4yh52Pm8k03AVvW9hDupoBIOgL1udpjjwThQnyabOuZMZgoggdLSbfiSLcshi+HT8egFeRZ4ReXDswWwvb6st+Zu4H4MffhHVpAHbElzJEBwnMOptkgr8cS8EB85vkrmwlSQcAA6MjEILh7oX1cVgxupvh+SZstlOZel4uGS6wvx05wuxigpGqGYfJ9CT5dGO99wrgb5rSxSxkGkHS4cZvWjEI582hPoZjadPXNf+2OM4wfXZLCo8VniAzZtpftNPvnyZNYeOr29jFAAm7DUswRo58fRwKxTyrnOUArGPCtDm1G9eF+CJIpVLEYjEOp9q+w3nbINh+WIs+Ynlp+PnJMzMerwQ6Yi8iIiIiMgtox15EREREZBbQpRwiIiIih1AxCBXtcQHgqR8OKR2xFxERERGZBbRjLyIiIiIyC+gfItMoFAoUandiwVzZLiIiIiJypNIR+2ls2rSJeDxef/X39890lUREREREpqUd+2kMDg6SSqXqr7179850lUREREREpqVTcabhOA6O8xJPjRIRERH5LRSCUNYeF6C74hxqOmIvIiIiIjILaMdeRERERGQW0I69iIiIiMgsoB17EREREZFZQJcwiIiIiBxCpQBUAjNdiyNDWf1wSPmq1Wp1pitxNHBdl3g8zj+k+mmN+UmTwfUyFLPmIVYtEYd1wZMBGGKYpDeBVzRxFQ+8Inj2eVfhdojH4rQSBiBGlARjAOS8PNfvLUC3SbujfSnjdPDqZx4wXywHTgY+2WbC8SJEPIjYYYwAP4+az/+Rg3c7kLdrUWcBoiWI2rTtmP/ZjDU1tN2+h6AUCRDKl034yRboKjbiHSiFA5T85m/DXCBMazlvFq14JEMdlOzfjR5Bgnj07U6YZf/KD9eFYJ7tkICtd0256XPE9MHi8j4ADgS6aSU/Je9mOcL1uBJBcraPpxPCq6dPE6Qd77dK+1JxOcK0kp9Sp+awR5ASQTxblkumPhdM+nw9roSHS4Z0NTOlvMn05JRwpdx49wpTvw/amzv5A+ZV0xIJUCk3d/ZUxWwjvT8Ap8ZWswJTj8XlfaQD0Xqb+544AI+YObnvvWn6cp1w/kGz8KWtsDwI+ysmnK9Cb4B6kwNVcGw9FuYgE4BIU738QKipYgHATnFqba3dwCoElJrisk1pgsDBEHzB1uPOMlwSMPUDCPugza4boYp5lX0mXPKbV8guGy5DNgh+m/45H+yxc2dFyLTxFjtGD1Shv6leXcBOYM//AeCOS9/OmT9ziBVvBuBHx17Fa4d+ZRN/EUhC308ay+4DYja61X7Xaes5UoXanXkTt/N/Tnkt79phB3FJU/kAa0NmHJbYOd3vmW1Jrf1lHxy0HTunYMakNg5ZGxcvmrC/6WckWjVj+0H7D+F3t8H8LMTtmPox25HamI1hxqhk2zC/SjZqIiO/8cHCPMwxUePtcZJ0kKQDAJconUywtv8xk+Cr7dBuO3peHrIBmGfLjcO+cE992SQdnHPXo3DeJ0z8j6+HbruedpcgDqSoL1uKBAiVTF77Ij2M0ItrJ2IIj3OymwEohUx/7woNANBOhr5EArvqML40zjB9U7ZNu5ggyQQAuWpjW1Eo5vEKZfJppqit7y0RyE6YdRWgWIaiHe7xKCzOmO8Axu1PxmeOWwrAN93djA3Xq8V4FFbYqfCJRW38kD6eLOwCwCuUWRU7nnn2h+kAY7hkOMWGN7OfA1mzfV8WWUorYRba9o2QZ4e3CzfRtGGCepsmiqbsQtO26ZRgo50T4zDc2YgbjTc+H3cAikFIO402dk02PqfDMO50U3UrlDqSpFIpYrEYh1Nt3+HkIQi0v3z6V4JyGrYdy4yMxyuBTsUREREREZkFtGMvIiIiIjILaMdeRERERGQW0I69iIiIiMgsoLviiIiIiBxCxSAEtMcFQFn9cEipe6dRKBQoFBpX8buuO4O1ERERERF5aToVZxqbNm0iHo/XX/39/TNdJRERERGRaWnHfhqDg4OkUqn6a+/evS+/kIiIiIjIDNGpONNwHAfHcV4+oYiIiIjIEUA79iIiIiKHUCGgi2dryoGXTyO/O52KIyIiIiIyC2jHXkRERERkFtCOvYiIiIjILOCrVqvVma7E0cB1XeLxOKl3B4i1+OCzHvdE1rKLCQCuenwPrFprUy+FK78LV4ZNcH4WSn6YUzbhOLjtbSTpAKBEkGNTTwOQjTqkA1F6suMAJCJd9Dzosu+cYr0ufXEfrLKBN0ZgZRXaSyb8yxB8M2c+L/TBpa1wrK/RkH/OwfaK+fy+VjjR31jWKTfShcvmCowrbfiGNvNesn8LdudNmpDNKwjUzptLBeCkAXj/0zYvHwePeY45G7ImvHoBnByA+XaBJUHosPn2VsBfhcttG5YAr3VgTYsJd5QhH4CL/9CEL/5XODfcqPeSoMkDTN3mFCBkp7gDhJrqWROy781/5gZMOBsyF1BHSgX4Q8BWi7Nb4HQHOj0Tbi9B1GuUEwaaupPK88oJTA2XAqZSJX+QdCBaX6xEEK/pUpgcTW19EaWmtCWChPAIYerVSn7K8iWCnPQnu+E+W+9PtJv+BYh4pv9qc8KpmjbUrid/fj/6bZtNxlP6shSe2uGhcrne3lqbPXvyaY5wvd7TtWtKXngviKv1V44wWcL1NucI08kEEfIAtJOh78Ekd7/BrFsrxmBu9lqbyxbuXvQbDh5n1o3LfnY/9JwFx9joeT4zf8N23fpaCdyLbOS1fPesSzn9IVMP14FtvVWuePRjJnrJJ6EP+NVpJty1BYKwL2vmaV96GazebeIGfLAiZF5gygv7YG7TOhuoTh2nWteWgJEIRG3aQNWsW6WmwXm0BSbs+nKyz4w7mPfWCkRsugDw2Rb4md0OfbLdbNfittwo9bSlQIBQsgwHbEXmlSEOiXBXfRwSdJOsj0ueHHlKdsxrYYBcNc+Vvih9yQQAmztXsy75MIlOk9cOlpEkz7jdDqfJ0I5Zf65+eITE6jgPsgyABGMkGMOrNuZWoZinUjZteFVkLWky9bjh6j4KRVOP451lDFf3MZmeBCCfhqAD4faADZfJmipQtJs5v21+rMd8NzHOFON2k5p2zMOLWpqm/A8Wm8jY3VXuOOtEHuEJAFJuinwawu0m3bmxM7nX20p2wjxzxStApWm7k0+D2xROh2GhnQ75IozGTfk1tTo4ZVgdA9d0OyMhky5t13GzXKS+XNdkltG2btP+6twp7Tx9dAeFIOycZ9IXidg0po1R3+Ok12fhbrvAT1rhVLOhfSC8il2Aa8clR55WwkTs3EkwRq6ar48LgNf4qaz3RyENXz4BUqkUsViMw6m277D0GQgc3qKPWGUXdi+amfF4JdARexERERGRWUDXaIuIiIgcQqUglLXHBUBF/XBIzegR+7vvvpvXve51LFiwAJ/Px/e///0p8YlEgquuuooFCxYQiUS45JJLGBoaekE+9913H+eddx5tbW3EYjHOOusscrlcPT6ZTPKOd7yDWCxGR0cH73nPe8hkMi/IR0RERETkaDWjO/aTk5OsXr2am2666QVx1WqVyy+/nKeeeorbb7+dhx56iMWLF3PBBRcwOdk4n+6+++7jkksu4aKLLuI3v/kNW7Zs4YMf/CB+f6Np73jHO3jsscf46U9/yo9+9CPuvvturrnmmsPSRhERERGRw2FG/yGyfv161q9f/6JxQ0ND3H///Tz66KOsWmWuFP3Sl75Eb28vt956K+9973sBuO6669iwYQMf+chH6ssef/zx9c87duzgzjvvZMuWLZx66qkA/OM//iOXXnopf//3f8+CBQsOVfNERERERA6bI/bi2ULBXOUfDjfu4uH3+3Ech3vuuQeAAwcOsHnzZubNm8cZZ5xBT08PZ599dj0ezBH9jo6O+k49wAUXXIDf72fz5s0vWb7rulNeIiIiIiJHqiP2Eobly5ezaNEiBgcH+ed//mfa2tr4/Oc/z759+xgdHQXgqaeeAuD666/n7//+7zn55JP5xje+wfnnn8+jjz7Ksccey/79+5k3b96UvIPBIJ2dnezfv3/a8jdt2sQNN9xw6BooIiIirwiFQOMWqK90FfXDIXXEHrEPhULcdttt7Ny5k87OTiKRCHfddRfr16+vnz9fqZj7L7/vfe/jXe96F2vWrOHzn/88xx9/PF/72tf+W+UPDg6SSqXqr7179/632yQiIiIicqgcsUfsAdauXcu2bdtIpVIUi0Xmzp3LunXr6qfVzJ8/H4CVK1dOWW7FihU888wzAPT29nLgwIEp8Z7nkUwm6e3tnbZsx3FwHGfaeBERERGRI8kRe8S+WTweZ+7cuQwNDbF161Yuu+wyAAYGBliwYAFPPvnklPQ7d+5k8eLFAJx++ulMTEzwwAMP1ON//vOfU6lUWLdu3eFrhIiIiIjIITSjR+wzmQy7du2qh/fs2cO2bdvo7Oxk0aJFfPe732Xu3LksWrSI7du386EPfYjLL7+ciy4yj273+Xx8+MMf5uMf/zirV6/m5JNP5utf/zpPPPEE3/ve9wBz9P6SSy7h6quv5stf/jKlUokPfvCDvO1tb9MdcURERERmwGmnnUYgEODaa6/l2muvnenqzBozumO/detWzj333Hp448aNAFx55ZXcfPPNjI6OsnHjRhKJBPPnz+ed73wnH/vYx6bk8Wd/9mfk83muu+46kskkq1ev5qc//SlLly6tp/n2t7/NBz/4Qc4//3z8fj9vetOb+MIXvnB4GikiIiKvaMUg+I/ok58Pn9qTZ7ds2UIsFpvZysxCMzrNzjnnHKrV6rTxGzZsYMOGDS+bz0c+8pEp97F/vs7OTm655ZbfqY4iIiIiIkcDX/Wl9qylznVd4vE4qSch1g7j8+Mk6SCEV0+ToBuAJGFKeHg27gJ2kaSjHu8SBagve05+M264DYARenGJ1tN4eKzfvhUuLZtC3hyC17fAT0om3OGHn+ThInu//9P94Ni0EQ/CZWi1FQxjrqqoPRrAD6VA475TJX+QXCBsyw3S80QSsvZvv31hWJKFaLnRKWEg1MiLSCMqG2pceBwZLTDct5BW8gD0ZMdJRLroyY6bfmv6TMm+annZq0AS4S7btx20k6nnnSZaz7fWt81jkiVMzja4lTwR8vW+raUtTfP3rYdHzubdSpggwXreOSBHnnabVy099vsceYJN+YaaPtfyal6uFu5kgrW+s6HniybyTxyY44dX2zaFKhCogr9pta34IFpp9FfpeQ2pjVFtvGrh7PPCQCk09T5kJXuIyQsEcYmStu1tJ1P/XAt7z+vHWr83j5epjunzvnzCfDEC9azsHM1GGvMnVPGmLl9qmoO1q4SGfeb93VW4z/637rzd8KoWWGLrtdQmjtoOinim72pz/IY8/PgDANz/R3/Hyv8bIVb8FQCPd7+GlWMfpRC4HoBCIEis+Dmg0ywb3AjHHGzUKwuM1zriduDHwBYT7tkCx9GY470BaPVB2LYh7GvUudeOx/5yI9xWNfPAdM7UuRCqNOLCZXCa+qiCmRvN62wIqA150zyoz6FRGzmvbNKFGmndSFt9XUoTra9HJbue9DBWDw/TxwG7frQS5lU8wS4GAEgQJMFYfV3rooN5dlt5gDHekX3SzBGzsJkjKRuOMnW+hxr96ra3USJYn4ceQUoEGaHXlpthIeH6Oj0CJGydXTL00E3Jxu0t7COfLuMVbFeWoSVCPVzMQfM0nSg2Pq8+Kc7oMynC7SacT5vbHmbs/MgA6TDsbLorc8EOfzEILR4ssO19Ng7jbY0N7YnPZqfEA7zmpIUmjl7+w30A1947IpOG4U6TJ8AZQVP/CVuPnfOgyz7U/YFF5v3OsHnYY4kg/559jKS5JwVBBzr7Hd4YHADgF0ywIWHW5809qwniMWL7/UHvUTLjBfLpRj1aAlC0U3rFmjg5L09yr+nMYtb0LUC0y/RTrZ+9IowHIWN/w9KO6auMM7XfABwP5qfghBIU0/Avp0AqlTrsR4hr+w5zxsGvg9MAVFw42DUz4/FKcFRcPCsiIiIiIi9NO/YiIiIiIrOAduxFRERERGYBXaMtIiIicgiVghF8Qd9MV+OIUA1WMRciyaGgI/YiIiIiIrOAjthPo1AoUCgU6mHXdWewNiIiIiIiL01H7KexadMm4vF4/dXf3z/TVRIRERERmZZ27KcxODhIKpWqv/bu3TvTVRIRERERmZZOxZmG4zg4jvPyCUVEREReQoFWfDqWCkCVCrp49tDRLBMRERERmQW0Yy8iIiIiMgtox15EREREZBbQjr2IiIiIyCygHXsRERERkVnAV61WqzNdiaOB67rE43HO3A7BdmgvQNqB4S4TP94W4U3bsvYzFJvuN1QIwAOLIvXwRTuyjLdBOvzCcr7Ss4qnCTLEMAApN0U+DdHuAACfKJf5aeRMRtgPQIIxvKrHZHryBXn5g3BJZC2v3r7NfLGwTKKzi2H6AEgSZn1qM6WIyXtXaIBxOgDwCFIiyIWX/9osu7EV5uVgjp0uGeCBKJxgr2zvqkCtiSHIhhxGAr22jt28OvtA4yL4vH1vt30bb2OIAVMHYCFhXp16wET+sh368hCqmPAtAbiiDHPKJlzB/Hla68uQfYEpb+7djP/NCaaKH70dVr8LTjbt5ZQWeLAI346Z8Dtc8x3AiX6IeFCyf/vGizCv3CgnDeSAOTYcgVLI5FvyB/ECQZK2LzuZIMfUwc4Rrn9XIkiMDABBPPpSCZO/WZhSKEAuZNK2lvL1/Gv5lJpubuURnFJWK/kp5YTw6nFZ+33tu+fn0/xdbT549bSNfEweQVrrbcO2JVjPvznvTiZ4Pq8pPtiUd8ROllb7HnxeubXlnv99TYwMrSWzbChfhhSQsY91z4Qg1QLjNnG+aVM4UYH/yGFXMygBvcBJdnKtsfNkR8m8h32wx9ZhSxke/wA/OvYmALrXZYm2ldmxo9ZDcOaZGcLdph53/e84r93p4ZT/w0T2XAarbEIX2AskPmvCx/059NCY4y6w1A8rQo02fKfYiDvV1g3g9mPgNbthrU27JAi5Ksy360OvH4btejUQgHDZrANg3lsrjXJDmHWhFn68xawjYNaJ/2jjob80c3pNnw/+uBVOtvXwV6GzYPLD5uO39a0tH7WfhwKwsEyp3dQxlCxT6gyQCHUDkCZKEI9j80+b4QgvrW/Dnr/OpckwzgRpu67lqnkKxTzFrGlzpWxeNS2tcG7sTAB6GOMXTLBh+5iJzIQg4pFYHTfVZIB1pW0APBJazi5gwM7NhexnmD522XmfZIJcNU8uZ7bZXgEWz1mIa+v1l9/w4FSzFmWPD7EjsIwR25YEY8SIErMd9AhPMFnI8G7HbGsHUiO48TYA7uUEhtlHsmrKnUxPUilD1gSplCHY0mhvc/tbWpmS9sZVDj8MLOOxwhMA5NNlshOQsduplkBTv0Ug2gUZu155BfOd36aJdIBXhNd3rwXMOloiyHa7jieZwPVMX3QGOziFPl59if096PDDoB/67by8px1WpSktMpkPh/rq24RW8gwkR9jX2UParbAy/hypVIpYLMbhVNt3YKIfYjqWCoBbgY69MzIerwSaZSIiIiIis4B27EVEREREZgHt2IuIiIiIzALasRcRERERmQWCL59ERERERH53ESDwsqleGcovn0R+Z9qxn0ahUKBQKNTDruu+RGoRERERkZmlU3GmsWnTJuLxeP3V398/01USEREREZmWduynMTg4SCqVqr/27t0701USEREREZmWTsWZhuM4OI4z09UQEREREfmtaMdeRERE5FCqRqCqi2cBqOri2UNJp+KIiIiIiMwC2rEXEREREZkFtGMvIiIiIjIL+KrVanWmK3E0cF2XeDzOnamTaYsFWFfaxnCoD5coAGminHPyZpP47WG4sAzzSibcDjjghtsAKBEkTZQc4Xq4kU+QHPkpZZfw6p89PEr2BRAiSAkPz4aDBLnQfm4lzzCNOnp4U/KuLRe0l1okGONYBgBYn93McGQhJRsXwqOVfL3O43TQxQQDe0ZMZsecBt/ZYT6/JmOexZGyBYWaXja8I7KUhewHIEkHrbZeOcIMjI3A3KUm7crd8L5WWG4vBwlV4DkfhH0m3FOEQBVK9m/Usg/abb/3e3DAB051aj1qCkAc3LgZl9jYZD1quHsh43TQw5jtuyBBPGJkAHCJkqC7nr6HMTzbVznCjDe1qdbGUNM4lprGOUd+yvi9dfdj7PwH03nHbYvDMQE4z/Q7vX6IF80LIFKFaFO7Akz5c70UCJAMdQDU65OkEU7QXW9HK/l6+xJ04+HR3lTn2tgDpMmQI097fd5mWGjzPefu7XD2LvjbY0ziVwWgswBRm1ccU+dSU52blEJT6xxLT8KTLSby21X4jxK829blLCBaMnOgnoG/8R6qQMSW6wcqQPM18X6mzom/tJU5LwwrS2Z5gH+1eV5g6+GUIVxuxJf8kLfLtpdMfK1OSQcSLXBb1oS3lOHxpXDebtsGB+b4YcDO8fZKY9la/R+2lT7es/lXpta/NjShRvuyIfMhctA+jyMC5DHzHuATQVjTAqfWtlMlaLVxnwzCHg/ebcaXfs+0aU6pUc54ELq8Rt4R2xWBAKFUGdJNdeqGRLjLdAcdrPjKKLzarh+9FdzOtvq8zBEmaxtUW28Sdl4Os4/JQobznFMBSJBhh7eL7IRplFeA9QvPBOCc0v2E7ojABbYiSdt2W0+2tMO6NNlu209jBXi43cTNz8KiRhtKPQFK/iAjgV5TDkESdJO069Qbn3mY4UULbR37GGGChN12uF6GFcFlvHXsMWp2dC9lyLY3wRgHqmPM85n18OrN+6Fit29r8jDsI3usmXc7Ass4QBTX9keSCVwyTBZMOJ8uE2438/B4ZxntRNnBLgDGx1IUs+DZTYdXgHwRWuy03RmHdGMVZ7wNinZKjras4E927qB7iUn8zONlds6Dgo3POI1lx51u/mTvGB0LTL8e2FXg8VYY7rJ5tXUzkBrj2bgZiEx1MQAtvucAKFbnQsWMb0vgDv6yeJCxPeac7G3tJp8WO+0GxuEXE0F2rDZ5/II8e8bMb1J2AkaLpg2lDPx4LaRSKWKxGIdTbd+Bg2sgpnPsAXDLMOehGRmPVwIdsRcRERERmQV0VxwRERGRQyqCdrlqvJdPIr8zHbEXEREREZkFtGMvIiIiIjILaMdeRERERGQW0Alf0ygUChQKhXrYdd0ZrI2IiIiIyEvTjv00Nm3axA033DDT1RAREZGjXitT7637SlZ6+STyO9OpONMYHBwklUrVX3v37p3pKomIiIiITEtH7KfhOA6O47x8QhERERGRI4CO2IuIiIiIzALasRcRERERmQW0Yy8iIiIiMgvoHHsRERGRQ6naBlXdFQeAqu6KcyjpiL2IiIiIyCzgq1ar1ZmuxNHAdV3i8TifTM0hHPMTJEjSm8ArmodYtUfi/OV1WZN4Qwk6IRs1d9XJBcJ4BCnZf5B49j2IB0DfD7KNglalIQ4ctOGSH+ZVGre/HQ5ClwcVG47Y91r88UCv/fyBCKyswoM2/OsChH2wxP6jZo4fTvRDxGuUX/HZfD1TdtmGw2XY3AKryybcXgKnqV6hpjoc8EO0AlEbDgBlpt7Ct/Zd7XMTN9LGEAMAHMswI/TW+w6gRLDeh2D6sRZuTucRxMVrCnvkyOOSscsFCRGklXA9vmTT196TTJi4qkfQ18i7lfCU9M3xf5lKmXFKtZjE91XgwjLE7VGKKBAGN95m2lvvKCNNtN6OEkFyhMnZOja3o1aPEh5eUztrcuTrbZtOCY+QLas5bb1d9j1oe7n5+6ytQy1cW36AblvvvG1PhiBBYradrUDO1q+W93Q6gZzt65okE8yj2+aVJ02wXq/mdsTI1PuvlrZ5Pax919y3PYzZNuwjttmDP+hrqkkSVu42wYtCZj36ue2De6qmYQDHAXP98B2zXt+/0OEPRt4OPf9q4vuBhb5GI+cHoDdg3gFGy7DfrhxfznD3IgfX3qDrtUMfhdZPQm6pXfhi4MfQY+vVBRzra+R7t2fKA9gPuMC4Da8C5jXV47wwdNhjPR1+6ChDyG5o8gGzzkftHHaq/PSCKhc+9SsTPvUsU3bN6Q6ssCv8W98JK78Ip9n2rQjBqcFGXqGK2daUbNndeYjbn6WIWU9q60iSDlyi9THLkaezqdgDeLyu9CgAu0IDDNt5AtCOx9NkaLd5JRjjQHWMUtnMnXy6QMV2+2eiQAEeiK8CYO0Nu2BNC5ycrteLLLCt3YSXTUKv6avxzjgH6CZhy06SZ5yJ+nq2jA5ayTNi2/D6xAP8omcdw3buJZkgVzXzqlDMU8yW6/XyClDMNdrb0gpPp2DpPBPOTkDGVrFznklbsavGXj9sX9BYthiEcaebdz1uyo31wAF7V+fhTkg3bToyDnRNwim5Rj2eiIJj63XLMXFiJbNdDZ1Rhqsj8Edm/j8SOZ4ROurreZIJcuRJ2PbmPNPWYtb8lnpF6u09oWcpb2R/fZ3dznLO2foQzCua9i50eDrQx4qhxvx3O812dYRexukgR5hJ1+MN8c2kUilisRiHU23fgeRlENMRewDcEnTePiPj8UqgI/YiIiIiIrOAduxFRERERGaBGd2xv/vuu3nd617HggUL8Pl8fP/7358Sn0gkuOqqq1iwYAGRSIRLLrmEoaGhKWnOOeccfD7flNf73//+F5R18803c9JJJxEOh5k3bx7XXnvtoWyaiIiIiNWKOYdLr8Z5i3IozOhdcSYnJ1m9ejXvfve7eeMb3zglrlqtcvnllxMKhbj99tuJxWJ87nOf44ILLuDxxx+nra2tnvbqq6/mE5/4RD0ciUSm5PW5z32Oz372s/zd3/0d69atY3JykuHh4UPaNhERERGRw2lGd+zXr1/P+vXrXzRuaGiI+++/n0cffZRVq8wFTF/60pfo7e3l1ltv5b3vfW89bSQSobe390XzOXjwIB/96Ef54Q9/yPnnn1///qSTTvo9tkREREREZGYdsefYFwrmCvlwuHFpvt/vx3Ec7rnnnilpv/3tb9Pd3c0JJ5zA4OAg2WzjLjM//elPqVQqjIyMsGLFCvr6+njLW97C3r17X7Z813WnvEREREREjlRH7I798uXLWbRoEYODgxw8eJBiscinP/1p9u3bx+joaD3dFVdcwbe+9S3uuusuBgcH+eY3v8kf/dEf1eOfeuopKpUKn/rUp7jxxhv53ve+RzKZ5MILL6RYLE5b/qZNm4jH4/VXf3//tGlFRERERGbaEfvk2VAoxG233cZ73vMeOjs7CQQCXHDBBaxfv57mW+9fc8019c8nnngi8+fP5/zzz2f37t0sXbqUSqVCqVTiC1/4AhdddBEAt956K729vdx1111cfPHFL1r+4OAgGzdurIdd19XOvYiIiPzXVSNQbZnpWhwZqkfsruescET37tq1a9m2bRupVIpiscjcuXNZt24dp5566rTLrFu3DoBdu3axdOlS5s+fD8DKlSvraebOnUt3dzfPPPPMtPk4joPjOL+nloiIiIiIHFpH7Kk4zeLxOHPnzmVoaIitW7dy2WWXTZt227ZtAPUd+jPPPBOAJ598sp4mmUwyNjbG4sWLD12lRUREREQOoxk9Yp/JZNi1a1c9vGfPHrZt20ZnZyeLFi3iu9/9LnPnzmXRokVs376dD33oQ1x++eX1U2p2797NLbfcwqWXXkpXVxePPPII1113HWeddVb9rjfHHXccl112GR/60If4yle+QiwWY3BwkOXLl3PuuefOSLtFRERERH7fZnTHfuvWrVN2rmvntF955ZXcfPPNjI6OsnHjRhKJBPPnz+ed73wnH/vYx+rpW1pa+NnPfsaNN97I5OQk/f39vOlNb+KjH/3olHK+8Y1vcN111/GHf/iH+P1+zj77bO68805CodDhaaiIiIiIyCE2ozv255xzzpQLYZ9vw4YNbNiwYdr4/v5+fvnLX75sObFYjK9+9at89atf/Z3qKSIiIiJypPNVX2rPWupc1yUej/NIaj7tMT8DoyPwwwj0BkyCZZONxLEKhICSDY/Yi3DbS434MHDAXuIQrUDUpg3Y5ezDc0uhAG4oimf/BssRJkeYFduHTYKDDvRnoWKXD9HIKwycAOxZasJv3QOXtkLt5j4Rz77KJuy3y9eW9dv6ANSuIy7Y9zywtwVOs08M7vpXuNpe8X+6Y5YP23xDFSj74P/ZcIcf1oQgXmz0S9Q2oGTrXyunphau1cP2T6K7i57/LDTy6i/CzfbZB1/Lw1+1TW1vqAIlf6NetTEByAfgw7aOa1pMO+Y2xYcq4Nj4Wp/V6hNq6qvQ8/rOD6VAgJLfjGGkUKAUCpALmXrmCFOy41sb5yBevViPIDlM2lbyU9KXnve3eW1+AKTJkCNPqw3Ps2lHyNtqBjmFMQayIyavUIBkqKOer9eUd63MGJl6/fpSCXjc9vVzIeixY9BZMP1S65thB1It0G3Kpb1k4mpzrfkfZ2XgO63woM3r63fBcWfBEhvfG4B/L8NqGz7fgRUh6GrKI9LoO5wyBOwmLlQBfxWcaq1jzZgftBX9Yh62VxpxrcA+27xclUIA+tKvMl8ctwV3uMo2+1y8s54ZBcx/HB/qvZU570jxzHfjNu4HwI/50bE3AXDhUx5O+Y8h+GNbr4Nmju48zYRjW6D2vL0lmPXludoKDvQHoNVnPnf4IV818xVgoArbbPtGy3Cu01g3Ip7pC8fmFeEF45ANmb7IBcw8StuNiUuUEkFe/ZUdJu0eD64sQbcty6GxvSsACz4AV/6zCf9xqxn7qB2XuCk76zTKStIxZb7VrHjwGeguMb7I9OUIvSToJm3n4TgTrKCbV+95AIAdS5YyTDcAp7CLB1lGkol62qQ3QTFrNiaVMrREApzsnADAg9mH8ex25v1zFrKPXnYwZprrPk2lDPm0iS9mwStC0W4Gxttgsd2sRDpg4lkItzfa8WQVltph2NYOhSAsSJnws3Hobvr5GGuDnfPMBq5IhBMOjHG+3ZYEW2D7fijarmrx4CfHdrPFZ1aAHQT5XxOPARAtwGlj0LHApP3bCfjSkoUkq6Y/3uLr5tj+p+HbdmO6OosbN09038zJrGAXfWMJANzuNjZzMp22LyPkGaeDp+04vCP/JD8Nm+vZHuRRxsdSFLONvorMmdp3o2HTZwBdk/CPxy3kXjvXHh57sr6sPwDJA1C07Y8CT0ehYMPFoOnL9/eY6+VOIcpvbB1HC/vpd/rooZusW+btcXMjjlgsxuFU23dg/IMQ0w05AHAL0PVPMzIerwRHxcWzIiIiIiLy0rRjLyIiIiIyC2jHXkRERERkFtCOvYiIiIjILHBEP3lWRERE5KhXjUBVF88CUA28fBr5nWnHfhqFQoFCoXFrFtd1Z7A2IiIiIiIvTafiTGPTpk3E4/H6q7+//+UXEhERERGZIdqxn8bg4CCpVKr+2rt370xXSURERERkWjoVZxqO4+A4Oh9ORERERI4OOmIvIiIiIjIL6Ii9iIiIyCEVAcIzXYkjhO6KcyjpiL2IiIiIyCygHXsRERERkVlAO/YiIiIiIrOAr1qtVme6EkcD13WJx+NwcA3EAlBZAb5rmF96DQBpJ8LPfMfW0/+CYdLZFACLI4uJEMYlA0DCG8NNFKiUTdoDExBtKqtYhqI9Ba2lDDvnTa3LSRPwhF2gvQD9FXjL8nUA5IAd7AJgojBBPl3Gs8/Zyk6Y9+d85v0tK1eRZIKEN2bKzRbwiiauUoZ8GoItth4Rs3zFm1qXWvpiGT67Jg5ArJRhONTHsXc/ZyJPyLKvs4cE3aa9ROt9AZBgrP55w6dTcGkJTrrLfHHlufC+EPxzyYTPC8MJRYjYikSrUAKbNTval7KPXgD62M+K7G7I2sxTwJhDYp3pvJ7kOIQha+9+9HSgj2WlYQCSoQ6GGOA3mPAAfcwjiGcvS8kBJTxiNpwgU29ThDBBguTIg01X+wzg4VHCw6uaNgR9QVrtuZcbfpCFVWmYb9K6kTaSdJCz8YvL+zgQ6K6HSwQpPe9SmRDelPesTZu2s6y9qe9zhEk21avdpulkgrV374FP2c57dxT6PQhVTLjkhzNOhCVbTPisAKwImc9LgtDhg4DdtPxdBn78LPQtMOFe4M3hRvr2CoTtyuCUzXKODUeq4GDGGMwpqiH7AkqhACV/kMijNv3mFlhnJ2XUg5IPKnbCfwIzf4614R8U4XQHumze0VKjfaEKRMpmeYBrqtz/VJXoa9MALPo/7cSKy/i3FWZdO3k/LD14sUkb+wm4pwEXAXD3or/hrGdGgR8DsK/9KmIFiBVHbcGd0BWGJTa41A9z7DGXL38ajvtzWGHrMT8AvQHI2779+zZYdRBOt3NgTQvcZsfsx3dD61nU5S6ClT+B0+zGZUXIjNVcm1f789q/tRXeYzcA5x+ES1uhw9brmMrU9E6lcZgobscp0Si6Nl51Hw3AGfauY6eWYE4JCraN3XbMAcaATMCMBcAcyMYdkoEOAJJ0kKQD1871k9jPMH2AWSffWHqC0IO2b1It0J2HeaV6PRPtXfXtRZIOLszfC8B4OM4OlnHA5psjT4IxclW7Tpc9itnGNnzOnHh9ez/xLHgFiNptkj8AnxkJ4q42jdrMyfSxn2G70drHfg5UxyiVTVmnBE9god1e5Ajz6rEHGOpeDMAOuokRZJndLqWJMkQHJ7EfgAfpZpwJ2xcdrHviEXDM+O5b0sMuBkjY9f9MxvgNvfXtb448EwWzbKVcppg1vwE1lXJj+7+7BeanYJ59vMtnXg/EbMKbwF3a1jQO3SSZYMTWcePYOKV4gOGQiT/2G2OwowRX2nG5rAp/124+9+VhLAxxu06/s2C2BV+28eGy+S2oxcdonL5dMmM8HomTdqssibukUilisVpFD4/6vsPY9RDTOfYAuHnovn5GxuOVQBfPioiIiBxSrfYl4JvpCsxqOhVHRERERGQW0I69iIiIiMgsoB17EREREZFZQDv2IiIiIiKzgC6enUahUKBQKNTDruvOYG1ERERERF6aduynsWnTJm644YaZroaIiIgc9drQXXFqdLLIoaTencbg4CCpVKr+2rt370xXSURERERkWjpiPw3HcXAc5+UTioiIiIgcAXTEXkRERERkFtCOvYiIiIjILKBTcUREREQOqRb7EijPdAVmNR2xFxERERGZBXzVarU605U4GriuSzwe5133Q0sUvhyG0qIA94ZOBSBJvp62nShpMiQYA2C0sB9/IEgoYP5BcvDAJADRLnNxbk+wm9HCfgAq5TILIwvreSW8MYrZAm3tbQAUiqYcpyUMQGp8kt7uLkp4AMSIspBeAFoJcxJP0JMdB2BHZCnjdNBq6+oRxCU6pZ2ezSdHHpdMPa8L99wLmQDMsX9pd8N4OE5XPmX6J9xGLG3aRQmycYd0wOQdxCNNtF6WS5QDeDyYfRiAFZHj6/VvJcyZjBEjA8AQA+QI18Mn9T/Jj1qrvLbfZ8q6sg1WlsBvp3GoAhFbx/ngRtqIpRr1IgrUHk+QBwJAxAQfiRzPitKuRt+Hupv6JUjQ1rEWzhEmS7gergni0cMYoXpfhqf08cAzI5AKQNYuE/EadXaAkK0XwGdbKPzdJM4f2TzOC0OHHzps+njRtP0+e6H3csApN/INl02etfYfbIFoyfZV1ZTVfI14rdwQ5s/+Wrh2CKBi398I7AH+ysxL+jFlYcsPVBv1mFOFuJkjALHNHpT80JMz8TFbHkAEEuEuevJmzpIBngnBo/ZI12gZPvJuOO+LJnyWA/MDMFCrKPCEHacbc/woWCU334Sj0TKrV+dYsKl2y7lVwK+ApA1/EWI23z6gF7BVZHUQDlZgwnZAbwBafXC3LeusoPkOGvWpbRIeKsKSICy0c3akatpxn52It48AP4a+d5nwvtv50bGvB+C1Q48Bl8Hq3QA8N1QlVvBwyvfZzP8V2AJdW0xwSaMbWOiDFSFTNsBSP4wD/2TWJR4GjmtKv/Vt8Jp/NZ/Pd2BNS2OeOWVoL0HUtj+CmRN2KhGAUty0PxcK4xIlSQdg1vdW8vRhtnH76KWLCTqZAOBBTmCECcZtOEcer2r6tVDM4xUaR/fyaaiUzQugmLXVMUWRGYdx29yMXWVOM5swJp6Fdy1bxb12u7xzV4KKB0E7/59s+iU8tgKPhqBo8yoEIePAs3GzschUV/L2R7fWt57FMmxfYLvKg/vmnwrlNwFw3OQgXZMmD4BH53VTrM6F6oD5onIFpyT/mEzTelgvp/wmqK4E/6tNRPUr5u1PbwVg+Es93EaeZ54x60t2Ar5yv92gdfjhvAyPdB9v0hJlF8NMFCZsX5bJjDX6slLGbmXh2bh5X5CaGq6t0oUAPLAoQtFuPNc+O2baDFCda959z9mMV3Dt8DepNDaf7G6BJ+eZz+NtkXp/AgwMwI9zjb4EaLHv6bD57iTTBPJF2DkPxu1mqBCEpyMrbD0GOHvfHQx3QcWFvQshlUoRi8U4nGr7Dox9BWK63SUAbg66r5mR8Xgl0BF7EREREZFZQDv2IiIiIiKzgC6eFRERETmkWph63uMrmS6ePZR0xF5EREREZBbQjr2IiIiIyCygU3GmUSgUKBQK9bDrujNYGxERERGRl6Yj9tPYtGkT8Xi8/urv75/pKomIiIiITEs79tMYHBwklUrVX3v37p3pKomIiIiITEun4kzDcRwcR1ewi4iIyH+Tr8W8BHzey6eR35mO2IuIiIjIEenuu+/mda97HQsWLMDn8/H9739/Sny1WuV//a//xfz582ltbeWCCy5gaGhoZip7BNCOvYiIiIgckSYnJ1m9ejU33XTTi8Z/5jOf4Qtf+AJf/vKX2bx5M21tbVx88cXk8/nDXNMjg07FEREREZEj0vr161m/fv2LxlWrVW688UY++tGPctlllwHwjW98g56eHr7//e/ztre97XBW9YigI/YiIiIicli5rjvl1XyL8d/Wnj172L9/PxdccEH9u3g8zrp167jvvvt+n9U9aviq1Wp1pitxNHBdl3g8zjdTJxCJBSjh4eFRwlwEkqPxL58/2focLCySnWcuvj0Q6KZEkCQdNm2YEkG8pmVr+dTyrOUXtOmC9p8rV1/+DHzKB/MqprCoeRsPx+t5h+r5hhnwXQWrP2kS/c8oLC7Bh+3K86u/gos/CZe2mvDyIETsRS0RD1It8M85E54fgIOVRtreiknjND0aejRi3ofLsLLayCtUMa+s/QdRe2lq+uZ8PlmFeyuwyuaZBc5sMeUDnOwzec2z/T0HqNB4UncJqG0b/EAAGPM1yuvOQ8SWVVsmbN/LTcuWgIMtkLfl/r8yXNAC8aLNuwqBaqPekSqkbNqKD6IehGiUE4D6FDkYgHgZsrZeoWojbci+Rm1e8bJZPltbNmTaP6fcSH/QZ/IASIVMvQBKfthYhLU289MdM25+Gx8um7xq4+QHsoFGnJ9GvWpqfRZ6XlyFxmEC+30pELDVCOIFGv8czBGmlTy5esdDyc7v2tztSY2biK1RO2be1PJr73Y1qD+hvACMOY32gxkPgGEf3DLZmMMDQchXYcJmMlqG61M2o43Aj3m8excA4+flWP39VmLFUQDclvns7oS0vRburGd+BfzYVCFwPU75SWCLzWspz0Vew9ysmVx3L3I465nPQeuf2w7JQ1cYjrPJY0DY1jlfNWP//DGszbtQxYxVuWmON6/DoQocNP2x77WT9KU/Cn12e1C7g+/ZthErQrDQ5uOU4X/mYJ9Nc5LP9Nu/2Im49TQ4fQtc7DSWnWvnVXuJX/3dBF0/N/28Muwz6/MSOwfODcMeD15l59pzPjimCA/a+C9mzbYKzPYqXoSozbsCRKjPtVJ7gESom7TdELpE63Pp1fc9Bmvy7Av3ADBCLznCdDJhwx0kmWDchpu34ZOFDMVsGa9Y/4pwO/zNB2ydv1zmF+F1jNhlx5moL5/Opihm4U3dqwEI4rGdPAnGpuSdsVM8abv0j09aB8AjPEFixMzD7AS4ZXjWbN4Z7oJL91GvV7QLijkYteHxNthpmstHwj0kvQkqZfvbUijz7G4YtXl96phV7AIeGHusXlYmbeJ6B6C9o429j08CEOmAp1OQsats2oFCEB5oN+F/iSxmj/u0yffzjpm37zWV2re0h+0MkLR95ZIh4Y2RnTDrQ9BOv1p/FLOmr2vlBp0AE8+a+V6x077FrsLFnEmbTzfGqRa3duHxDHnDFLMFCi58rh9SqRSxWIzDqbbvwPj3INZ2WMs+YrmT0PXmF3z98Y9/nOuvv/4lF/X5fPz7v/87l19+OQC//vWvOfPMM3n22WeZP39+Pd1b3vIWfD4f3/nOd36fNT8q6FQcERERETms9u7dO+UPLd2J8PdDp+KIiIiIyGEVi8WmvH6XHfve3l4AEonElO8TiUQ97pVGO/YiIiIictRZsmQJvb29/Od//mf9O9d12bx5M6effvoM1mzmzOiO/cvdmzSRSHDVVVexYMECIpEIl1xyyQvuTXrOOefg8/mmvN7//vfX4x9++GHe/va309/fT2trKytWrOAf/uEfDkfzREREROS/IZPJsG3bNrZt2waYC2a3bdvGM888g8/n48/+7M/4m7/5G37wgx+wfft23vnOd7JgwYL6efivNDN6jn3t3qTvfve7eeMb3zglrlqtcvnllxMKhbj99tuJxWJ87nOf44ILLuDxxx+nra1xEcrVV1/NJz7xiXo4EonUPz/wwAPMmzePb33rW/T39/PrX/+aa665hkAgwAc/+MFD30gRERER+Z1s3bqVc889tx7euHEjAFdeeSU333wzf/EXf8Hk5CTXXHMNExMTvPrVr+bOO+8kHA5Pl+WsNqM79i91b9KhoSHuv/9+Hn30UVatMrdI+dKXvkRvby+33nor733ve+tpI5HItOdSvfvd754SPuaYY7jvvvu47bbbXnLHvlAoTLn1kuu6v3W7REREROp8LeYl4Cv9l5Kfc845vNQNHH0+H5/4xCemHOB9JTtiz7Gv7VQ3/8Xl9/txHId77rlnStpvf/vbdHd3c8IJJzA4OEg2m+WlpFIpOjs7XzLNpk2biMfj9Vd/f/9LphcRERERmUlH7I798uXLWbRoEYODgxw8eJBiscinP/1p9u3bx+joaD3dFVdcwbe+9S3uuusuBgcH+eY3v8kf/dEfTZvvr3/9a77zne9wzTXXvGT5g4ODpFKp+mvv3r2/t7aJiIiIiPy+HbH3sQ+FQtx222285z3vobOzk0AgwAUXXMD69eun/EumeQf9xBNPZP78+Zx//vns3r2bpUuXTsnz0Ucf5bLLLuPjH/84F1100UuW7ziO7qkqIiIiIkeNI/aIPcDatWvZtm0bExMTjI6OcueddzI+Ps4xxxwz7TLr1pmn9+3atWvK948//jjnn38+11xzDR/96EcPab1FRERERA63I/aIfbN43DwDe2hoiK1bt/LXf/3X06at3Q6p+dHCjz32GOeddx5XXnkln/zkJw9pXUVERESmcuxLwJvpCsxqM7pjn8lkphxZr92btLOzk0WLFvHd736XuXPnsmjRIrZv386HPvQhLr/88vppNLt37+aWW27h0ksvpauri0ceeYTrrruOs846i5NOOgkwp9+cd955XHzxxWzcuJH9+/cDEAgEmDt37uFvtIiIiIjIITCjO/Yvd2/S0dFRNm7cSCKRYP78+bzzne/kYx/7WD19S0sLP/vZz7jxxhuZnJykv7+fN73pTVNOtfne977Hc889x7e+9S2+9a1v1b9fvHgxw8PDh76RIiIiIiKHwYzu2L/cvUk3bNjAhg0bpo3v7+/nl7/85UuWcf3113P99df/rlUUERERETkq+KovtWctda7rEo/H2bgXnBhkJ8z3lbJ5D7bA0ynzub0A8/rNdwCf2ueH3gqMBMwXhQAcU8TtNE/PHaGXkv0byyVKjjBpMgDkyNNKmFMYq9elkwmG6aun95r+PssBrl3Ww5uy7MBXDsLpBZhvKx01b9mQOe8vGeggR9jmE6ZEsB5uJc+xDOPahZJ0mO/usvVaNAm1yxr8UAoEuG+ZOY/urIoPzg9Aq8/EnxuGBWVotw+pSLXw+JsmAdi8qMK7MgE43fbVRAVuPxXO22LCxwWhNwCn285tL4FThrBtU6jSOI3RAQJA7UHEeftus85GHR4MnMAA+wCIkSFJBwBBew5gutZJwLLSMKEnbCBSNv3X3mhzs1IgQMlvxsULBBmhl2WlYVPFUpms4+AFGuMWS5n284QDA4V6HUkB8UYbasvVxqU2b3pKZhxCW0Mwxz5YbU4V2qEUMpmFPhWE/12Aj9nMjvVBoApROw4lPyRsvy4oQLxYnyOUgQJQaWpvqKnd7UDafq4AJSAbaPRVyKbnRd5TQMqmjZcb41Ur90DA1A3MuuOvmnqDGe9mEW/q+GeAjO1npwyhKvy/VhO+MYc7UuWn9uZZb9rxKwqB023SM+C4LWCTMg7sWwp8wH6RBC4GljWFzbMx3Jb5xIo3A39jopbshubn57UC/QGYY9t04yI4brcpA7h9TZHLfnaDCQS/CF4n9O024ePssktsm9a0QHul0Q+hCmRtXMUHkz6Ya8d3iw/CPlhp+y5cNn05Zp8VEqg25k7EM+Ha+EZsf9qkWcchUijA9+wTwI+pQE/OfI4xZd4B5EJhYnkzx4fDCxmno75uJcmTI884E4DZbuWqZmVd4VvGG1MPsyNuBmkfvSSZYARzSuVEYQKvUKZoi/5715YPlDoD7AgtY1d9m5annSivH3vAJBgKw5wCpaWmkTtCyzjp/CdtPwfhA1VYZLYr++I9JOjmgK3z+q0Pmb4+xmwnhtsX0m63u13JFOOdcbr67Q/Cex14owfz7DYqDvvCPYzYSZEkjEuGt44+ZuIP+ikda7aVu0IDZAnTZ9u7j17WPvMY2YVmku8ILKvXCSBIsN43SSbIVfOc4juhHn7HM09Cxg5qOgTzCzDH9lc4QGjU1vGZVliew+024+sSJUF3ffuYI88I++u/NWbYo/X3TjrI2Q3uMPtIZse5IGJubHEKj7KZk+v1HPbM9rdSNn3pDwS53g6Ruy7IEANst3m5ZEhXMxSKJuwVyrwrtrhehxxhTtpnxnCobzE9jDFCLxm3wqvie0ilUsRiMQ6n2r4DyR9DrO2wln3Ecieh8+IZGY9XgqPi4lkRERGRo5avBXy6eBaoP3n2tNNOIxAIcO2113LttdfOcKVmD+3Yi4iIiMhhtWXLFh2xPwSO6PvYi4iIiIjIb0c79iIiIiIis4B27EVEREREZgGdYz+NQqFAoVCoh13XncHaiIiIiIi8NO3YT2PTpk3ccMMNM10NEREROeq12JeoHw4tnYozjcHBQVKpVP21d+/ema6SiIiIiMi0dMR+Go7j4Di656yIiIiIHB10xF5EREREZBbQjr2IiIiIyCygU3FEREREDiWfY14CvtJM12BW0xF7EREREZFZwFetVqszXYmjgeu6xONxrk/FCMd85Lw8bqJArMf8BX5scIDh6j4A2n1RWgmTJgPARGGCfLrMZ8omr+GehQzTR5I8AONM1NO6nn1PmHvo59PQEoFIh1k2HovjVT1O8Z0AwBDDpKsZCkWTV7/Tx4V4phz6GGGC5fYfM2vTjzHUvpgE3fV2rWAXw/QB4DX9AydHmHO2PgRR+5f1/CpuvI0kHbbOHXQxwcDYCACJ7i52sAyATibIESZJGIBfuZu5LLaaVtveFaVd5EJhRugFYB+97GIYgBPp5V52MT6WAiDSYfq3mDX94RXhwu4zufCGraZeF/ngmDylzoCpR6ibntIYAKFkGTLAcBRbabgrD1eZtEQ8qPjgX+3ft6NleLc9ojKQhcZjDMyfwCFgKNpYNlqCUMWM1/IILiau75kElKC0yJQTKpXhCh+cbvNeEoQuYI4toLtEbUhKoQChfBmyttwwUAI+6G8se64D3aYvyQYhXAbHTq5QBUJ2lXaAdltvTD5uvI3Y2KQJp4B4U7wD2ZCpoxcI0lrKU/KbOZEORCkRrI//svJw/Xsw86XW/hE6CBKsj3cr+fpyNR4eQTvfPDza7Zx99VXb4JQWWGXHKFqCzoJpS/M4BJrCARqHKCq2vwDyNlyLC2HGdIPPhG8/Bnp2w8k2vsMPE5V6Xz30eJXQZWkATvjnf4Elf45dVeCYAKwIwXxbkbAP5tp+T/thfxkO2ryGPfi5Z/obIPEs0AldZv3gOGCR34wtmHlYs7MMq4MwYOP2l01ZS5r+2ZqvNspaEYLFtgMiHgSq9TmKY/tiv73V3Jyi6ZNa/7h+2Ndm61yGEyuNORqpmuVrcyUMWcchGegAzPjXxtuzY9/zRNKkjVfhp21was6E51UgCvvCPaY76CZNlFeVtwGwPbCchJ0baTJkyde3j68jSo4w22tVJkOQIDlbdtKbYOJZU2d/AKLdATJjpj/9QciMwbtWrQZgBxmeOLib9g7T5lxukoWRhQD1PHfuStS7uaUVHrPd8d1j2riXE9jBLgD2jYxTtM2LdoGbgGXLuwCz/Z94tsyIjR9vg+EuKNohPPFZeHJeI9yehwvNJozYPPjzWJy0XbdKBPkFsLdgfmvy6TLBFnjApm/xIG3XldE47IytgPI7AXj7jkFuPWEF0MaLqSa3cnP3UgB2ursZHjb1BCgE4dF53RQ9k9eVj36O965ZSxcTANyDx9X32b46Ps89nWtJ2zF8FU+QJsqDdiM3zD4OHBynaLdxn4sBIz6Gly8wfUkvMTveJ6WexI231X9bkoQJEmz8XpIhyQSt9remWbI6QalstisFt8rfdhVJpVLEYrEXbf+hUtt3YGIrxKKHtewjlpuBjlNnZDxeCXTEXkRERERkFtCOvYiIiIjILKAdexERERGRWUB3xRERERE5pEJAy0xX4ggRevkk8jvTEXsREREROaxOO+00Vq5cyU033TTTVZlVdMR+GoVCgUKhcVsU13VnsDYiIiIis8eWLVt0V5xDQEfsp7Fp0ybi8Xj91d/fP9NVEhERERGZlnbspzE4OEgqlaq/9u7dO9NVEhERERGZlk7FmYbjODiOHv8sIiIi/00+x7wEfMWZrsGspiP2IiIiIiKzgHbsRURERERmAe3Yi4iIiIjMAtqxFxERERGZBbRjLyIiIiIyC/iq1Wp1pitxNHBdl3g8ztKnIRCDrkn4A+CxxjOs+MWSbgDevm2Mm6shfnDKSQDsYBcpN0Wl3EhbKUN2wn724IsFc4Mid7XDIywnadMlmSBHnhx5AFoJU8LDwwNgojCB0xLmub2TALREIGifWh10AmTGGoW+Y+EqDhBl/SWbzRd/0wLHFCFjE4SAOeZjKRAgtLsC86v1uFIoQChl8/PDT0+rcuFTN5vwW98D2yvm80UhODcMPfbK90wIIh7EbThaMX9S1p4qHXre56EA7Gg14ePzEPMgYuPDUIoECCXL9bAbb6O1ZPonFwozQi8AWcKE8HCJAhCzDU3SYd/zBAkSaro5VLvt16G1v+F/XJ8j97Y2AOa2+uACP5wXrqflfVfByi+az2cFYYVtxEAQ5pbAsXUMVCFUMe0GKAD5AIRtfNnXyDNeNX0TaHxFyLQRIJadpBQKkAuZeuQI01maqIddoqRte2tKtn0h27ZmWcJ4Nj5GhoXsN5/vrsLncvBG2/ErS6YNJXssIFqCSHX6MfQDJRsOMKXOSTqYVx4j8hvb7ogHc7xaZcFpyiuAGftSI+/s8+5WdSDQXR/jTibou8c+TO41W4DL4PTdJnzfZ4GLeah3FQBrSj5IzYGzDpr4sxxYYudChx9uy8IZtqybs7ATWGkLXeCHNS0wp+nYyB7bhoeKMI5JD/CGAJzSAj83c5ShKnQBnbb9I1WT/lU2ryVBGLVzI181c27ATohw2cyXf86Z8KWtcEylUYdQxfQnQKRs+q7WXXaMsqFG/6UDUXI05k5t/Lv2pRjvi9fn0kB2BJI0xqUdKIPb3lbPK5Y22yBSUOoJMBIy6+E4HSTpIG3Xvxx53PpGh8Z3nvkuO9HYqObTUMxCvukmGv92coQTn80CcHIasjmItts6zAPPpp14Fhaf2EYuZ+o1tgee80HGrsJjbfBg1x+DfysALb7nePu2MdMvDozGYfsCM/+LdgP0DV8PAA+MPUZ2AqJdJq/kXviXE061NZzkT5/eQYtddbZPmvyGbdrRwEZgDcdN/jEAxx0w8b+Ya+K/FFnInrERAF7fvZY0QTZ72wDY+XiB8SgU7HS4b1E3xfJ6zh75JgC/7FsPlRUm0r8DfM9B1WZcuYJo8H1kvH82Yd9POHvkm1y4yIzhyJOTfOnY9QC8dvcd/GjZqY28qiuBPvDZRuBQ3fKHZjsA/PTEP+BBHgVgfCzFvmfhSdNVtOfhlCD47arlJmDeMsja1S47AeF22GunxHgbnNQ0pe+NgGOn9EkT5rdz3Oa1ammANifKKZwAgIfHEMOAmVPjY+Z3t5CGfzoWUqnUYX8gUm3fgdRTEGs/rGUfsdw0xI+ZkfF4JdARexERERGRWUA79iIiIiIis4B27EVEREREZgHt2IuIiIiIzALBl08iIiIiIr8zrwU85+XTvRJ4hZdPI78z7dhPo1AoUCg0Jp/rujNYGxERERGRl6ZTcaaxadMm4vF4/dXf3z/TVRIRERERmZZ27KcxODhIKpWqv/bu3TvTVRIRERERmZZOxZmG4zg4js6HExEREZGjg3bsRURERA6lUot5Sb0fTjvtNAKBANdeey3XXnvtDFdq9tCOvYiIiIgcVlu2bCEWi810NWYdnWMvIiIiIjILaMdeRERERGQW8FWr1epMV+Jo4Lou8XicT6bmEI75WcEyNnvbyE407nWfT5t3rwDZHBQDJvxkDyxINfJqz0MhCKNxE+6aNN8BpMOwJATuhAkXA/BsHIpNJ03dN/9Urnx4K2Dy6MrAqSd1ATBAH0MMA3DwYAp/AJL2hj75IoRbwG/r9arlS7nqBwdIvN6c77aDZZzz6YdN5JvzjC+Ns53lAOQAlww58jacJ1mdIOgzFZssZOhwOky+DNg0YdMmu5xLxtS5sJ9up7venhUs45zS/QA8ElpOkg5CeAAE8YiRwSVaz9PDI4npoARjnMIyltk29+1JML7EdOx2lvMgu0hmxwFobW1jMj1JS8RcFJ0ZLxDpCNTrUSmXqXi233PQ0gpe0YSDzzs1spZHY1kPfyBY/+y0hBnw9UFTv+Wqpu9KZW9K+mZesYA/EMArlOvfBZ3AC9JNWaZQnlKfStmrfx90AhSzZfu9mZvh9kYba+2t6VrQBsBf7ZqEKFCyEakADJThgA1HgQjsa+8BIE2UTjsmJYJ4BOtj5hKl1c4bMGOYI1wf42ZmWY+gPUuw9tmzaXPkuYBdxHwrzQLHbYEeuN0xA7Xo0RA97zL16PpMFKd8BnRtMWlXw4/2VjnraROMDfhghQ/m2/79uge5t9nIf4U3BGCJHaP9ZejwN8Idfuj3wLHjVPJD2H4u+yAbhIDdtP6kCqe3QMS299kAvPW18P7vmfCaFhgINOIjXiMvpwIh4Et2Au4owRVtMNfm3V4ydWgu++5W83k5sK1q6grwyUk4LwijNu3tb4Xz/hX6m+bXNhv3Bsf0Sy3tkiD0+uFrkyZ8RRvMLTXqHKqYPgCIehAHIiaYdRySgY56ETnCuERZe91O88VrHVPv+VkTjpdhxGw7mFOA7qrpA8CNt1EiSGvZzKdkoIME3SQx+beS59VPPGgSFwKUVlbZFRow9SBMH/sZstunEfLkyDNS3W+SFxtz9BP3tMLPirDBzKvE/C6GGOCAnYcuGVYQZSFm2XvpZsR+nihMTFl/izmzzV3ZvRSAq7buhVCF4dVm3dlBHyW8+rbVJcOIZ/IqZgtT1tPa59p26Su/aIU35tjRt9TmFa1v/3Nenuv/qGTmF8CteTOub7ULz6sy3hlnhN56XWv96OLRCfX2jjPBgeoYudykrdfUbWJmvPHMIX/QxI/bVWXV0gD5dJkD9neo9pt2nP1N3BmHX/av4H07dgBw5+LG713aMZPoj580c+Ps5avY4e2ql5udKOAmwLXdPR6FXywxvy1X7x7jQbsqeGnYsgJSqdRhP/Wjtu/A/gOg004M14XeeTMyHq8EOmIvIiIiIjIL6OJZERERkUPJc8xL1A+H2Iwesb/77rt53etex4IFC/D5fHz/+9+fEp9IJLjqqqtYsGABkUiESy65hKGhoRfNq1qtsn79+hfNZ8uWLZx//vl0dHQwZ84cLr74Yh5++OFD1CoRERERkcNvRnfsJycnWb16NTfddNML4qrVKpdffjlPPfUUt99+Ow899BCLFy/mggsuYHJy8gXpb7zxRnw+3wu+z2QyXHLJJSxatIjNmzdzzz330N7ezsUXX0ypVHpBehERERGRo9GMnoqzfv161q9f/6JxQ0ND3H///Tz66KOsWrUKgC996Uv09vZy66238t73vreedtu2bXz2s59l69atzJ8/f0o+TzzxBMlkkk984hP09/cD8PGPf5yTTjqJp59+mmXLlh2i1omIiIiIHD5H7MWzhYK5xD4cDte/8/v9OI7DPffcU/8um81yxRVXcNNNN9Hb2/uCfI4//ni6urr46le/SrFYJJfL8dWvfpUVK1YwMDDwkuW7rjvlJSIiIiJypDpid+yXL1/OokWLGBwc5ODBgxSLRT796U+zb98+RkdH6+muu+46zjjjDC677LIXzae9vZ1f/OIXfOtb36K1tZVoNMqdd97JHXfcQTA4/T8sNm3aRDwer79qR/tFRERE/ktKek15ySFzxO7Yh0IhbrvtNnbu3ElnZyeRSIS77rqL9evX4/ebav/gBz/g5z//OTfeeOO0+eRyOd7znvdw5plncv/993Pvvfdywgkn8Id/+IfkcrlplxscHCSVStVfe/fu/X03UURERETk9+aIvt3l2rVr2bZtG6lUimKxyNy5c1m3bh2nnnoqAD//+c/ZvXs3HR0dU5Z705vexGte8xp+8YtfcMsttzA8PMx9991X/4PglltuYc6cOdx+++287W1ve9GyHcfBcXRLJhERERE5OhzRO/Y18bh5kujQ0BBbt27lr//6rwH4yEc+MuUiWoATTzyRz3/+87zuda8DzDn4fr9/yh1zauFKpXKYWiAiIiIicmjN6I59JpNh167G46H37NnDtm3b6OzsZNGiRXz3u99l7ty5LFq0iO3bt/OhD32Iyy+/nIsuugiA3t7eF71gdtGiRSxZsgSACy+8kA9/+MNce+21/Omf/imVSoW//du/JRgMcu655x6ehoqIiIiIHGIzumO/devWKTvXGzduBODKK6/k5ptvZnR0lI0bN5JIJJg/fz7vfOc7+djHPvZfKmP58uX88Ic/5IYbbuD000/H7/ezZs0a7rzzzhfcGlNERERE5Gg1ozv255xzDtVqddr4DRs2sGHDhv9Sni+W34UXXsiFF174X66fiIiIyH9bGfBmuhJHiPJMV2B2O2LviiMiIiIiIr89X/WlDplLneu6xONxUrdGiUV8EAa+NgkT9gLcD0dhUcZ87oJs3CEZ6AAgSQc5wqzb87CJ74HxSJw0UQByhFnxjf0m7h8n4bMR6M6bcLQCEcwLKIUChEbLjfvAxu37La3mfSAIc23k3iC89Qy48j9N+AwHjvVByNY5UIUtPthjDyOc7sCf2zac6YcVIZgfMOFjfSa9306XiAfhMjg2r4IfsvYfQPOK5j1rL1j+hwC8OQxRW6/2kknbVWy0wRZLyL5q/MA97fC/0ia8B/ifYRi2dX5zGOJF6Ld5lZqWD9jPtispAI793pZVitQCECqVG0cSKrbsWnStv+2NkkoBE5ELmQeoBcse6YAZz1byBMseoYqpYzLUQYkgPaUxU86DQVPnqO3LMDBm++qaKvx/7dBhK+KvwrdLZlwBWn0Q9kGH/Zu8C7gqY8YL4Lww9AYa+eaBTttXgWojTzDzINR0AXmoAqFanG1/7flwtXCzQNNnf6NPAEr+xj8DvUBwSn/U4r3Ab/cPw2DZI3KTLfxjOTgVuLLNhAfsnKy1reyDiq/Rzgdh30ezAPSlPwrnfRKOs+WuaYGBgJnHz5cPwEOl+vr90M3mgXlr9l9s4nt+AnH4N1vueX+SYvQTZmVcOfZ2YAvEdpu0XU0vMOvVkmBjnCYq8LdZyNr444Bx+7kXOCkE/2Em4HP7qszNfhRin2zU1V0KnGYDu4Gk+Xjqblhq12Mw82Z/uTF3Tm8xbS83bizAkO3Hv81CDHh4qU27Gy52GnndlYf1rY15evZfc8sJ1wFwxXN++AMfP91u+u7Mr+WYvLSVucVOk3bVQdMXW22ZS4DTg3C3nR+P3w6XXd6oz+NL4Tzbl69qMe+/tOv7PF+jPwFWVs22CeCyklkvLrXbxmPLdr2zc762nahtQzHbZYDWcp7I2gLstBE3RmB1GbrNPCBil7fb5azj1OdzbGwSDvjhT205H2qHVWnI2vEeC0NPDubZ+Chm+/KwrWfJD0sn63Gl9gAjIXMt2bj9LcnZFTNNhhIert2Avp4M99IHQIIxcuRxPRNXzBbojy1kwMYnmSDBWD0eIDtRsGnBK4JXa24HvGPhKn7omWvi3ESB7AQ8Z6fOq1bGmSyYfPLpMvGuNtITpg2ZcXg0BAtSJu2XT2rjM9lJ3AT1svJFGLbTY7gLXv+c+bynBONtTeNjP+9sN0+sH5y8g0tja7kz+4Atm3q+40EYjcOrylBIw5dPgFQqRSwW43Cq7TuwKwXth7fsI1bahWXxGRmPVwIdsRcRERERmQW0Yy8iIiIiMgscFfexFxERETlqeeji2Rr1wyGlI/YiIiIicliddtpprFy5kptuummmqzKr6Ii9iIiIiBxWW7Zs0cWzh4B27KdRKBQoFAr1sOu6M1gbEREREZGXplNxprFp0ybi8Xj91d/fP9NVEhERERGZlo7YT2NwcJCNGzfWw67raudeRERE/utKNJ6H8kqnfjiktGM/DcdxcBxnpqshIiIiIvJb0ak4IiIiIiKzgHbsRURERERmAe3Yi4iIiIjMAtqxFxERERGZBXzVarU605U4GriuSzwe54mNT9PuxFiwaTv0nQXH2QSvaoHRsvm8v8y+X1fpS7/KhF+zBY4JwFPlRoZrQ/CIvTS83QdrWszn+QEYCEDEPnM5XIbHQ43lHiqa5Wq31X+tY5Ztr5hwoAp+O6TJIFybhl6b9s1hWBGCDluPUAWcsimjFk6HGvk8GYbFto4Rz3x3hS1nwAf3VOF/2Ouvf+xBly3nghZTzkJfY9la/mDqF6o0ys0HGnGhKlSAz9l8R8vwxgj02r9BOwswUIRaV5aAAI0/UZ//OdQIZ0MOXiBIjrBdNEiMTL1rc4RpJV//DNTDzd/Vvo89WOS51xQBmBv0wRW2znd78BanMaYdZViZbdwJwMG0scZv61prT2iaOCAR6aKVPMGy6dNkoIMQ3pR6N9ez2UBihFJngGSoY0rakr2GPoTHiq+MmsQHK/DmvKkrQNjWy9atFDKVKvnNss39aprRuC7fY2pcOxn69iXgqYj54lNZ+PH/AWD8by6j66O3w6nvMnGrAvBYmftHzZzuc6EvfTH0/cTExzDzrtPOtbAPnm3q3PMd8x3ARAV+U4S5/kZ4SRDWt5rw3FJj/n8xA5e2NvLpDUBbtTGX/VWo+KbO6ZpQBTIhM6/BzFmnDKXaRAyadSnS9Fz1z/jgvHCjXt/Lmc9vboXlwanraMQz+QE4VTjgQMGWFS1BqqWR9t6qWRcB/j4NfxSB5bbM/X7o8METth7fzMFeG/eGIHz5Gmj9oglfZOvXa8opXHEQZ2kIzrPjvKYFjvU1yn3NAjh9twlf9rztjt+2vVZnpwxzShCp9R+U2k2cG4qSJso4HYCZswPsI2nDCboJ4dXnW5IJXLtOJ5kg5+XxiuZ5JBUP4rE4A/QBsMPbxfW7iuxYfgwAvyBfXzYxksIrQrClMUSVMkyMm8+RVhOu1JoUgKBdVzJpGO6EdvsYlLQDr1/cxeuIAnDsnqehB74dOd7UI/skbqKRV8WDhJ1W420wkIR3rDkTgAuPuRe+0Ur2dJPg3sCp7GAXHmYMXS/De4Omb/pGE9wzfy27mKi3oZUwI+wHqPdDgjEATqS3njbJBMnsOKdEVteXa+5blwyThQyVsql0Zgw8sykkNg+e3W36AEz9x9vg2bgJPzh3BX/69A6+kDFjnF0Z5IeBZQyzD4CUmyKfNmnD7eAegGLW9i2QDkOLnbKjcXi1A73d5sdn48Mp7llt6ryd/SS8MSaeLVBIw5dPgFQqddgfiFTbd+ChFLTrYUwApF1YE5+R8Xgl0BF7EREREZFZQDv2IiIiIiKzgHbsRURERERmAe3Yi4iIiIjMAnryrIiIiMih5NG4gcIrnffySeR3px37aRQKBQqFQj3suu5LpBYRERERmVk6FWcamzZtIh6P11/9/f0zXSURERERkWlpx34ag4ODpFKp+mvv3r0vv5CIiIiIyAzRqTjTcBwHx3FePqGIiIiIyBFAR+xFRERERGYBHbEXEREROZQ8dDeYGvXDIaUj9iIiIiIis4B27EVEREREZgHt2IuIiIiIzAK+arVanelKHA1c1yUej/O11HIisQBJJkhWJyiVzclioUCQFb5lAJzIBEk6GKktSwaXDDnyAPzlvhQ82A6r0ibBwRaI2JPOuirQDpxhFy4B/9QG3WZZomUo+GCOHbYw4IAbbrNlRfHspRM5wpQIUrLhPvbTSr4erulKpMyHm8Nwia3HPA8iUIoETPvKZUqBQKM/QlFyhOtlNcsRJkuYp23cYjx6GGOEXgCWMUzX7hTZAXPXoXsDp3Isw6bY8hgAkZJ5OFgi3EXP0DjUblDUDaVQgFwoXG9vmiittm9rba7F1b4HSNJBCI+gPcHPIzilP0x7PPvZLPfGu4fMwmdfBR/537DEtvfECizMQ9xm3igGwqbfQvmyCQcg6zh4gUY5wJRxaO7HWvzz0zSHm9M0Lz81z6knMpZe5MTG1hfk49XTxprmTi2uOY9O4NWJB0wgQ70vSvEAoVS50SdhzCGEcRu+xYHTm+Y8QKgy9XMtnLXlZ0LmfUMGHv8A8FEA/s8pPVzxcIXnIibdU3Pg5P0maazSCccdbOS7D3Dz7J5jJtPSg6PAVbDkJya+D+j0mc8PVOH8AHz9Nht3Gaz1wZoWE14Rgi7AsWMcLjc+l/zQXmrM2ZBtf7gpDI2nUNbiH7cRax8CttjIv4HjdsP/396dx0dV3Y//f82WWTKZCVlIQhaCILJUUMQFbVVcUFyK1VZrqUup3bTFn/TbT81HrUu11PajtX6qfrootNaqrVK1Vq3Wpe4KCoiIGJYggSwmIbNk1jtzf3+cM3cSIWJtwkB8Px+PeWTOnHPPfZ9zz705ubn3zmQdV6cJq0DvSsrmm6Du++p9OdBoy+fNcsPDifz6wsB7h6r0xOUQA3Jf0fHKeOAF3XljYDqwn97nN+m2Ha8bNc6plsvqdf1vn+oTgNdTcLQ731dlxsBtHXOq/gnozzyADxVLrj986m3YV0wcD1VdevDsALzADh2XQx8H7fpnrUm4RB0L43ioei0KFfqLBmuh1VNFD6WAOh6kcRIhqssnCOv3TpzESVj7RyN1lNGLTw/qFzHoNLus4/8138vA/31Rreflh2B0Av7uVekD7VCWVMdUgAxQBh2+cgCq2rppqamlVW9UA6d1jNqmY8odjw6nmm1AC62A2k9dOJmB+t2zjlar7KYN3QRG57s9EQEjBWX1ahv2bE2SiMAWv8rfPwvN/U71tZRBUu9+3cU+zlsfY9KkKgC27+gg2g2XT6iyYn6TCgDOvOwduCHNi75DANhALx100ZdUfRvtypDNwAENtar9VNBCK73JXh1nhp/pIRuuK+Y5JlntLTlkO187sAi+owMbnVQHoty+FgPKH1bv/78vwmluOOFIwhgEeYZQKEQgEGBPys0deCUE/j277r1WNAyzggXZHp8GcvOsEEIIIcRwSpP/Y/7TTvphWMmlOEIIIYQQQowAMrEXQgghhBB71KGHHsqUKVO47bbbCh3KiCKX4gghhBBCiD1q+fLlco39MJAz9kIIIYQQQowAcsZ+EMlkkmQyaaXD4XABoxFCCCGEEOKjycR+EIsXL+baa68tdBhCCCGE2NcZ+iWkH4aZXIoziKamJkKhkPXaunVroUMSQgghhBBiUHLGfhButxu32737gkIIIYQQQuwF5Iy9EEIIIYQQI4BM7IUQQgghhBgB5FIcIYQQQojhlEFuGs3JFDqAkU3O2AshhBBCCDEC2EzTNAsdxL4gHA4TDAb5bjO4S2DU6GIAkqkEANlMhqz+a9xIgZGErP6rNFDlIBXLEOtVaU8JTK84gPmvbFEfHHkHXP4t9f4sIG0He7/NUpIGV1a9dwM+oHK8Sk/fCKvnwElPqvQpXpjqUO99BkRcavlcOuFQPwEuyfDmhCgzlsxW6c8th6OK1PtxThhvz5e1m+q9p9+f2mk7eHVcSRu4dMxpGzj6xR9zqrLBlEpndH7u/0XZD3W2u99n6Q/l1aD+2o/p7DIHaXv+H0+GY+A/oZwZg4jDr6tyEsFPWq/YhYGXBE59GsWFYeXlyuXScTzE8eDSZZ0YuDCsZTvxk9bva0kQx4NhLQvOfv8cMzCIk8jHiBOXzs+VM6z1ODEwrM/L6OWQ0FpifnVjd4+jlAh+vLq+OB4+LJfXTSlxPET6rat/LP1j8uIZELPqk6jVRtVfTrx6fXESxPTyEaIDlnXhpMPoosxZOqBt/dcVwG+lu+m1Ygng5yj8TIutByDtctDjKqUq1K0KdwJewGGtTL1AjZ0QsEOP6UUpte/M1n1U4wCPDcp1+T4b/KlPvR/nhMkuqLWptN2E5n5jelmMVyv7OPheVbc7cx7U3afypurlPXrZtgz0ZmGzXnarjrFOp1uB8NtsHDUVgPE7XgCW68yNQA9wsU4fBiwCRgEQLrqeQKoNmKeyJy6Hdl10Fup97osdj3eruF7R388x1wtlRn4fDxVBVVy992ZVX/XfD4OQ9qmOjrs8hPHTQykAPZQS7rddy3TUoMZDjIS1TXuMXrxOD4apyqczBo3OOuanWwD4m+szNKPe9yWjZDMZJvjU8e7Cjo00V4211ltGL/vvtwUetefjPk2vOAxc5IbTdSNq07C1CHr0QxFmRmgtq2Ib1boNHnroBWA0FbTQSqfZpdob7+P6BXb4rl42mIJvZeB3er31WTpKynVXOdlAIx1E1bIkuLBjI+uqVBvW4R8wxnuMXhY5nQT+rMZL7Kw0vqjaRq3BKtYxgU5UHJNw8i4GLWar6tvePuwOSERUGKk4NOuQakLQXQxj+52+25KFiG5CSzmc73LQs1Ud018pgWP0JnwVtWxNSKUPK4ZUDDbqQ8T+xdDeDeur2El3MWzxTeaSTesAFU+RoV4AUQ90FcObZYsBuGRLE78f7yOaPQaALsfLlOfGaDDFa1MO5E3d/rZkOz1bMxR5VfbNG310H+3idSapNtFKj6m2odPmpIoKLnxnM+GoSfBwk1AotMe/6TQ3d+CpEBTLt6wC0BeGE4MF2R6fBnLGXgghhBBCiBFAJvZCCCGEEEKMAAWd2D///POcfvrpjBkzBpvNxkMPPTQgv6OjgwsvvJAxY8bg8/k4+eSTaW5u3mVdpmkyd+7cXdaT093dTV1dHTabjd7e3qFtjBBCCCHErqTkNeAlhk1BJ/Z9fX1Mnz6d2267bac80zQ544wz2LRpEw8//DArV65k7NixnHDCCfT19e1U/pZbbsFms33k+r7+9a8zbdq0IYtfCCGEEEKIvUVBH3c5d+5c5s6du8u85uZmXn31Vd5++22mTlU3ld1xxx1UV1dz7733ctFFF1llV61axU033cSKFSuoqanZZX133HEHvb29/OhHP+Lxxx8f+sYIIYQQQghRQHvtNfbJpLor3uPJP+XDbrfjdrt58cUXrc9isRhf+cpXuO2226iurt5lXe+88w7XXXcdf/jDH7DbP16Tk8kk4XB4wEsIIYQQQoi91V47sZ80aRINDQ00NTWxY8cOUqkUN954I62trbS1tVnlLrvsMo488kjmzZu3y3qSySTnnnsuP//5z2loaPjY61+8eDHBYNB61dfX/8dtEkIIIYQQYrjstRN7l8vFsmXLeO+99ygrK8Pn8/Hss88yd+5c66z7I488wjPPPMMtt9wyaD1NTU1MnjyZr371q//W+puamgiFQtZr69at/0lzhBBCCCGEGFYFvcZ+dw455BBWrVpFKBQilUpRWVnJ4YcfzsyZMwF45pln2LhxI6WlpQOWO+uss/jc5z7Hc889xzPPPMOaNWt44IEHAHVTLkBFRQVXXHEF11577S7X7Xa7cbvdw9c4IYQQQnw6JMh/kd6nXWL3RcQnt1dP7HOCwSCgbqhdsWIFP/7xjwG4/PLLB9xEC3DggQfyi1/8gtNPPx2ABx98kHg8buUvX76cBQsW8MILLzB+/Pg91AIhhBBCCCGGV0En9tFolA0bNljpzZs3s2rVKsrKymhoaOAvf/kLlZWVNDQ0sGbNGi699FLOOOMM5syZA0B1dfUub5htaGhg3LhxADtN3ru61FdTT548eacz/UIIIYQQQuyrCjqxX7FiBbNnz7bSixYtAuCCCy5g6dKltLW1sWjRIjo6OqipqeH888/nqquuKlS4QgghhBBC7LUKOrE/9thjrWved2XhwoUsXLjw36rzo+r7OOsUQgghhBBiX2QzZZb7sYTDYYLBILeHxuEN2Omgi75kFLtD/W10zYYUdOln7k+P01wylm2oy4R6SBAnQTe9AETMKOmMQTZjAGAkM2QzalG7A7IZMPRXLv9/VVVUpbtwxVSB14LTOTyyGj6nA/tdEYxOQe4+Xw+Q+86vAPDfPhit7zEImqqcTyVjLjdxhwdvRt3J4rvNDrP1iv0ZcAFluq400AlsLtHryYA/ne+gYBoq9PsMEAO26v5I21XZin7lRwHri3QgThilvrcAn15vrj0uaC2roq6rI1+3B8LBYt23pTgxiOBXVeGhh1IA4iQwMIjrO3W8eCjBj1en43isMjmj9d+6jbRSt7HDatO64Hi6KSWOx6pbhZf/2zit63HhxInTqjdMFAMDZ7+yBgaxfncQ5erJ1ZFbNo2BCydVOpDcOOqfb5gGTpvTqiduqnqTqQTFbr+1Di8evOS/FyJOgnJKKdP9FSZKf/37JY1BGoNyXfbMjtUQRm07gF+YsFUP4nleaHRClR5Lngz4jAHblBgQtCpXn+Xy0kBIp//ohvYMzNZxe2xQbEJGf8v0yjSMssOOrEq3GGrdoD5vdKgyAHclSG5M4y7WK5ttg1lumJxbObBOlz3YpWJO6weHBVOQdKjPAFxZsJvg0ofPLNCjG/iQCac6oETXFXHBJjts1stuNiBhwrs65rWjwLiScJH6j+U7lXDEtqUAhIsuJJC6ktyOmHQsxF3kgvhNOuAJwCLgUJ1/N2G3an9lrA2YB4HlADxVYXLiphfAe7RadCJQDrTrqoLAdN13B+t9848x9fNUT75PAM6NQ+t4mLdJpWe5VX6ur3yG6iNQxx0fpH3qzsEOVwVlmV5829Q+H6t10+Mopa5V7eOxGjdbHHUATE5s5C3PAUzrWZ/v5wSE69T+H7gwobbzN/TYq84SLlN5LdTRQQUn9ryk8japY2WsVm2nTkcFHVTQofe9Hnq58MnOfBsmJekIlverK7//HsUGtlFtHQ968PCm+bbaBqkEiUj+mJ6IwKkTDmdu6DXV/mA5y/DQYajLQk9wfoYN9Fr7ZgddLIyovuguCbKBRjboY0UagwtjG3ObGx6CdKODDleFjqOUtI7zkI1rocudH4cZmzqu577DMffU6NwhYRS0eGoBaKWaCE4m0wpAY+s2OurKadW/0w5Z8y7UZuguUzuxN5Mg7lAVlVeH4FwXnK3vFK1IqHXnjhVpO9QmQR/yqVDH87A+hvdQah3Dj+16TR0LVFi0eGoJ4+93jFfHsXi//skdx3LH4QhREuEsVwR3EAqFCAQC7Em5uQNLQuDbs+vea8XC8LVgQbbHp8Fe+7hLIYQQQgghxMcnE3shhBBCCCFGAJnYCyGEEEIIMQLIxF4IIYQQQogRQCb2QgghhBBCjAD7xDfPFkIymSSZTFrpcDhcwGiEEEIIsc+KQL8HjX26xQsdwMgmZ+wHsXjxYoLBoPWqr68vdEhCCCGEEEIMSib2g2hqaiIUClmvrVu3FjokIYQQQogR4dBDD2XKlCncdttthQ5lRJFLcQbhdrtxu927LyiEEEIIIf4ty5cvly+oGgZyxl4IIYQQQogRQM7YCyGEEEIMpwiQLnQQe4lEoQMY2eSMvRBCCCGEECOATOyFEEIIIYQYAWRiL4QQQgghxAhgM03TLHQQ+4JwOEwwGGR6MzhKoC0IL3tqeZMKAJw4aaEVgK5kF7HeDKmYWvaKceV0UEGjzl/HBLYB3fQCECFKb1K938/dCEAHXQCUUUo5pZzZtlpV5oKOinJ6KAVg8saNUAMtvloAGhPb4MkSVXbeQvjpTXCs3sSjk+ADXtP5JVmoiUFQ5/tU/QAdvnKc/b5NI4IfgG69XhcGcTwcmHkXgB5HKYa+ZaMxto0WXy1xPACkcVrvASbQwhNUc5i+0M7od6tHCVECRK32vUU1jUQJ6/W/xAYM06DMpvKrqKBE56m6DOK6XidOeujFpesvwU+cBOc8v1kV/kYMFnjgKJtKezIwOgVAuKEYbzp/IaBroQ1K7XCqQ30QTMGojOoz3Xcxl3qKkuFQ7S3JRFXfOfykcVrtzPVFmd7+VW+G4Sld77EmVCTz9bohXeIg7sr3Xxg/LdRZdbn6bSfV1wmdl9DbyqnzDKuP+ksPWD7/3oWTgO7bNAYGhpUfJ0GcBM6PuE3H1S8v3u+iyioqiJFgf6qtmHNtmOV8EXfmUgjcrgqPAybZ4eAilT7Mofo+puveZAePDcbqi1cdJiR0X5akwW9YY5oMsMMFXbovcyFVqW1O1AWP6i+lu2U21D0J7aNU2mjj1Vo3dfp76uoiJ8G4J9GbAab264cdWZY0p5k+XX0Ly/YXi9lvB0zpulLle29Q7cpt41WjwHiBpOMAANyZD4DP6RVtVPGX67K1NhjnVC+ASU4oS6o+AYi4INlvjNrN/P5tB5JAUCXTPgcdrgrqWjvUBx6IjVJjOOLwUxXqhh693m1e2O6AQ6O6b1Fx6QeHtXqqrHEdxk8EPz26g9MYePHw+c1vANAxTjWmKtENwHOew9lGb/54aEbx2lRdi27sg8vPgN//Ta3oMynY4IZK3aa6Phid7/pwsNg6doTxE8fDZDao9VLBNqrZptcTJsp3urbxWsV0ADaQsI67XjwE8FtpJ04iZtRaT6OtjhazlXi8D4CsAeFOlWckYZsLivSuNK4cEhF4VA135myCJ/eDlN6Ebc7z+MY7d3PvgWpAfC8Ss+pKxSAKBPQm9ZTA6w5o0eOh211BTV8XWzzn6cgu5JKW4wEo8kI2A4YeGs126CqGEj3uZ3ogtgPe8eo4gvBeYLJKZObClpuYUaKOjVE3vFcyF7KT853teB5sjwMwa3sla8ao+KOZs8CcQpHzJtWGzFywfY8z1x8GwLJJk8Fs5LJ2tez82ql04ueV5ArVl5kMnWqT8aVpR7GNdloM9btzzXtJUk742kS1zdaZG2jb2EdW93UsDr8/UPWFueVu+DzwDwhHIDgFQqHQHn8KS27uwA0h8MgTYABIhOGKYEG2x6eB3DwrhBBCCDGcIkCq0EHsJZKFDmBkk0txhBBCCCGEGAFkYi+EEEIIIcQIIBN7IYQQQgghRgCZ2AshhBBCCDECyM2zg0gmkyST+Ts8wuFwAaMRQgghhBDio8nEfhCLFy/m2muvLXQYQgghhNjXhbEeD/upJ0/FGVZyKc4gmpqaCIVC1mvr1q2FDkkIIYQQQohByRn7Qbjdbtxu+fNaCCGEEELsG+SMvRBCCCGEECOATOyFEEIIIYQYAeRSHCGEEEKI4RRBbhrNSRU6gJFNztgLIYQQQggxAthM0zQLHcS+IBwOEwwGWbgJ3CVg6L+8U/F8mSKv+vmN2vF4SfAapQBso524mSCdMayyVc4KTtD/MFlHBXESAMRJECaKgSobNxM4bU7qqLaW7aYXl162x+wlnTFIxVRAxSXFlNnUer/zZBhuj8K1DrVgtQHtTsjYVHpUGsrIP4IrCZyj38/2wPFZuD6t0pNdcKoDynTDA1lwAVldPgPoorjUj3SVWq8rkyHmcrPOMUG1nS4i+EnrNqRx0qP7qo520jhx6fZPSLfQ4aoggh8AJwYGTiakW9R2cfn1KlV5bzpB3OXRfekhjgev7ts0TiL4iaHyfSTwksCpl607uYONr6vdoS5s4C52wVz9t+9XiqE0A37dyJK06rdc37ny7cYFMZebHkepFVsullwcLgxrvV4SVvs+LBdrbtnccobuuzge0voTVbdhvc+lc2PFi4e5z6+BoD5d4jPUn/Y+XdgHaZ/eZukMZCDtUekeV6kVQ//1pvvFEbdiTWBgWGM6nRvL/cY4gFMv68JpvffhIUyUHrNXxWzz4MRJuR4fXjyU4aEMlR/GTxxPfn/RdQOU4MdLwuqrKrqopZ1Aoi/XOZCGWFBtRF86CVG9cAJ4swRe0eP9XynYSn6Mx4HwHOBQ/UEZcBIAj5+ixvmo1areI7a9ANwOgfvQDVb15MbWcR7w2KBeV+XJgDuTf+/N5sdWErW9cqdk9LbLbae4y0OgS7evzQEVGQiqZNhXTBi/1R9h/PRQyrGx11SBbUCtetviqyWMnw4qAIgQ1X2f0NshQRVdVMW61QI/d8M3VV+Fa4ppoc7ap+NAD72EdeeGidKXjGIkdRuBRAQMPSyNJNj7/S/5kgnjeVPHHCPBNzq2QInKu983lbXJd+ndruryl0NWV5vNqLrW6k0YccN5tbV49Th9p2sjqRh09qr8Bw+sYNb7XQD8a8wivvXezfxfkQ6iGpaVTKeZFgB+2BwCL6yrGw/AcyRoS7YDYHc4ScWS9OgHqZXVq+NyR0uf1dY2D7w3WuXPDUMqBrc/qX+BeGzEvq4a8S/HQbTQytbwNkD9vrE78r9/mvsg5YSuYpXuLobuYjUovtMdo3Or+iyXB/Dn2ioA6hId/NYzlm2GijvckbS2QSICb1TB26PV9r9kexc32+G3NWMB2BzeQrS7X18bUDoGK8au7dCmx11LGdSEVJwAh2VUn5fpsfurOrjHcwCru9arbdwLAd03LS0Q8eSXTTrUtsmZs/Vm/Il829qCsD2oKo5mzgJzCmc2N5GOwt8Oh1AoRCAQYE/KzR04LwRFe3bde61UGO4OFmR7fBrIGXshhBBCCCFGAJnYCyGEEEIIMQLIxF4IIYQQQogRQJ6KI4QQQggxnCLk75X5tBW6rWYAAF1tSURBVEvvvoj45OSMvRBCCCGEECOAnLEfRDKZJJnMP3Q2HA4XMBohhBBCCCE+mpyxH8TixYsJBoPWq76+fvcLCSGEEEIIUSAysR9EU1MToVDIem3durXQIQkhhBBCCDEouRRnEG63G7fbvfuCQgghhBAfJYLMuHKM3RcRn5ycsRdCCCGEEGIEkIm9EEIIIYQQI4BM7IUQQgghhBgBZGIvhBBCCCHECCC3cgghhBBCDKcQMuPKkZtnh5XNNE2z0EHsC8LhMMFgkEdDh1AccPIa7xIKhwh3qvwtWSjSg3XZ/ndzyZbzrGV/9YGH1llB/kUpAB10UUUFrbQDEDcSxHrVl2ElImoZu0P9/HmNgw2uRtbht5Z14mSGTh/SthYy0FJXC0Djmna4JKMWvsUFDWnCFcVqPXioercH3HqT+9SPWIV6+o8vlrS+8rrVU8U2qq02xPFQRi/bdBucOGmhlU6zC4AyW6lVdmt4G4kIOPVDhcorghimQTqjOiibMbA78ke4a7YmoblEJQ6MwCgIe1TMaZxso5pGWq04XqKOsfrI4MLgJaIcqGP1ksCl83ooxUuCw1evVXU3GrQGq4jovovhwcBJHI+1LuNDR5w4CZ1nYGAQ02kDw/rMyjf1+4yBkUpid6iNaCQzFPnclDlLdczOnZaNG7reVBJnkZtsZmAcRjKj88FZBE63w8rLZjJkjdx79eovN5aKfA6rnsHq+nCdubqyGVXW7szVOXCZ/tszmzEwkhmrbNZQ68rFYf3cRV25evq3P5vJx+z1FpPOGLh0uXTGIJsxcBepbei0Oa2+BHA5nNa46/8eoNFZxwRK+aytV39yMXC7ehvYqPaFOp1VDpTYoEbHutaADqxf1Mn1adyZx1Riyjy1b604VOU5XqY14KQurNbtztwK3Afjlqvy43Td2/R+uRnoHq9X/GXgKp7aT+1M9mkJRo3KMP7oLAAv/KSEEzcZuDOX6vI9UH5fvt7afjFXO2CcE0r7/aM2YcI576n3dWPg+Py2eP5Zg6Pfv0QlJt6u6pusDxDjnDDJyQdfCOs2Ql3QpvKm6nUdqQ8A+9tgKzBFf498eQqCQEyvqNsJriwEVJvwAO961fuqOCQc4NFjoBo6Ssrx6v0wjocwfsJ6n+6h1NpnvfqYdUiz2v/TjQ56XKVUJbpVXVEgAx1V5QA4MaxjwQYa6SBKmKiut5c6qulAHe+qqCBGgm2GOoYbqSSxHaraabXj2Wa2s6OzD4AiL/ykG2INqj9edxzEW7RwFBUAHPLuO7ROGm39fmilnXN0exo3b+O5cYfTrH9XbIltIRFRdQLEeiFQ5SDWq/onEYG2lMp7ZT/4Yht06d8pE6eo40rPVlX2qQrYHvRx+hq1IQIO8KkQ2BKCqAciuWN4H2wPQoVqEhE3dBer5QFKkjG+qQ/417wBTE/yhmcqAGtI0GK0Eu7If+FjKg5l9WqszXEfxL/Mdwl1q8qNfDFiverYk+p3TOsuVi+A82pr2dy1zfq9eWunG2pUBS0NtbxFNT30Eg9nuTi4mVAoRCAQYE/KzR2YGQLnnl33XssIw4pgQbbHp4FciiOEEEIIIcQIIBN7IYQQQgghRoCCTuyff/55Tj/9dMaMGYPNZuOhhx4akN/R0cGFF17ImDFj8Pl8nHzyyTQ3N++yLtM0mTt37i7ref/99zn11FPx+XyMHj2aH/zgBxiGXOQlhBBCCCFGjoJO7Pv6+pg+fTq33XbbTnmmaXLGGWewadMmHn74YVauXMnYsWM54YQT6Ovr26n8Lbfcgs1m2+nzTCbDqaeeSiqV4uWXX+b3v/89S5cu5Uc/+tGwtEkIIYQQQohCKOg92nPnzmXu3Lm7zGtububVV1/l7bffZupUdRPOHXfcQXV1Nffeey8XXXSRVXbVqlXcdNNNrFixgpqamgH1PPnkk7zzzjv885//pKqqioMOOogf//jH/PCHP+Saa66hqKho+BoohBBCCBEBdn5OwadTZvdFxCe3115jn0yqO9s9Ho/1md1ux+128+KLL1qfxWIxvvKVr3DbbbdRXV29Uz2vvPIKBx54IFVVVdZnJ510EuFwmLVr137k+sPh8ICXEEIIIYQQe6u9dmI/adIkGhoaaGpqYseOHaRSKW688UZaW1tpa2uzyl122WUceeSRzJs3b5f1tLe3D5jUA1a6vb190PUvXryYYDBoverr64egVUIIIYQQ4tBDD2XKlCm7vBxbfHJ77dcluFwuli1bxte//nXKyspwOByccMIJzJ07l9yj9x955BGeeeYZVq5cOeTrb2pqYtGiRVY6HA7L5F4IIYQQYggsX75cnmM/DPbaM/YAhxxyCKtWraK3t5e2tjaeeOIJuru72W+//QB45pln2LhxI6WlpTidTpxO9XfKWWedxbHHHgtAdXU1HR0dA+rNpXd16U6O2+0mEAgMeAkhhBBCCLG32mvP2PcXDAYBdUPtihUr+PGPfwzA5ZdfPuAmWoADDzyQX/ziF5x++ukAzJo1ixtuuIHOzk5Gjx4NwFNPPUUgEGDKlCl7sBVCCCGE+FSKsJefSt2DsoUOYGQr6MQ+Go2yYcMGK71582ZWrVpFWVkZDQ0N/OUvf6GyspKGhgbWrFnDpZdeyhlnnMGcOXMAdcZ9V2fdGxoaGDduHABz5sxhypQpnHfeefzsZz+jvb2dK6+8kksuuQS3271nGiqEEEIIIcQwK+jEfsWKFcyePdtK565pv+CCC1i6dCltbW0sWrSIjo4OampqOP/887nqqqv+rXU4HA4effRRvvOd7zBr1iyKi4u54IILuO6664a0LUIIIYQQQhRSQSf2xx57rHUj7K4sXLiQhQsX/lt17qq+sWPH8thjj/3b8QkhhBBCCLGvsJkfNbMWlnA4TDAYJPQ2BEoAH+DSLwA7xFzq0h7D4SSNkzj5Z/BH8BPTaQMnTgwi+AHwkqBH5zn131ontr0EQLrCwQZXI5O7NqqKXi6BqREI6op9EHO7iTvydefWG8czII40ThpptdJh/ExLv0vYpeLooRRDr380XZRvDoF+Umja5SDu8hBI6G/9nQ5MtsECtSyV6Xxn+QwIGFCSj5E28tcXOlS/tdaoygNECTTp5V9P8ebYKDOWPK3XMw9csHGjGqbjd5wEE59U6waY5YbD+n3rR9qu1p+Lw2eAWw9xDxDrt818+qW/LCNcUkwHFQDs37FF9XGuWWkIlxXn2x/9UF2ufu3rtMF7fhgbV+lyQ11T6NP5en3psnzccZfaJj2UEsZPeMDYKOXD6lCPam2lGhdGvh6gRKfL6aVFtwdgNFF8JGglf/mal8SAcZpzbPpVXEdm4Aa9EUvS4M7AX3S//08xzA/DmbpRpZl8v7szsKPfZW52E7I2CKby+Q4THveq9N1xuEnXE0zp8aOXTebq0D89QEL/BHCjxlO/4beThP55vxcuvR24XqUnboRZDpihv6TugThs1mWv8kG1gwFdszIN4/S5kFKb6pOIK593cL/3zybyZQH+7ziSjr8D8OBkB5O7bPQcoQJzvenh6PfXEi5SX8T3TiVEdPclHXDiJgN3Jndi4jbwPpkfS6FRA9tqLM23L7BcjcvP6m12nAemOgZuJ08GXP0ueM2FHLer7fZT3fGbMvDCTXDOD1T6FC/sl4W/68E8y50/BgRT4M3m9/8Pb6MuoBY6POWAOg71UGqNw2OfX0N6ltrwrjV2GJUmXaf2FVdHBjzQXaEOgNuoJo2TTr2/TKCdKrpU8xN9xFxutjjqALWvdNLF/M3rVRwtxTC9j46ycit/m44hQpQwUeLW4IE0Bn3JqOrmZIZsBjwlakNFu5Ns189omDmtnN5kL0ZS9U0iAltCUKkPQ/dM8fGN7THe1JuhJAnP7e/j9DUxAN5ogMYelTfVDUYKUiqLJ8ZCd7GP72dU3S1rVD8V6UPJFr8aMwApJ3QXw3v+8wD4fvfdAPxNj60vmCq2F3T6zYq5XNb+OABON2zshFfUcyqIuNWAixrfBqAmczNtzvPAvk4VyE4GU9+zZnsHzCmMTTZZfXfkJojofem90ep9TUilr6iaTpwEr+ntsi0OLeXWorxZtoiazM0D4kjpHSBlVuK3bSGaOUsVtq/Db3sHgG9sj1E+phinzUkibHJNMEwoFNrjD8LIzR0YEwK7PIQDgGwYtgcLsj0+DeRWDiGEEEIIIUaAfeKpOEIIIYQQ+6wIYCt0EHsJuU5kWMkZeyGEEEIIIUYAmdgLIYQQQggxAsjEXgghhBBCiBFArrEfRDKZJJlMWulwOFzAaIQQQgghhPhoMrEfxOLFi7n22msLHYYQQggh9nWRHVjPOv7UkxOlw0kuxRlEU1MToVDIem3durXQIQkhhBBCCDEoOWM/CLfbjdvt3n1BIYQQQggh9gJyxl4IIYQQQogRQCb2QgghhBBCjAAysRdCCCGEEGIEkGvshRBCCCGGU1EIbNlCR7F3MCOQKnQQI5ecsRdCCCGEEGIEsJmmaRY6iH1BOBwmGAxy3CpwlsCTDY/xrfWn8IFN5aeccMh+6ik6Zc5SWrs62Nip8qaOdxDtyj+/1jcKjCS8r5+g+dxEOD+u64nBzZu98KChPrg8DUlgoV7Rz02ohQ5fuVVf1fNxGKW/TKsmQzroACDu8uBNJwi7/ABE8OPEwND/qEnjZP/3t4BPt7GimG1UAzB5xVbu+V6M+R36nzrjgHleqFZ1U2+AzwC3bpffhBIdUAZwAbmTE51AjxuOqFPpn26Do2zg0cs27uJP97T+6QY80O0LAuDCIJDos+oO+4oJ48eF6q+qRDeE9LLrfTA6DrV6iMf0MlXFAARCfeCCtEu1qcNVQVW6y+q7MH4iqL6rpX1A+sMmxzYOqCeCn1bdl2X00kMpEaK7XDZOYpefA8zAYPLRG+GF59UHF8yGBW5I6O3wrgG3xWGyHh8L/FCs2+vKgj8NrR6Vnvd3mHg0zNLLziiCg2z5sRNzwmv6b/1DTRidgKAOJAFs8kGt7kS9XXJjhx6dRn2W2y6gxl3MygQfCSakW3A9rheeGiHdkB+zYfzWGI3jYXJoI7Tp9vl123JjK2ZTcUddKn3MVGAOAI/ufz1jPtvHjCWLVV7VDVANTNJtTJhQaodxeow/moRavZ5ZbpjsglI9Rn2G6k+XXnHCAWk7JHVf3pWEUbrex9Lw3vPA7So95T4wyI/paqCh3zmVGodaX7Wu253J7xvuDGRtsEGNWSrTEEyBP1cWta/lu9cah3GX+jAQ6bPywiXFBLp0+gaXavsMnVmWhICud70ftplQr/MqEqrtDt3/owBffl09rlLSepv1UEoPpYT1PhkngYFBN70AePFgYFCr948NtNCb7KXYnd+3DFMt2xfpIxGBRER/noJuJ9QU6c1SCrFe2KLD7i6G7XrMug14qHQ8r+k6t5ntdLT00aXr8gO/qYOlZeMBeC+8EUMfimK96hjtK1Xp9m64d8p5XNJyNwBtKXXM79abZVovLK9Q79+smIuZfJynfEcBsIZ3mcEEDuRdAMp7QrC62NrGHbOKeZMJjNbHh0Oe32ztZy3ja1lHHUfxtqqbz9BMO9uMdrU9O5Kk4lDkVev2lIC93//hx/rGsjm8BYBot2pPtDuf/6svAr9QjUh/NsGbrs8AMCP9Nj2uUqpsJ6qC8+6HHzmhVg3idJmDFled9fsijEGjjr+HUrbpbQ0QI0GEKJOZAMDc0Gs8FzzcKtNNLwYGi57UnT8lAmfrhed54JQ0BPX+0OaGeUkit6t1ZToylF58AkxfrvJnOdW+BNBoQsYGZUnCUZPgZzOEQiECgQB7Um7uQNFqsJXsfoFPAzMCqekF2R6fBnLGXgghhBBCiBFAJvZCCCGEEEKMAHLzrBBCCCHEcHL3gs0odBR7BzMqN88OIzljL4QQQgghxAggE3shhBBCCCFGALkUZxDJZJJkMmmlw+FwAaMRQgghhBDio8kZ+0EsXryYYDBoverr63e/kBBCCCGEEAUiZ+wH0dTUxKJFi6x0OByWyb0QQggh/n2uXrCnd1vsUyHbt/sy4hOTif0g3G43bre70GEIIYQQQgjxscilOEIIIYQQQowAMrEXQgghhBBiBJCJvRBCCCGEECOATOyFEEIIIYQYAWymaZqFDmJfEA6HCQaDhFohEIDmkrF0UEEcDwAGBl5d9tj3XyPcUEzgfX3nd5cLatIwSiW7PUHKO0Kww6Y+eN0H1+iyP/XDfikI6u9b9gLPFJNc0AuA+zMuWDsKpu5Q+XOLYLILqvXfaK4seDL5wD9wwbKYev90Bo6ywzh9z/S6NDSbcKhDpY/zQK0tv6wrC+/q9+Pt4DPAreuuSEPIATFdV9YGoxPqvRtIkv+zMQjhsnx/pGvU+lwxXVcayIXsAHzAatWv+NMqjrSubIcb7k3BhTpmTwYyNijRTxvo8EKZ/v6B+iwcB3Trui/3wfRMvq6kQ7Xp12rZlf8wODig2z/ZBg+fA4H7dD/rZXJ9d3AR1BsQcal0exYW6W34WRss8ENvVqUbTXglC5ffoPv5+1DvgHsCKj1rB3xRj55GJ5Rk89u/JA1fB6726/yo7hfdJg/gAvQmDlcU402r7eBKZ0i7HLjSqnPDvmLC+InohSekW+hwVdBBBQBVdFF3azgfx+QI6BBJAyVY0j4HrqLL4ds3qg/OLYJaHUSFiintclhxtPqqrPWWECVAlNc4yKqvjF4A4njoxCCOaoNX71+5n059v7/BwK9md+7iOQBGv3r661+3F4+VnkyUElT/dlDB5MwGfG+rvts4O834HVeCV2/Dg4B5nnyl9ybgvdwK3gaWA+NV2ns0xC8GvqwLLIe676s+BahHbb/cV2W0j4Kg3r9jQHxOv+h3AD3g3aiSAaAaiKtkcmMad+Y8lZhyn8o7rEilDy6ClSnCN6v9I/M/IUYtbAWu13Vv7Leei4F7YeaTKlmOOs7M0g8UqM6q/dKnt0PAUPstgA/SHgdxl+qfQKQPttqhUe0PYV8xHVQQ1uMhjofPXrhKHX8AZsZhtCqbDjpI251scdQB0E0pn33yPfiTHmvfcsGopDougDpe1Kpt1lFWPuAYncaJgTPXVcy9dhWcacB4Vb7VV0UPpQD0UEoHUcJ6PESIEjcTeG2qrkWrQ6SnmLzmOgiAbSSsMVpLgkO61vJcxeEAtNBFD73ETTXO4vE+jCRk9THPU+Kg3l1Hp9ml1tXbZ+VNrziADrqYq+N6EYNtRjvhDrUNjRR0RWB7UJU/utpBsVv1axUVXLh6i3WMbp0V5E3q2ECL2g5GlGzGwO5Q+ddsTqrxojqLdWXjadHHhg666KCLvqTqj0QkQ+dWGKOHOEDv9vz7bAaOmKoy39q20YoVIBUDuwM26mGZdMC/xizmtM1Nqs11ENuR6xuIdqufAH/2wA/9tVTpuNaZG0imEnRuyFjrfU/3xbQs/LqxgiJimGGTvtI4oVCIQCB3UNszcnMHav4Adt/uF/g0yMag7fyCbI9PAzljL4QQQgghxAggE3shhBBCCCFGAJnYCyGEEEIIMQLIxF4IIYQQQogRQL55VgghhBBiOLl7wZ4sdBR7h2x892XEJyYT+0Ekk0mSyfxOGA6HP6K0EEIIIYQQhSWX4gxi8eLFBINB61VfX1/okIQQQgghhBiUTOwH0dTURCgUsl5bt24tdEhCCCGEEEIMSi7FGYTb7cbtdhc6DCGEEEIIIT4WOWMvhBBCCCHECCBn7IUQQgghhlNRCBzyVBwAMolCRzCiyRl7IYQQQgghRgCZ2AshhBBCCDEC2EzTNAsdxL4gHA4TDAYJrYRACVADbIPw/sUANNNIHA8APUCEKDHUv5viJIiToC8ZBcBd5CGdMUhE1L/lnG7IGuj3DhKRDEU+lc4aMD0wlWm6rhYqaKWduE4bGMTN/L+10hkDI6XqtTscZDMZnEXqJuBsxuByp5NtjmodZylh/PTQC4Cr35VZZ/pWgwv4X9U+PpOCUWnI6gJuoNsJoSKdzkBJWr2vz5L2OHBFMirtAS52sPIfqpEHj7PBl70w1aHyRyWhQi87GogBOoseIGmDmI4tmFbr1v2juxz0qtIeB2GXn/5eZ5K1HUbjxKv7zkeCbkqt7RYhSgddAATw02y0EHCqurx4+E5sG7yj2zs6BUEIB1X/hPHTQYXuR4M0TqteVV+UtO7fOB4iOCnB0HXnt18cz4B0J35r/OTiKMGPoZeNM/Bfml481mdpDKscQIzEgHQVFQPK9M8P4LfGLzBgOQAnTnz92qf6IGot68XDBL38NkqJk8CryztxUkUXk9MbANjgarT6xoXB5NhGaFbplru76OlxMmPJf6mVjLud5Ptpuv9LrSt4nJvkWyme/V3QiuPwVvWzLnIYVC2Hjlw7fgxszAdcdR/EgfDbOv0ZyD3VditwEDBOxfHq39Icse0F8B6t8iei9o92Xd4H1On3E51Q7YB16QH9Q0Ifag8ugueTUKnPqxzphlI71NryZe26bNoOV0RgxfMqHTgaqgFvv/UeUwSz9I3+HvL7oc9Q+6XbzOddZodH9E58qV6uXe88pXZYmVLvNxvwlWKo7FeX34DcruVD7after8sNyC3CVwQ9hRb+0OP3sfCegxFiFpjBdQYDhv59AnOz7BGd2yH0YXL4aQv0geAkQJPiQN3kRpLfZE+wp1QpPvDSEFXRL2PeKC8D5bqbdpRUc5bTCKg1/0WvWzcsQW7Ptb8pAie8hwFQAutbE22EutVfWMk4ZY06CaBG17zTGeDHuMddNEV7rZiiPWqZQA8JZCKQUfu2Ak8mHHAaFV3c9VY3sTPNt3mnlg3vdvzZaMR+P30yWqTta7jBTe06b6esw5Ky6FXrZrff2YRl2y5GYBH1WGetmIVdBExouZYQB2zfmP/gDfWbmGbS5V7oyG/zl95pnPmm++QPlAF/WfXBJqNFsIdqlGpOPzqMS/8Wn/R0B0+aNfj+YgojP0y/PQhlT4lDTUZ0kHV0T2uUtI4B4yPE195AxJ6QxzYZ5WNuzwEnrZBox4fo6G7JMg2+v8OM6zfYTNwso1StSwJnDjV7+Jwhm8GNxAKhQgEAuxJubkDE38MDs/uF/g0yCTgvasKsj0+DeSMvRBCCCGEECOA3DwrhBBCCDGcinrBIY/QBiAjNxEPJzljL4QQQgghxAhQ0In9888/z+mnn86YMWOw2Ww89NBDA/I7Ojq48MILGTNmDD6fj5NPPpnm5uYBZb71rW8xfvx4vF4vlZWVzJs3j3fffXendS1dupRp06bh8XgYPXo0l1xyyXA2TQghhBBCiD2qoBP7vr4+pk+fzm233bZTnmmanHHGGWzatImHH36YlStXMnbsWE444QT6+vqscocccghLlixh3bp1/OMf/8A0TebMmUMmk7HK3HzzzVxxxRVcfvnlrF27ln/+85+cdNJJe6SNQgghhBBC7AkFvcZ+7ty5zJ07d5d5zc3NvPrqq7z99ttMnToVgDvuuIPq6mruvfdeLrroIgC++c1vWss0NjZy/fXXM336dFpaWhg/fjw7duzgyiuv5G9/+xvHH3+8VXbatGkfGVsymSSZzF8HFg6HP3E7hRBCCCGEGG577c2zuUm1x5N/PJTdbsftdvPiiy9aE/v++vr6WLJkCePGjaO+Xj3j7KmnniKbzbJt2zYmT55MJBLhyCOP5KabbrLK7MrixYu59tprh7hVQgghhPjUcfeCo6jQUewdMqlCRzCi7bU3z06aNImGhgaamprYsWMHqVSKG2+8kdbWVtra2gaUvf322/H7/fj9fh5//HGeeuopiorUDrRp0yay2Sw/+clPuOWWW3jggQfo6enhxBNPJJUafHA1NTURCoWs19atW4e1vUIIIYQQQvwn9tqJvcvlYtmyZbz33nuUlZXh8/l49tlnmTt3Lnb7wLDnz5/PypUr+de//sXEiRM5++yzSSTUF4dks1nS6TS33norJ510EkcccQT33nsvzc3NPPvss4Ou3+12EwgEBryEEEIIIYTYW+21l+KAujF21apVhEIhUqkUlZWVHH744cycOXNAuWAwSDAYZP/99+eII45g1KhR/PWvf+Xcc8+lpqYGgClTpljlKysrqaio4P3339+j7RFCCCGEEGK47LVn7PsLBoNUVlbS3NzMihUrmDdv3qBlTdPENE3rGv2jjlJfEb5+/XqrTE9PD11dXYwdO3Z4AxdCCCGEEDs59NBDmTJlyi6fjCg+uYKesY9Go2zYsMFKb968mVWrVlFWVkZDQwN/+ctfqKyspKGhgTVr1nDppZdyxhlnMGfOHEBdP3///fczZ84cKisraW1t5ac//Sler5dTTjkFgIkTJzJv3jwuvfRSfvOb3xAIBGhqamLSpEnMnj27IO0WQgghhPg0W758uVzmPAwKOrFfsWLFgMn1okWLALjgggtYunQpbW1tLFq0iI6ODmpqajj//PO56qqrrPIej4cXXniBW265hR07dlBVVcXRRx/Nyy+/zOjRo61yf/jDH7jssss49dRTsdvtHHPMMTzxxBO4XK4911ghhBBCfDoVhcApcw4AjHShIxjRCjqxP/bYYzFNc9D8hQsXsnDhwkHzx4wZw2OPPbbb9QQCAe68807uvPPOTxSnEEIIIYQQezub+VEza2EJh8MEg0EWbgJ3CcR61ee+UvVzYyeMDar302rH00OvtWxPrJvJvgOsdLPRAsBFTrVwC3V0Yuj3rbRu67bK7l9bixMnAfwArDPUpUvnOOsAmJzYyDLPdLr1+iJE8aKe/T+BRlpo5UydV/58Gmpj8H2bqvxHTqhJwyjdRk8xaf23Xg+lhPGzTddVBsTxcGLrS6rwej9kbBDUjwytSIJbB32PB46yQW1cpUsAF5D7MuCYLvOAenIRN5RAmf4yMJ8BgSwddeWg1xnHQwlR3T4/JUQJ6HQuVqfuPxcGHVQAECBKY2wb6NWEy4ppphGf/qCbUgJE8eq0gXPAemJ4cOl6c/r3T4Aoh7/7lso43OT5UrUrNXwpRONNd8Jx31d5R7vhZPJ9lf7QrS01GfBZKwCgNVgFQAcVuDBopNUqHtZjIcfASZz89z3kYnRhWG3L9WX//DROXBgD2phrf1W6C1c6Q9rlUMu6PITxW/0exk+kXxy5ugC8JHBiYOj1xPEMyC8hSgQ/tbQDEOjogxY9eGqTaqx0qvWyzAlzbFCv2+EC2p0kD1Fjy13sgllAqe7Tg4tgsj4rVmzCtVH4olelpzrUNrDrQ17UBQlHfrs4zPy2cWXBnwaXmV+vC2ssEbfDix6oduQ3xCt6DL+UgjIbrNPLHmyHcU7YrPv53Sy0Arn/QLuAbkCHSTnwXm49X4Zx95F8Xw0Md+aPMPNr8FndxskuaHRAe1alL5gC3KTeTzxarWP8h/qmWMdlN6Ekrfa5XDrXfn8m32ZQ49OljhGQH4O5MbX/5i35fqiAcEmxlddMI/vTYo3FZhpxYTDt3ffy/d5aDB/o49LYtIoLSO9vw/WKGyp0x/+tCP6egFP1eP97Ao53W6umxgFTdPvKklCezed1OlS79CYLNxTTQp11vIiTsI7bLpx48XDm0xtV4ZlRWoNVbKDRqq6HhHXcNTCsY3SYKB1GF436GH06XbzOJFr1eP/Gha3Qm4VfqDhjDW7WOSZYx9qj2EB5TwiAN8qmWp+D+v0QwM+Fm1VcreOqWEOjVXecBD2GiumaviQxv5t/OQ5SfYnBBloIG2ofjvUmMZLg1N0X7YIO3V3HTKkiToKtG1QcqRgU+SAaUfn+EvW7L/d7cEsWivQwqtJDqFfvVhOnuMlmDNrX578NvsgHl0wYD8CbOFkbXk9U/9qzO+CWr+qCy+CtigNYp48lHXQxnwQtqL7dgpMwUVoMdXx0OZz0RdQ30ycicEjtARxGgmg4y4zgVkKh0B6/9CM3d2DWF+WMfY6RhlceKMj2+DTYJ26eFUIIIYQQQnw0mdgLIYQQQggxAuzVz7EXQgghhNjnuXvBKVMuABzG7suIT0zO2AshhBBCCDECyMReCCGEEEKIEUD+LzSIZDJpfXstqDvbhRBCCCGE2FvJGftBLF68mGAwaL3q6+sLHZIQQgghhBCDkon9IJqamgiFQtZr69athQ5JCCGEEEKIQcmlOINwu9243e7dFxRCCCGE+ChFO8AlUy4A7PJUnOEkZ+yFEEIIIYQYAWRiL4QQQgghxAggE3shhBBCCCFGAJnYCyGEEEIIMQLYTNM0Cx3EviAcDhMMBrkxVIknYOf9jg7W9MGBxSo/tiNf9qFGOKMFKsY5VF5vhkQEirwqv71b/awuVz8TEfjleFX2b67P0EIrvclenZfhZ9ucUK9vNvFAq6/KWlddcwcEgKD+IAm8q2/6DaZghxtG6efxjzaJBd30OEoBiOOhh1LS+h7qTvI3tDhx8vnQG7wVPACAbZSSxqCWhLVsHA+ddAEwf80GyNoA6J5ejKtfXd50gtdcBzEj8zYAvmlJmOOCUv135TgnzOpT7wNAuxNCRSrdGIPRcLNHdVZXuJtU/MNbB8ZUqXwvHqqoAKAEPxGiVpkS/AAYOrY4CQ6jnYj+PI2TsH4fwWnlA9S1dsA2N5Spvkw3OnjLNQmf7o9a2vGmE9a64i7Vt7m+qqWdQEK1Me1w0OMqpUPH6cKgRMcZwU8aJ2X0AlCW6aXHUWrFmIuzvw+nrRjw7PLz/vleEjTSCkAPpVb7d7Wsl4T1eYTogP7t0ONgV2qpZhrtNCa2qQ9CwMM++NZUla5aDier8c8CNxwQG1iBB0jr9xkgC+SKvF8Mngy4MyodTOf3BV+/5XJKLwaWq/eB5TAdKFPjloe3AWW64OvA18C7USWr9StnLRCeA0wAoPunN/DKnaUAnNZ8Lnjvg/jDADx+yknMfQzg3vzyga/BuH5xboXn7epQfPRoG+hjA+Oc0OiEGt0/mw1ozwxsU//83iwcqPersiT8woTJLpWeZVfHhFxf+Uy17twzAlwQ9qgDWhg/Bk4aQ3qb9UCswU2nQ43ZbkqJ48HQY6+HhDUGnDiJECWt97NILISzKP8gAq/Tw3cwuF+P/21GOwGn39o/e+jlh4mQKrwViDmhUdXVESxnHRM4NvKayn+2BA6NEK5Rcb/FJOs4FidBK+3Ejfx+aaSS9G7XTYrBxClutr+j9unffmYyl2xaB8Cj1TAmBAdFVFm7E952QUrvaq/UTMZv28LETjUQ3yx/jAvWnAJAkQMenQhtRZOt9dak1tHmuBuA0zafx5P7V5DKzM1vQ/sKzJRa9/2eqby2bS0AzX2wPZgvdlQMrh9XzO/0ftib7CXWm2F7h8pPOqFb/07615jF4HiQb7y9AoDfH6j6O7dev+NBouYUMH+h0vaTiBq/1mtaCfZ1YKplMCvB/mUmRg4DYHvQR9QcC9mZ+bqMb+tlrwbbd62YZ3XczUEReEf//vtX7WOY753GuilqB1hmtrNtfR8dWZVfkoRXxlmLs36dB3xqmz4+/RCaaaErqcZarFeNZbse/qkYGCn1fksWShIQcEAqCkuOgFAoRCAQYE/KzR04bQK4HHt03XutdAYe3VCQ7fFpIGfshRBCCCGEGAFkYi+EEEIIIcQIIBN7IYQQQgghRgCZ2AshhBBCCDECyMReCCGEEEKIEUC+33gQyWSSZDJppcPhcAGjEUIIIcQ+y90LLjmXCoA9W+gIRjQZZYNYvHgxwWDQetXX1xc6JCGEEEIIIQYlE/tBNDU1EQqFrNfWrVsLHZIQQgghhBCDkktxBuF2u3G73bsvKIQQQgghxF5AztgLIYQQQggxAsgZeyGEEEKI4VQUgiJboaPYO9jMQkcwoskZeyGEEEIIIUYAmdgLIYQQQggxAsjEXgghhBBCiBHAZpqmXOz0MYTDYYLBIBevA3cJeErASEHvdpX/m5YSmDdJJVatJD3FZJ1rAgAdVGBg4NS3NESIEtYvgHJK8eIB4Mw/b4RDo+DTK+50QGOG7pIgAD2UEsbPIT1rrdi6y4L0UAqAC4PGL7epjNezcEsJjI2rtM+AjA1i+tYKVxaCGfimrigGnKriYKYTRiUhmFZpNzATONcFwDt/TFEZg8r99TWDc4vghKJ8h+3Xrw0lH923aZcj/96uYvPF9JeDOWCdbzzpfreDpHFSR7uqOhOl01FBt25/J36r3Gii+EhY6RKiBIgSCPWpD5qL4GUHnKr7pwJw9QtsP+Cvuj9GJcFt5tvk6vcC0g4H/bkyGVipl90voZZzDGxv3OXZqS+86QSuSAaO0x/c6oP9Y5DRaR+kSxyEXaqd3oxqX49DtT9AlLDugwBR4nhopRqAael3cd3sgu+pZcK+YuJ4BvStC0PFiBMDp1VXGidxPMT1OM31f87kxEbrfaunakAchq7fqevO5XVQAUAVXVaZMnoJ47fGcxg/EZzE+21HLx5G633HR4IYHmu7O3GyPy3WsmmclNMLwOhMF4bDSSDWZ7U/0NoH7XrcvuyAn+ux0HoxjLsdNo+31vt8wwaOfv8RHcQ8tU27D1XpwHII6ILto8BoY2W1eqpWzxEJDjsvwzN3qPXMft5FIPUCcJ8qP/F2dbfTO7ou73I4SNc13Qn/9wxwu/6gDNgA3KzTPTDlaMjthwcXwWQ9KCtNcJhqPwdwZ+Aph9q3QR0PgikI6HwP+fG/zQ4vemCG2maUp9R+rB8UlvY4cDWb+WUrIOwpVtsgYxBx5LdhBxWUELW2UQddpPVYAOg0uwh195HVYzwRAbveV+wOSMWw8jwlcGjDAYzVdb1OC13hbr4fUMfHJ6hmXWw9AOEOtYxTb14jBbdWwB0ltQC0Jdvp2Zqx1vWSD2ZF1PtldXDgdlgzRqVrQnC8I3+8T+l4WsrUz3/VzQWb2iZzWibTUgbvBWZabcSsBNsH6n12MrM67uaNMWr8lye76HZXkDLOz5c3fgLArB4Pr9RMZk7LOgBeHufjZ7ZR1u+OH5kuzlrTxYMHqrqKiFlVRM0pkL0OXpoLwNhDbLQVV5DKqDRr/gDTD4XMWXqJOuZsPQ+AJ+sXqbDfvE1l/SAJX/XBuar+F0sOYR1dNHdtsdYX61U/XymBt0dX8J2tXVa/N9shqfu5vA+OmlLOokQ3AG95DuC+8Hq25w8h+PXvjGhkYDowGlJx+FGVGmuvcRCddNFstKh8p5+wofompX+HFPncJMMmPy1PEQqFCAQC7Em5uQPnuuQa+5yUCfemC7I9Pg3k5lkhhBBCiOGU8oIpE3sA0iaQLnQUI5ZciiOEEEIIIcQIIBN7IYQQQgghRgCZ2AshhBBCCDECyMReCCGEEEKIEUBunh1EMpkkmUxa6XA4XMBohBBCCCGE+GgysR/E4sWLufbaawsdhhBCCCH2dQkvZOQiCQDSWUBOlg4XGWWDaGpqIhQKWa+tW7cWOiQhhBBCCCEGJWfsB+F2u3G73YUOQwghhBBCiI9FztgLIYQQQggxAsjEXgghhBBCiBFALsURQgghhBhOSS9k5VwqoG+eFcNFRpkQQgghhBAjgM00TbPQQewLwuEwwWCQy7uLcAdspGJJjBRkMyrfV+qg1F0KQAl+XDhpMVoBiPUm8ZW6cTnUP0hC3X1MqRhPIxUA9JCgDA8AcaCHXsJE1XqJYpgG6YwBwOnOCRyyeS0d48oBcGJQHgpBm00F4jbRVYEPwsFiApE+lXYBWQj7igHYRjUlRKkLdehl+zW4DaiAcIkqG7gxAzOdEEyp/LQdRifyy3j6Le+CtMNB2OUHIIKfbkpxodoQIIqXBD2o/vKSoES3t5MKuiklrhthYODESR3tAIzNtOLrTML7emWv2aHRCXUJla5J5+PwQdhTTBgVR11rB9zkAo/uq1+m4NIi+JLeBXwGuMx8X7kBR75N2Pul00AXcKxOH++AM33qfWUaahMQ0oW/mIEAsOJQla5bDl8tgpd0X37RC9W6bKWZ718AVxbKkiq2HHu/vl7mhYNsUKHbX5tVsebK9ZcFMvpnTifwPf1+sgvO0+89GfBmIa4rqc7m+wHdD3aIufKDxtDjO24NQKy0lwRVoe78hy5UH6LGaNwa/x6cGNbYcGEQwzOgTi+JAeX7p3P5oMZZbswBTH5/Iyx2wvn6H5WjEyqOFr3djpkK57yh3m/PwtR+/9D8iwHdS/jAd6H1UWWsDViuso8+hS89/4rKGHc0jAMm6uWrHZAw1QtgswEvmtC9RNf0D5h5H4zXff1uFjbrrNk2NV7f1f2/eg4EnoSZOn+iU9U/WW8Yjw1Kctsqq165sePL5LcfqDHkAnTz++8rEfzU0o5TH3d6HKX0UGptF4Bj619T4xrgaj8coMdguQE+iAXzY8P3vBP218ehMujwlePU28bASdXmbtJ1ah/Y4Gq04vCSIECU0ZkuVU8oybqy8bRSreOM0kEXcb3N42aC7+nd+00+QwlRNugYXDhpoRWn/kf1sZQy7db3YZLeTlMiVrzhumICrX3wFf2BPkRyiVf9fCYB3yuGmphK12YJB/WxcnMf/MEN56vvQUnXOWhx1VltcmHgwrDa0EIrVVTw+ffV2Hur4QA26PHcQRenY/CS/l1RhZ9jH3mH9Fy13rdck6ijnao1vQDEpjhZ55gAQCOtlEdC8LaqKz0zzTrXBLbpbdhKO3ESlOt0B110hdU+andCKpb//bamD2pCkNKHKT9QfYCDVEwV6N0OFeOs7qN3O7Tpw1ulCWX1EO5U6bYUtJTD26NVm2r6uji2GdaMUfnvjfYRNcfqmoqZ07ICf7+h9UYVdKuuZov7bmZ1nscbY1RdKfMFJoYnq34NVvD19V2cPelw+sIGpwXfIBQKEQjkBu2ekZs7cEIjuORcKqDO2P+zpSDb49NARpkQQgghhBAjgEzshRBCCCGEGAEKOrF//vnnOf300xkzZgw2m42HHnpoQH5HRwcXXnghY8aMwefzcfLJJ9Pc3DygzLe+9S3Gjx+P1+ulsrKSefPm8e6771r5q1ev5txzz6W+vh6v18vkyZP55S9/uSeaJ4QQQgghxB5T0Kfi9PX1MX36dBYsWMCZZ545IM80Tc444wxcLhcPP/wwgUCAm2++mRNOOIF33nmH4mJ1kd0hhxzC/PnzaWhooKenh2uuuYY5c+awefNmHA4Hb7zxBqNHj+aPf/wj9fX1vPzyy3zzm9/E4XDw3e9+txDNFkIIIcSnScoDWcfuy30aGJlCRzCiFXRiP3fuXObOnbvLvObmZl599VXefvttpk6dCsAdd9xBdXU19957LxdddBEA3/zmN61lGhsbuf7665k+fTotLS2MHz+eBQsWDKh3v/3245VXXmHZsmUysRdCCCGEECPGXnuNfTKpnijg8eSfdmG323G73bz44ou7XKavr48lS5Ywbtw46uvrB607FApRVla22/WHw+EBLyGEEEIIIfZWe+3EftKkSTQ0NNDU1MSOHTtIpVLceOONtLa20tbWNqDs7bffjt/vx+/38/jjj/PUU09RVFS0y3pffvll7r///gFn+ndl8eLFBINB6/VRfygIIYQQQghRaHvtxN7lcrFs2TLee+89ysrK8Pl8PPvss8ydOxe7fWDY8+fPZ+XKlfzrX/9i4sSJnH322SQSiZ3qfPvtt5k3bx5XX301c+bM+cj1NzU1EQqFrNfWrVuHtH1CCCGEEEIMpYJeY787hxxyCKtWrSIUCpFKpaisrOTwww9n5syZA8rlzqrvv//+HHHEEYwaNYq//vWvnHvuuVaZd955h+OPP55vfvObXHnllbtdt9vtxu1277acEEIIIcRHSvjAKTfPAnLz7DDba8/Y9xcMBqmsrKS5uZkVK1Ywb968QcuapolpmtY1+gBr165l9uzZXHDBBdxwww17ImQhhBBCCCH2qIKesY9Go2zYsMFKb968mVWrVlFWVkZDQwN/+ctfqKyspKGhgTVr1nDppZdyxhlnWJfRbNq0ifvvv585c+ZQWVlJa2srP/3pT/F6vZxyyimAuvzmuOOO46STTmLRokW0t7cD4HA4qKys3PONFkIIIYQQYhgUdGK/YsUKZs+ebaUXLVoEwAUXXMDSpUtpa2tj0aJFdHR0UFNTw/nnn89VV11llfd4PLzwwgvccsst7Nixg6qqKo4++mhefvllRo8eDcADDzzABx98wB//+Ef++Mc/WsuOHTuWlpaWPdNQIYQQQgghhllBJ/bHHnsspmkOmr9w4UIWLlw4aP6YMWN47LHHPnId11xzDddcc80nDVEIIYQQQoh9wl5986wQQgghxD4v5YGMTLkAyBiFjmBEs5kfdcpcWMLhMMFgEFdvGbaAnfJkF21FMymytQBw7OYu1qurfyjvg7ZgftnGbnhl9N3M2XoeAF3F8PboCr6xscsqM2fCIQC00Mr2HR2kYurznk6IuCGljwc/nHgI+9NCK9Uqn1IMDOKox3u20o6B2mnSGBimQVrvRNcst8Gv07BY3ZEeG+0m7vBg6L/vmmm03qdxYmDg1GkDg7krVoJdD5faNOkyBxtcjQB0U0pnv/UClFEKwAZaBvSlFw8XPt9Gepa6wTns8uPSy/RQShg/YfwABIgSxk8c9UVlcRLESQxoYxoDl47ThdOK2fWhv1u76bX6KSeAf0C5XOxhosRJ0JeMqvYnMxSXFOO1qTicun9y5fv3M0CZs5SIqZZ12pzEjQTZfvnuovwXr6U/dJBzOZwD8lwOJyU2v9WmdL/tbZgGyVS+TUYy/7SBVByMJNj1gxjsTkhEsMZWtxPq/RDr1eUz4POq9/4KcBZBVleXzai00z3wqQ7ZTH59WSNf1u5Q6wNwFrkxUkkMfT97kW/wJ0OUuktVuwfpV5fDidPmxKvHgwsnAfzWWKullyrUflUV6YYQsEOvL22HDW7YrOvrzUJbBo7T26LUDrdH1PtVgAHU6RX7UKdBOnR60yiSZifRG9Q2Lr88DtyrMy8BrwfG5YIGVh8K3uUqHR8PnAT8Q6XrNsJU4EyfSq9Lw11p9X6uHWocKjaAWUXgysIv9UY8xavyerP5NpTr9W7MQqMDXkmp9Dgn1AN/1htis6HW6bGp9P4Z8Ov1ejKqv1y63onjwdkDx+9Q6dkemGWHUboufwZK9HoTqr9iQfVUsU5HBd2UUk4vAKMzXUQcfqre71blx46HiRvhx2qMMyEJFTqOoO6/SL4vw2XFNNMI5I9/YdR2CBOlXI+FVtqJk2BRWuUtddXRaXZZ+0usN0MiVy/QE4MxVfn05m6o0V+H8qutxXDcBeDU2/jJFDT0qfhQ7Q37igF1HO3ETyvqfq4Afs6JrYVtuqwfmmvGEtAxt1LNuxh06/4B+Lw+Jj2Hh03JFhIRtZ/l9sncPhzrVftah95MB9TBT/R+t9Q3njQGVVQA0EEX24x2ax2pWHLAMa032WutJ7ev5vb/jQn1e+g93T+f3wiBKgjr/cFXCtHu/PtZDVOtY1Qufme/r5ZJxfPHCyMFm9Pwnv79ObETxtrzdQXLi63l2jb2UVbv4LqU/h3mc9PjKGWDHg9vsoGzdd/Vvd9Bd0OQdUygL5zh5KB6wl4gEGBPys0dOOhIcMjEHlAT+1UvF2R7fBrsE0/FEUIIIYQQQnw0mdgLIYQQQggxAsjEXgghhBBCiBFAJvZCCCGEEEKMAHInhxBCCCHEcEr65ObZHHkqzrCSUTaIZDJJMpm00uFwuIDRCCGEEEII8dHkUpxBLF68mGAwaL3q6+sLHZIQQgghhBCDkon9IJqamgiFQtZr69athQ5JCCGEEEKIQcmlOINwu9243e5ChyGEEEIIIcTHIhN7IYQQQojhlPSA3VXoKPYO2XShIxjR5FIcIYQQQgghRgCZ2AshhBBCCDECyMReCCGEEEKIEcBmmqZZ6CD2BeFwmGAwyH912nEHbFy3vAh8hnoBjDIhqwu7IDbKzQZHIwA9lNJB1KrLwCBN/gsaDgcmpFvUelx+yt8PQcymMmtNuNcH0zMqXZaEUar+nLjDQwt1AGwAwnpdPjycTDvlkZAqmITWiiqW6eUaqaOHXlz6VotuepnMBADqaGfy6i3wWpEqPN4ONTGI6GsEnwCOt0NjXMcFMX2zcdzhwdWvfU79ZRTrHKrudzFw4rTW6+x3q0ecBGGixElYfRU3EyRTKp2IZDCSkNXdUeQDuwOcujsm+MZzOl0AlL8Zg5gTZqoY13nGE8NDBD+Dceq4XRh4STDt6W0q4ydRWAscq/8W/koxtGdgnb5W8Fd+7pn5AQDzw074tZd7Ptug0qH1sMYLSYcq22eDCX1QrgdMEFo8tQPWX5bpBSDi8BPGb/WnEwMXBukBfeax3hv9Pi8hipcE3ozqu7hDleufjuOx1hV3eAik1dhxZVQHpx0qZlc6Q6uvirpDO1TlV5VAsQlnqvKtpkldZKnKm/g1+LEfJujvgUjb1SvHZ0BJOv9Z2g7rdRs8um9iuh2HtsA/J0KFiplGg+eCh3Ns7DWVDgF+QA/LmMuNK2tYMZMBNum6DnoGPnc0HKILVztgpjNfd9oOp6XU+0eLVPp5HXPC5NF7EpzWrNt4ztchYUJEHz7fA7pzG+TL4L0P/qbHWZ9NjZMWI79egBr9c0cWRtmh1J7vg8p0vq9ysYHql3Y7vKL7ti0DZ/qgPN+99Nny74s/dHj3feiLYVzZgelcv58dg++4YbaOMZgCvwEH5tq4HfgceDeqdDnwRd2vr6XhcBfM1tt0TBLcGRitd9qgGlc9rlIAqh5JwbxbUUcvwHsDvKLjGGWo7Zsb4le4oNrBn/4YU82rNqha5+KIhG5zHXCuLjzLDo0x8Oll06hjpyt/7PTtSKIPNapIlWpv2u7El05CTGd0Q8v+tda+5sSgNtOOb5PeDgkH7K/a1+0JAljH5HcxKKOUHnp1GAZePGyjXXWlmaDWVm39TpifaWeLo07XUQHAOt03JfjZn2rr90kLrRimYR0f93M3WsfVMkpx4qRKHw/L6MVLgvJEyGpvq6eKDr2OHkpZw7v5vtBxgzoO95i99EX6VHMj0NMJgdJ831U1FqsYbX66kl1k9TEkEVHHaEN3VU8n/P4zi8H2jvrAnAKOPzAxvM6qa2Kn+rl/McyvnYpPb6TnSLBu8za26V8740fD6jCM02mnW60LwFkEvx3jY2JnjEwEVu8PoVCIQCDAnpSbO7DfaXKNfU42DZseLcj2+DSQM/ZCCCGEEEKMAPJUHCGEEEKI4ZT0yhn7nKxMPYeTnLEXQgghhBBiBJCJvRBCCCGEECOATOyFEEIIIYQYAeRCp0Ekk0mSyaSVDofDBYxGCCGEEEKIjyYT+0EsXryYa6+9ttBhCCGEEGJfl/SCvajQUewdsqlCRzCiyaU4g2hqaiIUClmvrVu3FjokIYQQQgghBiVn7Afhdrtxu927LyiEEEIIIcReQM7YCyGEEEIIMQLIxF4IIYQQQogRQC7FEUIIIYQYTikv2OTmWQBMR6EjGNHkjL0QQgghhBAjgEzshRBCCCGEGAFspmmahQ5iXxAOhwkGg9wd+gy+QP7fSHESAJRROqC8EycGxoAyo/td+RT50FVQjXQBMPn5NqiNQYX6fF1wPDE87E+LigM/HVTQ0299XhLE8eh6o5Tgt/LqaGfyxo0qUaHqmxzaOKBun44vhod3dcyqXo/1vgS/qium62oDTgF+XqLSxSaM0l/oVZIGNzBKLxzSP3Pf9xVyQU06/2elC8h1aQaI9Uu7db5LJbs9QeJ4rPbm2l+X6FCJJhcf/EY9I7cydiU8cws09qm8Goi5Bn/SUdzhoVN3fDeldGLQQqvKMxOkMwYBp+rbs3FSF+mAqF7YB2mfCrrHVTogvg4qSOOknF7dl1Hqujr4YKza9Z4fC2edpP9F+/ki8Bngyei+yYI7a7Xf6ot+6ZjbTY+jFAADp7XuNE7SOHHpbZp7n9ZjL0AULwlrLPXv1230si62nrv0Nup2V/Aj4pxsawSgUfeLyxrjHsJ63JXRS3kot9G1DJDV79NAyAYh3WZPBvxGvn39TzfEgQ4vXB9X6X8cypIZr/K1N49Q6XPeAI8NntD9NRVYod7eM8WgqMjkS89foytbDlOehAP1Co50Q1sGVupnKnejxh6oMh4bPKrqvWd/g/rtDo5+/wWVP+VoFdvReqDWONQLoNqhlm3XMW02IGHCuH77/E/isJ9+HwIM4L0rAFhZfT11+vvwKmOH8eDk1zmrxaY+GKdju79Jpb03qD4Lf1mn71NlAL7lhR3ZfFwApf0695z/hZO+Bgv08aI3q+LM8djy76eYaiym9fI+Q6WDuo0+rDHZESyngwprbDgxcGHQrcfZIa1r6agrt8ZdK9UYGNZxMo0x4Hh6YutLPFd3OKDGZYwEVXo/7aGXbWY7B9omAfD5d1bCb3V7v5uGHztgsYoxXeHA1ZGBTh1oqAgm9ZGuUOXDLj/lCTVu3/BMJY7HakOAKM2UWseDiBnFa/Mwgwmq20mwQcffbLRYxwlQx45kKkE2o+LweouJ9PZh6GGXiIC93yaaPK6WbbFtAGzaAPdOXgRUWvnfeq+Jr049RNWNhzW8O2BdJTa/jtlPD728tbIbgDVj4M3KmcCdqnCmEfYLwDK98JnAHP3+20ADzDLUGJiZgkAV2B0q0B+7DobMWRD/oV6xDcq+n2+E4wJYO029Hw10MtDUQyE7GYArUnfjLHLTuUH9gqgY5+C6PtVXj5QdggsncxOvqeXS8FTJUfwr9hIAvdtV3yUiKvvtcnil6jGVsNeqn9n/gXAKyu8nFAoRCATYk3JzBwLfkktxcswUhH9dkO3xaSBn7IUQQgghhBgBZGIvhBBCCCHECCBPxRFCCCGEGE4JL9jkSy8BeSrOMJMz9kIIIYQQQowAMrEXQgghhBBiBJBLcQaRTCZJJpNWOhwOFzAaIYQQQgghPpqcsR/E4sWLCQaD1qu+vr7QIQkhhBBCCDEoOWM/iKamJhYtWmSlw+GwTO6FEEII8e9LeaDf95t8utl2X0R8YjKxH4Tb7cbtljvYhRBCCCHEvkEuxRFCCCGEEHul559/ntNPP50xY8Zgs9l46KGHCh3SXk0m9kIIIYQQYq/U19fH9OnTue222wodyj5BLsURQgghhBB7pblz5zJ37txCh7HPkIn9x2SaJgDxcGbA53FU2oMx4HMHkNGf5cr09bthJPah+qNkAQj3mRABivTntiwxMoRR64+QJUqGvn7ry5IhrtMxMtj75UXJEo7oRJGqL/fkzlzdWb3uGBli5Ntn9ntvx1B15QKPABkgZlqlcen3NiClOyFXFiD39NCobmPu/0XOfmUzQLxfOgm49AuIpEziZEnomAEMsoQTufImEVM10E0Scv0JUAyxXIy7kHCY1nbo032RW0/CNDEyJglnVjdJ92ufFQRpQ28jV5Z4v/j6yJDGhtv6TC2bizOWgXBSx9VngmmCrguXqfpSt9/qC2c+HXObRBxZqy9yMaf1el16O+bep/U4tJPF0OMJIPGhcZSMQVZvI9OdJYFJ1JbR7VfxOfXPBFmr71yYuD78dNgMkOv6NGoM9OkPDDOf52Lg/xETuk+sIZ0hngkTzo3NtKnK57rWyK8nZoQx7CZha+AZKo60LpAwIdmv7ox+7aLemBGmL+sgnNvgGZ2X0nUlTVUfqH0iC8T75fXPRy+703pVnNFsmIgu6iZDLBMmbPYrmzatspi59qbz6VwbEnqd8X7rLeo//uMqhtw+HNdx5vQv2qf371zfZXU6t60yWGMyYlNjyqU7z0kWZ79xFo5AJJztt68ZZDCs42SaDO5+x7BwBPrC+XEZJ2sdp+JkSZgmMT0uw9F+bYigto/e/9NFJq4Iauzl2hRRnwNEXCYufRyJpjIkyFj7jl2vs//xwGbLWsfhbL9jZ9LIHydyZVMpk6zeLra0STIMht5kqQjY+30RZzycJamPs+koEE6idgRdPgp94Vz7jQHHwoRp4rLl9kN1LEhF9SaKAO4MkPsgrMahTqrxrN9HVf8ZejOkUpD0gt2ROy5lIJOAuN7REzZw5h8PjSMKUZ3n7beOnHAGsmplyRRkikwrzmTYJKx3s5gzgwvyx/c09JmG1T+5vsstaxQBXp1p1x9mUxBWnZ37PV4Yyd0X+dRQffHhx4jLvY1Dw2YWdqTvMzZt2sT48eMLHYYQQgghPoGtW7dSV1e3R9eZSCQYN24c7e3te3S9ezu/3080OvAvvquvvpprrrnmI5ez2Wz89a9/5Ywzzhi+4PZxcsb+YyorKwPg/fffJxgMFjiaXcs9knPr1q0EAoFCh7NL+0KMIHH+p/bWuD5sX4hzX4gR9o0494UYQeIcaqZpEolEGDNmzB5ft8fjYfPmzaRSqd0X/hQxTRObbeBjL+Vs/dCQif3HZLer/zkHg8G9+gAGEAgEJMYhInH+Z/bWuD5sX4hzX4gR9o0494UYQeIcSoU8IefxePB45Bn2Ys+Qp+IIIYQQQggxAsgZeyGEEEIIsVeKRqNs2LDBSm/evJlVq1ZRVlZGQ0NDASPbO8kZ+4/J7XZz9dVX79XXgEmMQ0fiHOjf/VIQ6b+hsy/ECPtGnHvr/vJh+0Jfwr4Tp9i3rVixgoMPPpiDDz4YgEWLFnHwwQfzox/9qMCR7aVMMeTef/9982tf+5pZU1Njulwus6GhwVy4cKHZ1dX1sZZ/9tlnTcDcsWPHkMd2wQUXmIC5ePHiAZ//9a9/NfeW4ZCLETCdTqc5evRo84QTTjDvvPNOM5PJFDq8XbrgggvMefPmFTqMj9S/X/u/mpubd7ssYP71r38dtpi+9a1v7ZR38cUXm4B5wQUXDPl6/xMvv/yyabfbzVNOOaXQoVj2xX7cF/aZnH831uHaX3ZlbxyPu9LZ2Wl++9vfNuvr682ioiKzqqrKnDNnjvniiy8WOjQhRhQ5Yz/ENm3axMyZM2lububee+9lw4YN/N///R9PP/00s2bNoqenp9Ah4vF4uPHGG9mxY0ehQxnUySefTFtbGy0tLTz++OPMnj2bSy+9lNNOOw3DMHZfgdilXL/2f40bN66gMdXX13PfffcRj8etzxKJBH/605/+43+zptPp/zS8ndx5551873vf4/nnn2f79u3/UV2ZTIZsNrv7gh/DcPaj2HsN5XgcTmeddRYrV67k97//Pe+99x6PPPIIxx57LN3d3YUOTYgRRSb2Q+ySSy6hqKiIJ598kmOOOYaGhgbmzp3LP//5T7Zt28YVV1wBQDKZ5Ic//CH19fW43W4mTJjAnXfeSUtLC7NnzwZg1KhR2Gw2LrzwwiGN8YQTTqC6uprFixcPWubBBx9k6tSpuN1uGhsbuemmm6y8//7v/+bwww/faZnp06dz3XXXDUmMbreb6upqamtrmTFjBv/93//Nww8/zOOPP87SpUsB6O3t5aKLLqKyspJAIMBxxx3H6tWrB9Tzt7/9jUMPPRSPx0NFRQVf+MIXhiS+j/LEE0/w2c9+ltLSUsrLyznttNPYuHGjld/S0oLNZmPZsmXMnj0bn8/H9OnTeeWVV4Y9tly/9n85HA4efvhhZsyYgcfjYb/99uPaa6/d6Q+otrY25s6di9frZb/99uOBBx4YkphmzJhBfX09y5Ytsz5btmwZDQ0N1r9e4eP36/33388xxxyDx+PhnnvuGZIYc6LRKPfffz/f+c53OPXUU62xCPDcc89hs9n4+9//zrRp0/B4PBxxxBG8/fbbVpmlS5dSWlrKI488wpQpU3C73bz//vtDEttQ9eNxxx3Hd7/73QF1f/DBBxQVFfH0008PSawf1tjYyC233DLgs4MOOmjAM61tNhu/+93v+MIXvoDP52P//ffnkUceGZZ4PsrHiXVP+ajxmBtr/T300EM7PWLw+uuvZ/To0ZSUlHDRRRdx+eWXc9BBBw1pnL29vbzwwgvceOONzJ49m7Fjx3LYYYfR1NTE5z//eavMRx3Pr7nmGg466CB+/etfU19fj8/n4+yzzyYUCg1prELs62RiP4R6enr4xz/+wcUXX4zX6x2QV11dzfz587n//vsxTZPzzz+fe++9l1tvvZV169bx61//Gr/fT319PQ8++CAA69evp62tjV/+8pdDGqfD4eAnP/kJ//u//0tra+tO+W+88QZnn302X/7yl1mzZg3XXHMNV111lfVLY/78+bz++usDJgNr167lrbfe4itf+cqQxtrfcccdx/Tp062Jy5e+9CU6Ozt5/PHHeeONN5gxYwbHH3+89V+Rv//973zhC1/glFNOYeXKlTz99NMcdthhwxZfTl9fH4sWLWLFihU8/fTT2O12vvCFL+x0ZvaKK67g//2//8eqVauYOHEi5557bkH+G/HCCy9w/vnnc+mll/LOO+/w61//mqVLl3LDDTcMKHfVVVdx1llnsXr1aubPn8+Xv/xl1q1bNyQxLFiwgCVLlljpu+66i6997WsDynzcfr388su59NJLWbduHSeddNKQxJfz5z//mUmTJnHAAQfw1a9+lbvuumunb7P8wQ9+wE033cTy5cuprKzk9NNPH/Cfg1gsxo033sjvfvc71q5dy+jRo4csvqHox4suuog//elPJJP5b8r84x//SG1tLccdd9yQxfpJXHvttZx99tm89dZbnHLKKcyfP3+v+C9ooXyc8fhR7rnnHm644QZuvPFG3njjDRoaGrjjjjuGPE6/34/f7+ehhx4aMK76293xHGDDhg38+c9/5m9/+xtPPPEEK1eu5OKLLx7yeIXYpxX4UqAR5dVXX/3IaytvvvlmEzBfe+01EzCfeuqpXZYb7mvsc9eKHnHEEeaCBQtM0xx4jf1XvvIV88QTTxyw3A9+8ANzypQpVnr69OnmddddZ6WbmprMww8/fMhj/LBzzjnHnDx5svnCCy+YgUDATCQSA/LHjx9v/vrXvzZN0zRnzZplzp8/f0hi2p2PivmDDz4wAXPNmjWmaZrm5s2bTcD83e9+Z5VZu3atCZjr1q0b1hgdDodZXFxsvb74xS+axx9/vPmTn/xkQNm7777brKmpsdKA+e1vf3tAmcMPP9z8zne+8x/HNG/ePLOzs9N0u91mS0uL2dLSYno8HvODDz4w582bN+i14YP16y233PIfxfRRjjzySKv+dDptVlRUmM8++6xpmvn99r777rPKd3d3m16v17z//vtN0zTNJUuWmIC5atWqIY1rKPsxHo+bo0aNsmI2TdOcNm2aec011wxLzKZpmmPHjjV/8YtfDMifPn26efXVV1tpwLzyyiutdDQaNQHz8ccfH9K4hirWPXGN/UeNxyVLlpjBYHBA+Q/fS3X44Yebl1xyyYAyRx11lDl9+vQhj/WBBx4wR40aZXo8HvPII480m5qazNWrV5umaX6s4/nVV19tOhwOs7W11cp//PHHTbvdbra1tQ15vELsq+SM/TAwd3PGpKWlBYfDwTHHHLOHItq1G2+8kd///vc7nXVdt24dRx111IDPjjrqKJqbm8lkMoA6a/+nP/0JUO299957mT9//rDHbOpvq1u9ejXRaJTy8nLrbJDf72fz5s3WfxJWrVrF8ccfP+wxfVhzczPnnnsu++23H4FAgMbGRoCdLrmYNm2a9b6mpgaAzs7OYY1t9uzZrFq1ynrdeuutrF69muuuu25AP37jG9+gra2NWCxmLTtr1qwBdc2aNWvIzthXVlZalxIsWbKEU089lYqKigFlPm6/zpw5c0hi+rD169fz+uuvc+655wLgdDo555xzuPPOOweU699PZWVlHHDAAQP6qaioaMC2H0pD0Y8ej4fzzjuPu+66C4A333yTt99+e8gvCfwk+vdbcXExgUBg2PeZvdXHHY+7q+PD/8Ucrv9qnnXWWWzfvp1HHnmEk08+meeee44ZM2awdOnSj3U8B2hoaKC2ttZKz5o1i2w2y/r164clZiH2RfIc+yE0YcIEbDYb69at2+W13OvWrWPUqFE7XaZTKEcffTQnnXQSTU1N//Yv7XPPPZcf/vCHvPnmm8TjcbZu3co555wzPIH2s27dOsaNG0c0GqWmpobnnntupzK560oL1c+nn346Y8eO5be//S1jxowhm83ymc98ZqevFHe5XNb73HWvQ3Uj5WCKi4uZMGHCgM+i0SjXXnstZ5555k7l9+S3JS5YsMC6tvu2227bKf/j9mtxcfGwxHfnnXdiGMaAr6U3TRO3282vfvWrj12P1+vd6TrnoTQU/XjRRRdx0EEH0draypIlSzjuuOMYO3bssMVst9t3OiGyqxuf++8zoPab4d5nPuzjxjrcdjce95Y4+/N4PJx44omceOKJXHXVVVx00UVcffXVXHzxxbs9ngshPh6Z2A+h8vJyTjzxRG6//XYuu+yyARPL9vZ27rnnHs4//3wOPPBAstks//rXvzjhhBN2qqeoqAjAOjs+nH76059y0EEHccABB1ifTZ48mZdeemlAuZdeeomJEyficDgAqKur45hjjuGee+4hHo9z4oknDum1wrvyzDPPsGbNGi677DLq6upob2/H6XRaZxw/bNq0aTz99NM7XWM8nLq7u1m/fj2//e1v+dznPgfAiy++uMfW/0nMmDGD9evX7zTh/7BXX32V888/f0C6/02Z/6mTTz6ZVCqFzWbb6dr4QverYRj84Q9/4KabbmLOnDkD8s444wzuvfdeJk2aBKh+yT2FZseOHbz33ntMnjx5j8U6FP144IEHMnPmTH7729/ypz/96d/6w+WTqKyspK2tzUqHw2E2b948rOv8pPaGWD/OeBw7diyRSIS+vj7rj91Vq1YNKHvAAQewfPnyAfv18uXLhz3+nClTpvDQQw8xY8aM3R7PQf1Xafv27dYfM6+++ip2u33A7y8hPu1kYj/EfvWrX3HkkUdy0kkncf311zNu3DjWrl3LD37wA2pra7nhhhsoKyvjggsuYMGCBdx6661Mnz6dLVu20NnZydlnn83YsWOx2Ww8+uijnHLKKXi9Xvx+/7DEe+CBBzJ//nxuvfVW67Pvf//7HHroofz4xz/mnHPO4ZVXXuFXv/oVt99++4Bl58+fz9VXX00qleIXv/jFkMaVTCZpb28nk8nQ0dHBE088weLFiznttNM4//zzsdvtzJo1izPOOIOf/exnTJw4ke3bt1s3zM6cOZOrr76a448/nvHjx/PlL38ZwzB47LHH+OEPfziksfY3atQoysvL+c1vfkNNTQ3vv/8+l19++bCtbyj86Ec/4rTTTqOhoYEvfvGL2O12Vq9ezdtvv831119vlfvLX/7CzJkz+exnP8s999zD66+//m/92393HA6HdclK7g/InEL366OPPsqOHTv4+te/TjAYHJB31llnceedd/Lzn/8cgOuuu47y8nKqqqq44oorqKio4IwzzthjsQ5VP1500UV897vfpbi4eNifJnXcccexdOlSTj/9dEpLS/nRj360U+x7i70h1o8zHv/xj3/g8/n47//+bxYuXMhrr7024Kk5AN/73vf4xje+wcyZMznyyCO5//77eeutt9hvv/2GNN7u7m6+9KUvsWDBAqZNm0ZJSQkrVqzgZz/7GfPmzeOEE07Y7fEc1Bn/Cy64gP/5n/8hHA6zcOFCzj77bKqrq4c0XiH2aYW7vH/kamlpMS+44AKzqqrKdLlcZn19vfm9731vwBdUxeNx87LLLjNramrMoqIic8KECeZdd91l5V933XVmdXW1abPZhvSLZXZ1k+fmzZvNoqKiATdVPfDAA+aUKVOsL9j6+c9/vlNdO3bsMN1ut+nz+cxIJDKkMdLvC6oqKyvNE044wbzrrrsGfEFVOBw2v/e975ljxoyx+nn+/Pnm+++/b5V58MEHzYMOOsgsKioyKyoqzDPPPHPI4uzvvPPOM8866yzTNE3zqaeeMidPnmy63W5z2rRp5nPPPTfgZrrcTZ4rV660lt+xY4cJWDe+DYePusH3iSeeMI888kjT6/WagUDAPOyww8zf/OY3Vj5g3nbbbeaJJ55out1us7GxccDNlcMRk2maA276/CT9OlROO+20Qb8AKHcz/C9/+UsTMP/2t7+ZU6dONYuKiszDDjvMukHQNHd9Q+NQGMp+zIlEIqbP5zMvvvjiIY/XNAfuM6FQyDznnHPMQCBg1tfXm0uXLv1YN6QGg0FzyZIlwxLfUMc6lD7OeFy9erX517/+1ZwwYYLp9XrN0047zfzNb36z0xcRXnfddWZFRYXp9/vNBQsWmAsXLjSPOOKIIY03kUiYl19+uTljxgwzGAyaPp/PPOCAA8wrr7zSjMVipmnu/nh+9dVXm9OnTzdvv/12c8yYMabH4zG/+MUvmj09PUMaqxD7Optp/hvPxhJC7NLJJ5/MhAkThv2SBbH3eu6555g9ezY7duwYEdcFt7S0MH78eJYvX86MGTOGvP59aZ/Zl2L9T5144olUV1dz9913FzqUAa655hoeeuihnS4nEkIMJJfiCPEf2LFjBy+99BLPPfcc3/72twsdjhD/sXQ6TXd3N1deeSVHHHHEkE/q96V9Zl+K9ZOIxWL83//9HyeddBIOh4N7772Xf/7znzz11FOFDk0I8QnJxF6I/8CCBQtYvnw53//+95k3b16hwxHiP/bSSy8xe/ZsJk6cOGTfLtzfvrTP7EuxfhI2m43HHnuMG264gUQiwQEHHMCDDz64y4c6CCH2DXIpjhBCCCGEECOAfEGVEEIIIYQQI4BM7IUQQgghhBgBZGIvhBBCCCHECCATeyGEEEIIIUYAmdgLIYQQQggxAsjEXgghPiGbzcZDDz1U6DCEEEIIQCb2Qoh90IUXXojNZtvllwZdcskl2Gw2LrzwwiFb3zXXXMNBBx00ZPUJIYQQw0Em9kKIfVJ9fT333Xcf8Xjc+iyRSPCnP/2JhoaGAkYmhBBCFIZM7IUQ+6QZM2ZQX1/PsmXLrM+WLVtGQ0MDBx98sPVZMplk4cKFjB49Go/Hw2c/+1mWL19u5T/33HPYbDaefvppZs6cic/n48gjj2T9+vUALF26lGuvvZbVq1djs9mw2WwsXbrUWr6rq4svfOEL+Hw+9t9/fx555JHhb7wQQgixCzKxF0LssxYsWMCSJUus9F133cXXvva1AWX+67/+iwcffJDf//73vPnmm0yYMIGTTjqJnp6eAeWuuOIKbrrpJlasWIHT6WTBggUAnHPOOXz/+99n6tSptLW10dbWxjnnnGMtd+2113L22Wfz1ltvccoppzB//vyd6hZCCCH2BJnYCyH2WV/96ld58cUX2bJlC1u2bOGll17iq1/9qpXf19fHHXfcwc9//nPmzp3LlClT+O1vf4vX6+XOO+8cUNcNN9zAMcccw5QpU7j88st5+eWXSSQSeL1e/H4/TqeT6upqqqur8Xq91nIXXngh5557LhMmTOAnP/kJ0WiU119/fY/1gRBCCJHjLHQAQgjxSVVWVnLqqaeydOlSTNPk1FNPpaKiwsrfuHEj6XSao446yvrM5XJx2GGHsW7dugF1TZs2zXpfU1MDQGdn526v1++/XHFxMYFAgM7Ozv+oXUIIIcQnIRN7IcQ+bcGCBXz3u98F4LbbbvvE9bhcLuu9zWYDIJvN/lvL5Zb9OMsJIYQQQ00uxRFC7NNOPvlkUqkU6XSak046aUDe+PHjKSoq4qWXXrI+S6fTLF++nClTpnzsdRQVFZHJZIYsZiGEEGI4yBl7IcQ+zeFwWJfVOByOAXnFxcV85zvf4Qc/+AFlZWU0NDTws5/9jFgsxte//vWPvY7GxkY2b97MqlWrqKuro6SkBLfbPaTtEEIIIf5TMrEXQuzzAoHAoHk//elPyWaznHfeeUQiEWbOnMk//vEPRo0a9bHrP+uss1i2bBmzZ8+mt7eXJUuWDOkXYAkhhBBDwWaaplnoIIQQQgghhBD/GbnGXgghhBBCiBFAJvZCCCGEEEKMADKxF0IIIYQQYgSQib0QQgghhBAjgEzshRBCCCGEGAFkYi+EEEIIIcQIIBN7IYQQQgghRgCZ2AshhBBCCDECyMReCCGEEEKIEUAm9kIIIYQQQowAMrEXQgghhBBiBPj/Ab8dqWrIWaOKAAAAAElFTkSuQmCC", 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    " ] @@ -585,16 +585,16 @@ "execution_count": 14, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:15.959903Z", - "iopub.status.busy": "2024-06-10T22:28:15.959702Z", - "iopub.status.idle": "2024-06-10T22:28:17.967867Z", - "shell.execute_reply": "2024-06-10T22:28:17.967267Z" + "iopub.execute_input": "2024-06-21T19:03:29.561649Z", + "iopub.status.busy": "2024-06-21T19:03:29.561212Z", + "iopub.status.idle": "2024-06-21T19:03:31.535504Z", + "shell.execute_reply": "2024-06-21T19:03:31.534863Z" } }, "outputs": [ { "data": { - "image/png": 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", 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", 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    " ] @@ -634,10 +634,10 @@ "execution_count": 15, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:17.970253Z", - "iopub.status.busy": "2024-06-10T22:28:17.969910Z", - "iopub.status.idle": "2024-06-10T22:28:17.996460Z", - "shell.execute_reply": "2024-06-10T22:28:17.995859Z" + "iopub.execute_input": "2024-06-21T19:03:31.537883Z", + "iopub.status.busy": "2024-06-21T19:03:31.537661Z", + "iopub.status.idle": "2024-06-21T19:03:31.578198Z", + "shell.execute_reply": "2024-06-21T19:03:31.577643Z" } }, "outputs": [], @@ -655,10 +655,10 @@ "execution_count": 16, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:17.998557Z", - "iopub.status.busy": "2024-06-10T22:28:17.998217Z", - "iopub.status.idle": "2024-06-10T22:28:18.295371Z", - "shell.execute_reply": "2024-06-10T22:28:18.294748Z" + "iopub.execute_input": "2024-06-21T19:03:31.580557Z", + "iopub.status.busy": "2024-06-21T19:03:31.580339Z", + "iopub.status.idle": "2024-06-21T19:03:31.815625Z", + "shell.execute_reply": "2024-06-21T19:03:31.815002Z" } }, "outputs": [ @@ -699,10 +699,10 @@ "execution_count": 17, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:18.297791Z", - "iopub.status.busy": "2024-06-10T22:28:18.297405Z", - "iopub.status.idle": "2024-06-10T22:28:19.701526Z", - "shell.execute_reply": "2024-06-10T22:28:19.700936Z" + "iopub.execute_input": "2024-06-21T19:03:31.818019Z", + "iopub.status.busy": "2024-06-21T19:03:31.817666Z", + "iopub.status.idle": "2024-06-21T19:03:33.231179Z", + "shell.execute_reply": "2024-06-21T19:03:33.230499Z" } }, "outputs": [], @@ -717,10 +717,10 @@ "execution_count": 18, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:19.704276Z", - "iopub.status.busy": "2024-06-10T22:28:19.703831Z", - "iopub.status.idle": "2024-06-10T22:28:19.713364Z", - "shell.execute_reply": "2024-06-10T22:28:19.712773Z" + "iopub.execute_input": "2024-06-21T19:03:33.233917Z", + "iopub.status.busy": "2024-06-21T19:03:33.233546Z", + "iopub.status.idle": "2024-06-21T19:03:33.242809Z", + "shell.execute_reply": "2024-06-21T19:03:33.242319Z" } }, "outputs": [ @@ -894,10 +894,10 @@ "execution_count": 19, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:19.715485Z", - "iopub.status.busy": "2024-06-10T22:28:19.715127Z", - "iopub.status.idle": "2024-06-10T22:28:20.299994Z", - "shell.execute_reply": "2024-06-10T22:28:20.299412Z" + "iopub.execute_input": "2024-06-21T19:03:33.244903Z", + "iopub.status.busy": "2024-06-21T19:03:33.244552Z", + "iopub.status.idle": "2024-06-21T19:03:33.753604Z", + "shell.execute_reply": "2024-06-21T19:03:33.752971Z" } }, "outputs": [ diff --git a/examples/single_gage_n_day_flows_analysis.html b/examples/single_gage_n_day_flows_analysis.html index 0f913da..267b5f8 100644 --- a/examples/single_gage_n_day_flows_analysis.html +++ b/examples/single_gage_n_day_flows_analysis.html @@ -4,7 +4,7 @@ - Analysis of N-Day Streamflows for a Single Gage — hyswap 0.1.dev1+gfc756e4 documentation + Analysis of N-Day Streamflows for a Single Gage — hyswap 0.1.dev1+g2530dee documentation @@ -17,7 +17,7 @@ - + diff --git a/examples/single_gage_n_day_flows_analysis.ipynb b/examples/single_gage_n_day_flows_analysis.ipynb index e39b87e..555bdc0 100644 --- a/examples/single_gage_n_day_flows_analysis.ipynb +++ b/examples/single_gage_n_day_flows_analysis.ipynb @@ -25,10 +25,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:22.165334Z", - "iopub.status.busy": "2024-06-10T22:28:22.165162Z", - "iopub.status.idle": "2024-06-10T22:28:22.988407Z", - "shell.execute_reply": "2024-06-10T22:28:22.987820Z" + "iopub.execute_input": "2024-06-21T19:03:35.466920Z", + "iopub.status.busy": "2024-06-21T19:03:35.466733Z", + "iopub.status.idle": "2024-06-21T19:03:36.358219Z", + "shell.execute_reply": "2024-06-21T19:03:36.357570Z" } }, "outputs": [], @@ -56,10 +56,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:22.991251Z", - "iopub.status.busy": "2024-06-10T22:28:22.990610Z", - "iopub.status.idle": "2024-06-10T22:28:24.143365Z", - "shell.execute_reply": "2024-06-10T22:28:24.142692Z" + "iopub.execute_input": "2024-06-21T19:03:36.361094Z", + "iopub.status.busy": "2024-06-21T19:03:36.360621Z", + "iopub.status.idle": "2024-06-21T19:03:37.831831Z", + "shell.execute_reply": "2024-06-21T19:03:37.831256Z" } }, "outputs": [], @@ -74,10 +74,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:24.146154Z", - "iopub.status.busy": "2024-06-10T22:28:24.145697Z", - "iopub.status.idle": "2024-06-10T22:28:24.158259Z", - "shell.execute_reply": "2024-06-10T22:28:24.157795Z" + "iopub.execute_input": "2024-06-21T19:03:37.834451Z", + "iopub.status.busy": "2024-06-21T19:03:37.834042Z", + "iopub.status.idle": "2024-06-21T19:03:37.846616Z", + "shell.execute_reply": "2024-06-21T19:03:37.846121Z" } }, "outputs": [], @@ -97,10 +97,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:24.160413Z", - "iopub.status.busy": "2024-06-10T22:28:24.160078Z", - "iopub.status.idle": "2024-06-10T22:28:24.165408Z", - "shell.execute_reply": "2024-06-10T22:28:24.164935Z" + "iopub.execute_input": "2024-06-21T19:03:37.848561Z", + "iopub.status.busy": "2024-06-21T19:03:37.848379Z", + "iopub.status.idle": "2024-06-21T19:03:37.853684Z", + "shell.execute_reply": "2024-06-21T19:03:37.853233Z" } }, "outputs": [], @@ -114,10 +114,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:24.167568Z", - "iopub.status.busy": "2024-06-10T22:28:24.167220Z", - "iopub.status.idle": "2024-06-10T22:28:24.175017Z", - "shell.execute_reply": "2024-06-10T22:28:24.174443Z" + "iopub.execute_input": "2024-06-21T19:03:37.855620Z", + "iopub.status.busy": "2024-06-21T19:03:37.855444Z", + "iopub.status.idle": "2024-06-21T19:03:37.863209Z", + "shell.execute_reply": "2024-06-21T19:03:37.862746Z" } }, "outputs": [ @@ -216,10 +216,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:24.177258Z", - "iopub.status.busy": "2024-06-10T22:28:24.176915Z", - "iopub.status.idle": "2024-06-10T22:28:24.420525Z", - "shell.execute_reply": "2024-06-10T22:28:24.419926Z" + "iopub.execute_input": "2024-06-21T19:03:37.865313Z", + "iopub.status.busy": "2024-06-21T19:03:37.864961Z", + "iopub.status.idle": "2024-06-21T19:03:38.072484Z", + "shell.execute_reply": "2024-06-21T19:03:38.071913Z" } }, "outputs": [ @@ -265,10 +265,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:24.422718Z", - "iopub.status.busy": "2024-06-10T22:28:24.422527Z", - "iopub.status.idle": "2024-06-10T22:28:24.775565Z", - "shell.execute_reply": "2024-06-10T22:28:24.774981Z" + "iopub.execute_input": "2024-06-21T19:03:38.074839Z", + "iopub.status.busy": "2024-06-21T19:03:38.074479Z", + "iopub.status.idle": "2024-06-21T19:03:38.421421Z", + "shell.execute_reply": "2024-06-21T19:03:38.420885Z" } }, "outputs": [], @@ -288,10 +288,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:24.777965Z", - "iopub.status.busy": "2024-06-10T22:28:24.777724Z", - "iopub.status.idle": "2024-06-10T22:28:25.230172Z", - "shell.execute_reply": "2024-06-10T22:28:25.229594Z" + "iopub.execute_input": "2024-06-21T19:03:38.424168Z", + "iopub.status.busy": "2024-06-21T19:03:38.423784Z", + "iopub.status.idle": "2024-06-21T19:03:38.854423Z", + "shell.execute_reply": "2024-06-21T19:03:38.853779Z" } }, "outputs": [ @@ -334,10 +334,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:25.232588Z", - "iopub.status.busy": "2024-06-10T22:28:25.232228Z", - "iopub.status.idle": "2024-06-10T22:28:26.826213Z", - "shell.execute_reply": "2024-06-10T22:28:26.825608Z" + "iopub.execute_input": "2024-06-21T19:03:38.856948Z", + "iopub.status.busy": "2024-06-21T19:03:38.856587Z", + "iopub.status.idle": "2024-06-21T19:03:40.510106Z", + "shell.execute_reply": "2024-06-21T19:03:40.509437Z" } }, "outputs": [], @@ -359,10 +359,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:26.828810Z", - "iopub.status.busy": "2024-06-10T22:28:26.828447Z", - "iopub.status.idle": "2024-06-10T22:28:27.156338Z", - "shell.execute_reply": "2024-06-10T22:28:27.155714Z" + "iopub.execute_input": "2024-06-21T19:03:40.512608Z", + "iopub.status.busy": "2024-06-21T19:03:40.512414Z", + "iopub.status.idle": "2024-06-21T19:03:40.888533Z", + "shell.execute_reply": "2024-06-21T19:03:40.887910Z" } }, "outputs": [ @@ -399,10 +399,10 @@ "execution_count": 11, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:27.158781Z", - "iopub.status.busy": "2024-06-10T22:28:27.158429Z", - "iopub.status.idle": "2024-06-10T22:28:28.952976Z", - "shell.execute_reply": "2024-06-10T22:28:28.952327Z" + "iopub.execute_input": "2024-06-21T19:03:40.890946Z", + "iopub.status.busy": "2024-06-21T19:03:40.890621Z", + "iopub.status.idle": "2024-06-21T19:03:42.642533Z", + "shell.execute_reply": "2024-06-21T19:03:42.641921Z" } }, "outputs": [ @@ -442,10 +442,10 @@ "execution_count": 12, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:28.955275Z", - "iopub.status.busy": "2024-06-10T22:28:28.955035Z", - "iopub.status.idle": "2024-06-10T22:28:30.716598Z", - "shell.execute_reply": "2024-06-10T22:28:30.715971Z" + "iopub.execute_input": "2024-06-21T19:03:42.645089Z", + "iopub.status.busy": "2024-06-21T19:03:42.644890Z", + "iopub.status.idle": "2024-06-21T19:03:44.388576Z", + "shell.execute_reply": "2024-06-21T19:03:44.387966Z" } }, "outputs": [ diff --git a/examples/site_conditions_examples.html b/examples/site_conditions_examples.html index d4ddd37..3bc1bca 100644 --- a/examples/site_conditions_examples.html +++ b/examples/site_conditions_examples.html @@ -4,7 +4,7 @@ - Visualization of Streamflow Conditions at Streamgages — hyswap 0.1.dev1+gfc756e4 documentation + Visualization of Streamflow Conditions at Streamgages — hyswap 0.1.dev1+g2530dee documentation @@ -17,7 +17,7 @@ - + @@ -1417,7 +1417,7 @@

    Create Map of Streamflow Conditions @@ -1697,7 +1695,7 @@

    Create Map of Streamflow Conditions using Alternative Categorization Schema< <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script> <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/> <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/> - <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/> + <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/> <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/> <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/> <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/> @@ -1705,7 +1703,7 @@

    Create Map of Streamflow Conditions using Alternative Categorization Schema< <meta name="viewport" content="width=device-width, initial-scale=1.0, maximum-scale=1.0, user-scalable=no" /> <style> - #map_14cf4d819fe2058f8118f34f81006d0a { + #map_05b14ee4bf44a1624d7e72411d1a6a02 { position: relative; width: 100.0%; height: 100.0%; @@ -1814,14 +1812,14 @@

    Create Map of Streamflow Conditions using Alternative Categorization Schema< </div> - <div class="folium-map" id="map_14cf4d819fe2058f8118f34f81006d0a" ></div> + <div class="folium-map" id="map_05b14ee4bf44a1624d7e72411d1a6a02" ></div> </body> <script> - var map_14cf4d819fe2058f8118f34f81006d0a = L.map( - "map_14cf4d819fe2058f8118f34f81006d0a", + var map_05b14ee4bf44a1624d7e72411d1a6a02 = L.map( + "map_05b14ee4bf44a1624d7e72411d1a6a02", { center: [43.957839104999984, -72.5957405], crs: L.CRS.EPSG3857, @@ -1830,87 +1828,85 @@

    Create Map of Streamflow Conditions using Alternative Categorization Schema< preferCanvas: false, } ); - L.control.scale().addTo(map_14cf4d819fe2058f8118f34f81006d0a); + L.control.scale().addTo(map_05b14ee4bf44a1624d7e72411d1a6a02); - var tile_layer_ed81732a21a3e43dde2c8b4da6536070 = L.tileLayer( + var tile_layer_6d614f3e515db06c44fc7217607113f3 = L.tileLayer( "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png", - {"attribution": "\u0026copy; \u003ca href=\"https://www.openstreetmap.org/copyright\"\u003eOpenStreetMap\u003c/a\u003e contributors \u0026copy; \u003ca href=\"https://carto.com/attributions\"\u003eCARTO\u003c/a\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false} + {"attribution": "\u0026copy; \u003ca href=\"https://www.openstreetmap.org/copyright\"\u003eOpenStreetMap\u003c/a\u003e contributors \u0026copy; \u003ca href=\"https://carto.com/attributions\"\u003eCARTO\u003c/a\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false} ); - tile_layer_ed81732a21a3e43dde2c8b4da6536070.addTo(map_14cf4d819fe2058f8118f34f81006d0a); + tile_layer_6d614f3e515db06c44fc7217607113f3.addTo(map_05b14ee4bf44a1624d7e72411d1a6a02); - map_14cf4d819fe2058f8118f34f81006d0a.fitBounds( + map_05b14ee4bf44a1624d7e72411d1a6a02.fitBounds( [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]], {} ); - function geo_json_c9f70a9f076d2b1a64756d780aad87ce_styler(feature) { + function geo_json_3466f708fbba75110f08d82974c1e0e9_styler(feature) { switch(feature.id) { - case "0": case "1": case "4": case "14": case "18": case "23": case "25": case "29": case "30": case "34": case "36": case "38": case "41": case "42": case "44": - return {"color": "#aacee0", "fillColor": "#aacee0", "fillOpacity": 0.5, "weight": 2}; - case "2": case "3": case "5": case "6": case "7": case "9": case "10": case "11": case "12": case "13": case "15": case "16": case "17": case "22": case "24": case "26": case "27": case "28": case "31": case "32": case "33": case "45": + case "0": case "2": case "3": case "4": case "7": case "15": case "17": case "18": case "19": case "22": case "23": case "24": case "25": case "32": case "33": case "35": case "36": case "37": case "38": case "40": case "41": case "42": case "44": case "45": case "46": return {"color": "#e9e9e9", "fillColor": "#e9e9e9", "fillOpacity": 0.5, "weight": 2}; - case "19": case "20": case "21": case "40": + case "1": case "30": case "31": case "39": case "43": + return {"color": "#aacee0", "fillColor": "#aacee0", "fillOpacity": 0.5, "weight": 2}; + case "20": case "21": return {"color": "#292f6b", "fillColor": "#292f6b", "fillOpacity": 0.5, "weight": 2}; - case "35": case "37": case "39": case "43": - return {"color": "#5699c0", "fillColor": "#5699c0", "fillOpacity": 0.5, "weight": 2}; default: return {"color": "#ebd6ab", "fillColor": "#ebd6ab", "fillOpacity": 0.5, "weight": 2}; } } - function geo_json_c9f70a9f076d2b1a64756d780aad87ce_highlighter(feature) { + function geo_json_3466f708fbba75110f08d82974c1e0e9_highlighter(feature) { switch(feature.id) { default: return {"fillOpacity": 0.75}; } } - function geo_json_c9f70a9f076d2b1a64756d780aad87ce_pointToLayer(feature, latlng) { + function geo_json_3466f708fbba75110f08d82974c1e0e9_pointToLayer(feature, latlng) { var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3}; - let style = geo_json_c9f70a9f076d2b1a64756d780aad87ce_styler(feature) + let style = geo_json_3466f708fbba75110f08d82974c1e0e9_styler(feature) Object.assign(opts, style) return new L.CircleMarker(latlng, opts) } - function geo_json_c9f70a9f076d2b1a64756d780aad87ce_onEachFeature(feature, layer) { + function geo_json_3466f708fbba75110f08d82974c1e0e9_onEachFeature(feature, layer) { layer.on({ mouseout: function(e) { if(typeof e.target.setStyle === "function"){ - geo_json_c9f70a9f076d2b1a64756d780aad87ce.resetStyle(e.target); + geo_json_3466f708fbba75110f08d82974c1e0e9.resetStyle(e.target); } }, mouseover: function(e) { if(typeof e.target.setStyle === "function"){ - const highlightStyle = geo_json_c9f70a9f076d2b1a64756d780aad87ce_highlighter(e.target.feature) + const highlightStyle = geo_json_3466f708fbba75110f08d82974c1e0e9_highlighter(e.target.feature) e.target.setStyle(highlightStyle); } }, }); }; - var geo_json_c9f70a9f076d2b1a64756d780aad87ce = L.geoJson(null, { - onEachFeature: geo_json_c9f70a9f076d2b1a64756d780aad87ce_onEachFeature, + var geo_json_3466f708fbba75110f08d82974c1e0e9 = L.geoJson(null, { + onEachFeature: geo_json_3466f708fbba75110f08d82974c1e0e9_onEachFeature, - style: geo_json_c9f70a9f076d2b1a64756d780aad87ce_styler, - pointToLayer: geo_json_c9f70a9f076d2b1a64756d780aad87ce_pointToLayer, + style: geo_json_3466f708fbba75110f08d82974c1e0e9_styler, + pointToLayer: geo_json_3466f708fbba75110f08d82974c1e0e9_pointToLayer, }); - function geo_json_c9f70a9f076d2b1a64756d780aad87ce_add (data) { - geo_json_c9f70a9f076d2b1a64756d780aad87ce + function geo_json_3466f708fbba75110f08d82974c1e0e9_add (data) { + geo_json_3466f708fbba75110f08d82974c1e0e9 .addData(data); } - geo_json_c9f70a9f076d2b1a64756d780aad87ce_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 143.0, "Estimated Percentile": 81.74, "Streamflow Category": "Above normal", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 157.0, "Estimated Percentile": 77.67, "Streamflow Category": "Above normal", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "2", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 3.71, "Estimated Percentile": 35.96, "Streamflow Category": "Normal", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "3", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 51.8, "Estimated Percentile": 65.78, "Streamflow Category": "Normal", "Streamgage Name": "SLEEPERS RIVER (SITE W-5) NEAR ST. JOHNSBURY, VT", "USGS Gage ID": "01135300", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 641.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.4353353, "dec_long_va": -72.03842899, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03926130000002, 44.36561470000003, -72.03926130000002, 44.36561470000003], "geometry": {"coordinates": [-72.03926130000002, 44.36561470000003], "type": "Point"}, "id": "4", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 1050.0, "Estimated Percentile": 85.68, "Streamflow Category": "Above normal", "Streamgage Name": "PASSUMPSIC RIVER AT PASSUMPSIC, VT", "USGS Gage ID": "01135500", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 487.79, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.3656147, "dec_long_va": -72.0392613, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.0417577, 44.15339689, -72.0417577, 44.15339689], "geometry": {"coordinates": [-72.0417577, 44.15339689], "type": "Point"}, "id": "5", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 4300.0, "Estimated Percentile": 56.8, "Streamflow Category": "Normal", "Streamgage Name": "CONNECTICUT RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01138500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 399.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.15339689, "dec_long_va": -72.0417577, "huc_cd": 1080101, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.06509150000001, 44.15034129999998, -72.06509150000001, 44.15034129999998], "geometry": {"coordinates": [-72.06509150000001, 44.15034129999998], "type": "Point"}, "id": "6", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 97.8, "Estimated Percentile": 41.41, "Streamflow Category": "Normal", "Streamgage Name": "WELLS RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01139000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 505.2, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.1503413, "dec_long_va": -72.0650915, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.33565327, 44.0928419, -72.33565327, 44.0928419], "geometry": {"coordinates": [-72.33565327, 44.0928419], "type": "Point"}, "id": "7", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 10.0, "Estimated Percentile": 33.15, "Streamflow Category": "Normal", "Streamgage Name": "EAST ORANGE BRANCH AT EAST ORANGE, VT", "USGS Gage ID": "01139800", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 1177.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0928419, "dec_long_va": -72.33565327, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6578821, 43.93450969, -72.6578821, 43.93450969], "geometry": {"coordinates": [-72.6578821, 43.93450969], "type": "Point"}, "id": "8", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 21.8, "Estimated Percentile": 24.34, "Streamflow Category": "Below normal", "Streamgage Name": "AYERS BROOK AT RANDOLPH, VT", "USGS Gage ID": "01142500", "__folium_color": "#ebd6ab", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 630.13, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.93450969, "dec_long_va": -72.6578821, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7589899, 43.62229069000004, -72.7589899, 43.62229069000004], "geometry": {"coordinates": [-72.7589899, 43.62229069000004], "type": "Point"}, "id": "9", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 42.9, "Estimated Percentile": 75.72, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER NEAR WEST BRIDGEWATER, VT", "USGS Gage ID": "01150900", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 1148.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.62229069, "dec_long_va": -72.7589899, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.35425819, 43.60257076999994, -72.35425819, 43.60257076999994], "geometry": {"coordinates": [-72.35425819, 43.60257076999994], "type": "Point"}, "id": "10", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 254.0, "Estimated Percentile": 53.48, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER AT NORTH HARTLAND, VT", "USGS Gage ID": "01151500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 350.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.60257077, "dec_long_va": -72.35425819, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.51481258, 43.33340715999998, -72.51481258, 43.33340715999998], "geometry": {"coordinates": [-72.51481258, 43.33340715999998], "type": "Point"}, "id": "11", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 155.0, "Estimated Percentile": 50.66, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT NORTH SPRINGFIELD, VT", "USGS Gage ID": "01153000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 445.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.33340716, "dec_long_va": -72.51481258, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.48508889, 43.19174330000003, -72.48508889, 43.19174330000003], "geometry": {"coordinates": [-72.48508889, 43.19174330000003], "type": "Point"}, "id": "12", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 107.0, "Estimated Percentile": 44.82, "Streamflow Category": "Normal", "Streamgage Name": "WILLIAMS RIVER NEAR ROCKINGHAM VT", "USGS Gage ID": "01153550", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 303.26, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1917433, "dec_long_va": -72.48508889, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.775374, 43.108966500000015, -72.775374, 43.108966500000015], "geometry": {"coordinates": [-72.775374, 43.108966500000015], "type": "Point"}, "id": "13", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 145.0, "Estimated Percentile": 45.08, "Streamflow Category": "Normal", "Streamgage Name": "WEST RIVER AT JAMAICA, VT", "USGS Gage ID": "01155500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 660.63, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1089665, "dec_long_va": -72.775374, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.2564981, 42.912856039999994, -73.2564981, 42.912856039999994], "geometry": {"coordinates": [-73.2564981, 42.912856039999994], "type": "Point"}, "id": "14", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 221.0, "Estimated Percentile": 77.71, "Streamflow Category": "Above normal", "Streamgage Name": "WALLOOMSAC RIVER NEAR NORTH BENNINGTON, VT", "USGS Gage ID": "01334000", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 525.44, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 42.91285604, "dec_long_va": -73.2564981, "huc_cd": 2020003, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3115011, 43.62423239999999, -73.3115011, 43.62423239999999], "geometry": {"coordinates": [-73.3115011, 43.62423239999999], "type": "Point"}, "id": "15", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 112.0, "Estimated Percentile": 46.87, "Streamflow Category": "Normal", "Streamgage Name": "POULTNEY RIVER BELOW FAIR HAVEN, VT", "USGS Gage ID": "04280000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 102.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6242324, "dec_long_va": -73.3115011, "huc_cd": 4150401, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.0131628, 43.60367919999998, -73.0131628, 43.60367919999998], "geometry": {"coordinates": [-73.0131628, 43.60367919999998], "type": "Point"}, "id": "16", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 509.0, "Estimated Percentile": 68.48, "Streamflow Category": "Normal", "Streamgage Name": "OTTER CREEK AT CENTER RUTLAND, VT", "USGS Gage ID": "04282000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 474.35, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6036792, "dec_long_va": -73.0131628, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1678954, 44.013114879999996, -73.1678954, 44.013114879999996], "geometry": {"coordinates": [-73.1678954, 44.013114879999996], "type": "Point"}, "id": "17", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 676.0, "Estimated Percentile": 47.64, "Streamflow Category": "Normal", "Streamgage Name": "OTTER CREEK AT MIDDLEBURY, VT", "USGS Gage ID": "04282500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 335.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.01311488, "dec_long_va": -73.1678954, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.17067429, 44.061724900000016, -73.17067429, 44.061724900000016], "geometry": {"coordinates": [-73.17067429, 44.061724900000016], "type": "Point"}, "id": "18", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 223.0, "Estimated Percentile": 81.13, "Streamflow Category": "Above normal", "Streamgage Name": "NEW HAVEN RIVER @ BROOKSVILLE, NR MIDDLEBURY, VT", "USGS Gage ID": "04282525", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 239.29, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0617249, "dec_long_va": -73.17067429, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.32063889, 44.02861110000002, -73.32063889, 44.02861110000002], "geometry": {"coordinates": [-73.32063889, 44.02861110000002], "type": "Point"}, "id": "19", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 2.2, "Estimated Percentile": 100.0, "Streamflow Category": "All-time high for this day", "Streamgage Name": "EAST BR DEAD CREEK NEAR BRIDPORT, VT", "USGS Gage ID": "04282581", "__folium_color": "#292f6b", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 99.48, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0286111, "dec_long_va": -73.32063889, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3541667, 44.04916667000003, -73.3541667, 44.04916667000003], "geometry": {"coordinates": [-73.3541667, 44.04916667000003], "type": "Point"}, "id": "20", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 1.55, "Estimated Percentile": 100.0, "Streamflow Category": "All-time high for this day", "Streamgage Name": "WEST BR DEAD CREEK NEAR ADDISON, VT", "USGS Gage ID": "04282586", "__folium_color": "#292f6b", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 100.56, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.04916667, "dec_long_va": -73.3541667, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.18486940000001, 44.18572500000001, -73.18486940000001, 44.18572500000001], "geometry": {"coordinates": [-73.18486940000001, 44.18572500000001], "type": "Point"}, "id": "21", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 24.6, "Estimated Percentile": 100.0, "Streamflow Category": "All-time high for this day", "Streamgage Name": "LITTLE OTTER CK AT MONKTON RD, NR FERRISBURGH, VT", "USGS Gage ID": "04282629", "__folium_color": "#292f6b", "agency_cd": "USGS", "alt_acy_va": 0.06, "alt_datum_cd": "NAVD88", "alt_va": 236.62, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.185725, "dec_long_va": -73.1848694, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.2490117, 44.198109869999996, -73.2490117, 44.198109869999996], "geometry": {"coordinates": [-73.2490117, 44.198109869999996], "type": "Point"}, "id": "22", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 39.0, "Estimated Percentile": 73.36, "Streamflow Category": "Normal", "Streamgage Name": "LITTLE OTTER CREEK AT FERRISBURG, VT", "USGS Gage ID": "04282650", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 146.81, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.19810987, "dec_long_va": -73.2490117, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.22845688, 44.249220150000006, -73.22845688, 44.249220150000006], "geometry": {"coordinates": [-73.22845688, 44.249220150000006], "type": "Point"}, "id": "23", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 85.9, "Estimated Percentile": 77.0, "Streamflow Category": "Above normal", "Streamgage Name": "LEWIS CREEK AT NORTH FERRISBURG, VT", "USGS Gage ID": "04282780", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 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"__folium_color": "#ebd6ab", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 543.67, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.2772802, "dec_long_va": -72.7426163, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.77178850000001, 44.52338556, -72.77178850000001, 44.52338556], "geometry": {"coordinates": [-72.77178850000001, 44.52338556], "type": "Point"}, "id": "30", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 18.6, "Estimated Percentile": 81.28, "Streamflow Category": "Above normal", "Streamgage Name": "W BRANCH LITTLE R ABV BINGHAM FALLS NEAR STOWE, VT", "USGS Gage ID": "04288225", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 1357.94, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.52338556, "dec_long_va": -72.7717885, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7817883, 44.50394130000005, -72.7817883, 44.50394130000005], "geometry": {"coordinates": [-72.7817883, 44.50394130000005], "type": "Point"}, "id": "31", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 15.0, "Estimated Percentile": 83.23, "Streamflow Category": "Above normal", "Streamgage Name": "RANCH BROOK AT RANCH CAMP, NEAR STOWE, VT", "USGS Gage ID": "04288230", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1296.26, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5039413, "dec_long_va": -72.7817883, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.72444440000001, 44.44249999999993, -72.72444440000001, 44.44249999999993], "geometry": {"coordinates": [-72.72444440000001, 44.44249999999993], "type": "Point"}, "id": "32", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 115.0, "Estimated Percentile": 59.91, "Streamflow Category": "Normal", "Streamgage Name": "LITTLE RIVER NEAR STOWE, VT", "USGS Gage ID": "04288295", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 608.06, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.4425, "dec_long_va": -72.7244444, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7687298, 44.370333389999956, -72.7687298, 44.370333389999956], "geometry": {"coordinates": [-72.7687298, 44.370333389999956], "type": "Point"}, "id": "33", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 103.0, "Estimated Percentile": 37.35, "Streamflow Category": "Normal", "Streamgage Name": "LITTLE RIVER NEAR WATERBURY, VT", "USGS Gage ID": "04289000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 427.62, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.37033339, "dec_long_va": -72.7687298, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1387381, 44.47893866999997, -73.1387381, 44.47893866999997], "geometry": {"coordinates": [-73.1387381, 44.47893866999997], "type": "Point"}, "id": "34", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 549.0, "Estimated Percentile": 24.64, "Streamflow Category": "Below normal", "Streamgage Name": "WINOOSKI RIVER NEAR ESSEX JUNCTION, VT", "USGS Gage ID": "04290500", "__folium_color": "#ebd6ab", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 191.17, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47893867, "dec_long_va": -73.1387381, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6762308, 44.622828700000014, -72.6762308, 44.622828700000014], "geometry": {"coordinates": [-72.6762308, 44.622828700000014], "type": "Point"}, "id": "35", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 327.0, "Estimated Percentile": 60.38, "Streamflow Category": "Normal", "Streamgage Name": "LAMOILLE RIVER AT JOHNSON, VT", "USGS Gage ID": "04292000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 506.1, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.6228287, "dec_long_va": -72.6762308, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.0726365, 44.679214769999994, -73.0726365, 44.679214769999994], "geometry": {"coordinates": [-73.0726365, 44.679214769999994], "type": "Point"}, "id": "36", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 660.0, "Estimated Percentile": 53.18, "Streamflow Category": "Normal", "Streamgage Name": "LAMOILLE RIVER AT EAST GEORGIA, VT", "USGS Gage ID": "04292500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 288.9, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.67921477, "dec_long_va": -73.0726365, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1437467, 44.77976739999997, -73.1437467, 44.77976739999997], "geometry": {"coordinates": [-73.1437467, 44.77976739999997], "type": "Point"}, "id": "37", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 1.59, "Estimated Percentile": 30.33, "Streamflow Category": "Normal", "Streamgage Name": "MILL RIVER AT GEORGIA SHORE RD, NR ST ALBANS, VT", "USGS Gage ID": "04292750", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 117.95, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.7797674, "dec_long_va": -73.1437467, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.15083330000002, 44.85611110000002, -73.15083330000002, 44.85611110000002], "geometry": {"coordinates": [-73.15083330000002, 44.85611110000002], "type": "Point"}, "id": "38", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 1.18, "Estimated Percentile": 52.53, "Streamflow Category": "Normal", "Streamgage Name": "JEWETT BROOK AT VT 38, NEAR ST. ALBANS, VT", "USGS Gage ID": "04292810", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 111.53, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8561111, "dec_long_va": -73.1508333, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.38538628, 44.97282336999996, -72.38538628, 44.97282336999996], "geometry": {"coordinates": [-72.38538628, 44.97282336999996], "type": "Point"}, "id": "39", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 209.0, "Estimated Percentile": 76.74, "Streamflow Category": "Above normal", "Streamgage Name": "MISSISQUOI RIVER NEAR NORTH TROY, VT", "USGS Gage ID": "04293000", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 581.38, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.97282337, "dec_long_va": -72.38538628, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.696521, 44.960045989999976, -72.696521, 44.960045989999976], "geometry": {"coordinates": [-72.696521, 44.960045989999976], "type": "Point"}, "id": "40", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 642.0, "Estimated Percentile": 69.26, "Streamflow Category": "Normal", "Streamgage Name": "MISSISQUOI RIVER NEAR EAST BERKSHIRE, VT", "USGS Gage ID": "04293500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 402.51, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.96004599, "dec_long_va": -72.696521, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1284645, 44.91670937000002, -73.1284645, 44.91670937000002], "geometry": {"coordinates": [-73.1284645, 44.91670937000002], "type": "Point"}, "id": "41", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 531.0, "Estimated Percentile": 36.21, "Streamflow Category": "Normal", "Streamgage Name": "MISSISQUOI RIVER AT SWANTON, VT", "USGS Gage ID": "04294000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.05, "alt_datum_cd": "NAVD88", "alt_va": 106.9, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.91670937, "dec_long_va": -73.1284645, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.9919444, 44.96305556, -72.9919444, 44.96305556], "geometry": {"coordinates": [-72.9919444, 44.96305556], "type": "Point"}, "id": "42", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 3.64, "Estimated Percentile": 47.62, "Streamflow Category": "Normal", "Streamgage Name": "ROCK RIVER NEAR HIGHGATE CENTER, VT", "USGS Gage ID": "04294140", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 229.47, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.96305556, "dec_long_va": -72.9919444, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.83346858, 45.00282216999997, -72.83346858, 45.00282216999997], "geometry": {"coordinates": [-72.83346858, 45.00282216999997], "type": "Point"}, "id": "43", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 78.7, "Estimated Percentile": 87.16, "Streamflow Category": "Above normal", "Streamgage Name": "PIKE RIVER AT EAST FRANKLIN, NR ENOSBURG FALLS, VT", "USGS Gage ID": "04294300", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 397.54, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 45.00282217, "dec_long_va": -72.83346858, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2701041, 44.8689363, -72.2701041, 44.8689363], "geometry": {"coordinates": [-72.2701041, 44.8689363], "type": "Point"}, "id": "44", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 138.0, "Estimated Percentile": 71.59, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT COVENTRY, VT", "USGS Gage ID": "04296000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 709.74, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8689363, "dec_long_va": -72.2701041, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2005556, 44.87138888999997, -72.2005556, 44.87138888999997], "geometry": {"coordinates": [-72.2005556, 44.87138888999997], "type": "Point"}, "id": "45", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 142.0, "Estimated Percentile": 52.31, "Streamflow Category": "Normal", "Streamgage Name": "BARTON RIVER NEAR COVENTRY, VT", "USGS Gage ID": "04296280", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 679.69, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.87138889, "dec_long_va": -72.2005556, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.18926840000002, 44.94032449, -72.18926840000002, 44.94032449], "geometry": {"coordinates": [-72.18926840000002, 44.94032449], "type": "Point"}, "id": "46", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 180.0, "Estimated Percentile": 43.88, "Streamflow Category": "Normal", "Streamgage Name": "CLYDE RIVER AT NEWPORT, VT", "USGS Gage ID": "04296500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 681.82, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.94032449, "dec_long_va": -72.1892684, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}], "type": "FeatureCollection"}); - geo_json_c9f70a9f076d2b1a64756d780aad87ce.bindTooltip( + geo_json_3466f708fbba75110f08d82974c1e0e9.bindTooltip( function(layer){ let div = L.DomUtil.create('div'); @@ -1934,7 +1930,7 @@

    Create Map of Streamflow Conditions using Alternative Categorization Schema< ,{"className": "foliumtooltip", "sticky": true}); - geo_json_c9f70a9f076d2b1a64756d780aad87ce.addTo(map_14cf4d819fe2058f8118f34f81006d0a); + geo_json_3466f708fbba75110f08d82974c1e0e9.addTo(map_05b14ee4bf44a1624d7e72411d1a6a02); </script> </html>" style="position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;" allowfullscreen webkitallowfullscreen mozallowfullscreen> @@ -2017,7 +2013,7 @@

    Create Map of Real-Time Streamflow Conditions @@ -2399,7 +2395,7 @@

    Create Map of 7-Day Average Streamflow ConditionsCreate Map of 7-Day Average Streamflow ConditionsCreate Map of 7-Day Average Streamflow ConditionsCreate Map of 7-Day Average Streamflow ConditionsCreate Map of 7-Day Average Streamflow Conditions @@ -2721,7 +2715,7 @@

    Create Map of Streamflow Drought Conditions @@ -3069,7 +3063,7 @@

    Create Map of Streamflow High-Flow Conditions diff --git a/examples/site_conditions_examples.ipynb b/examples/site_conditions_examples.ipynb index f7e84c5..794fb97 100644 --- a/examples/site_conditions_examples.ipynb +++ b/examples/site_conditions_examples.ipynb @@ -25,10 +25,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:32.389249Z", - "iopub.status.busy": "2024-06-10T22:28:32.389074Z", - "iopub.status.idle": "2024-06-10T22:28:32.392124Z", - "shell.execute_reply": "2024-06-10T22:28:32.391584Z" + "iopub.execute_input": "2024-06-21T19:03:45.892855Z", + "iopub.status.busy": "2024-06-21T19:03:45.892357Z", + "iopub.status.idle": "2024-06-21T19:03:45.895652Z", + "shell.execute_reply": "2024-06-21T19:03:45.895193Z" } }, "outputs": [], @@ -43,10 +43,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:32.394461Z", - "iopub.status.busy": "2024-06-10T22:28:32.394061Z", - "iopub.status.idle": "2024-06-10T22:28:33.261575Z", - "shell.execute_reply": "2024-06-10T22:28:33.261004Z" + "iopub.execute_input": "2024-06-21T19:03:45.897678Z", + "iopub.status.busy": "2024-06-21T19:03:45.897343Z", + "iopub.status.idle": "2024-06-21T19:03:46.811340Z", + "shell.execute_reply": "2024-06-21T19:03:46.810773Z" } }, "outputs": [], @@ -76,10 +76,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:33.264086Z", - "iopub.status.busy": "2024-06-10T22:28:33.263826Z", - "iopub.status.idle": "2024-06-10T22:28:33.266641Z", - "shell.execute_reply": "2024-06-10T22:28:33.266185Z" + "iopub.execute_input": "2024-06-21T19:03:46.814148Z", + "iopub.status.busy": "2024-06-21T19:03:46.813666Z", + "iopub.status.idle": "2024-06-21T19:03:46.816594Z", + "shell.execute_reply": "2024-06-21T19:03:46.816098Z" } }, "outputs": [], @@ -100,10 +100,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:33.268728Z", - "iopub.status.busy": "2024-06-10T22:28:33.268389Z", - "iopub.status.idle": "2024-06-10T22:28:33.271227Z", - "shell.execute_reply": "2024-06-10T22:28:33.270724Z" + "iopub.execute_input": "2024-06-21T19:03:46.818878Z", + "iopub.status.busy": "2024-06-21T19:03:46.818531Z", + "iopub.status.idle": "2024-06-21T19:03:46.821824Z", + "shell.execute_reply": "2024-06-21T19:03:46.821344Z" } }, "outputs": [], @@ -121,10 +121,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:33.273301Z", - "iopub.status.busy": "2024-06-10T22:28:33.272964Z", - "iopub.status.idle": "2024-06-10T22:28:33.279067Z", - "shell.execute_reply": "2024-06-10T22:28:33.278616Z" + "iopub.execute_input": "2024-06-21T19:03:46.823977Z", + "iopub.status.busy": "2024-06-21T19:03:46.823642Z", + "iopub.status.idle": "2024-06-21T19:03:46.829887Z", + "shell.execute_reply": "2024-06-21T19:03:46.829424Z" } }, "outputs": [], @@ -189,10 +189,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:33.280970Z", - "iopub.status.busy": "2024-06-10T22:28:33.280794Z", - "iopub.status.idle": "2024-06-10T22:28:33.637075Z", - "shell.execute_reply": "2024-06-10T22:28:33.636495Z" + "iopub.execute_input": "2024-06-21T19:03:46.831867Z", + "iopub.status.busy": "2024-06-21T19:03:46.831695Z", + "iopub.status.idle": "2024-06-21T19:03:47.128008Z", + "shell.execute_reply": "2024-06-21T19:03:47.127413Z" } }, "outputs": [ @@ -1243,10 +1243,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:28:33.639488Z", - "iopub.status.busy": "2024-06-10T22:28:33.639062Z", - "iopub.status.idle": "2024-06-10T22:29:08.184905Z", - "shell.execute_reply": "2024-06-10T22:29:08.184268Z" + "iopub.execute_input": "2024-06-21T19:03:47.130406Z", + "iopub.status.busy": "2024-06-21T19:03:47.130017Z", + "iopub.status.idle": "2024-06-21T19:04:26.718621Z", + "shell.execute_reply": "2024-06-21T19:04:26.717933Z" } }, "outputs": [], @@ -1271,10 +1271,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:29:08.187532Z", - "iopub.status.busy": "2024-06-10T22:29:08.187325Z", - "iopub.status.idle": "2024-06-10T22:29:08.191294Z", - "shell.execute_reply": "2024-06-10T22:29:08.190716Z" + "iopub.execute_input": "2024-06-21T19:04:26.721386Z", + "iopub.status.busy": "2024-06-21T19:04:26.721035Z", + "iopub.status.idle": "2024-06-21T19:04:26.724892Z", + "shell.execute_reply": "2024-06-21T19:04:26.724318Z" } }, "outputs": [ @@ -1299,10 +1299,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:29:08.193163Z", - "iopub.status.busy": "2024-06-10T22:29:08.192986Z", - "iopub.status.idle": "2024-06-10T22:30:10.114336Z", - "shell.execute_reply": "2024-06-10T22:30:10.113770Z" + "iopub.execute_input": "2024-06-21T19:04:26.727076Z", + "iopub.status.busy": "2024-06-21T19:04:26.726688Z", + "iopub.status.idle": "2024-06-21T19:05:28.897539Z", + "shell.execute_reply": "2024-06-21T19:05:28.896926Z" } }, "outputs": [ @@ -1331,10 +1331,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:10.116561Z", - "iopub.status.busy": "2024-06-10T22:30:10.116359Z", - "iopub.status.idle": "2024-06-10T22:30:10.128644Z", - "shell.execute_reply": "2024-06-10T22:30:10.128165Z" + "iopub.execute_input": "2024-06-21T19:05:28.906014Z", + "iopub.status.busy": "2024-06-21T19:05:28.905379Z", + "iopub.status.idle": "2024-06-21T19:05:28.921027Z", + "shell.execute_reply": "2024-06-21T19:05:28.920336Z" } }, "outputs": [ @@ -1577,10 +1577,10 @@ "execution_count": 11, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:10.130728Z", - "iopub.status.busy": "2024-06-10T22:30:10.130540Z", - "iopub.status.idle": "2024-06-10T22:30:10.541667Z", - "shell.execute_reply": "2024-06-10T22:30:10.541028Z" + "iopub.execute_input": "2024-06-21T19:05:28.923849Z", + "iopub.status.busy": "2024-06-21T19:05:28.923348Z", + "iopub.status.idle": "2024-06-21T19:05:29.603168Z", + "shell.execute_reply": "2024-06-21T19:05:29.602455Z" } }, "outputs": [], @@ -1603,10 +1603,10 @@ "execution_count": 12, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:10.544168Z", - "iopub.status.busy": "2024-06-10T22:30:10.543965Z", - "iopub.status.idle": "2024-06-10T22:30:10.701497Z", - "shell.execute_reply": "2024-06-10T22:30:10.700867Z" + "iopub.execute_input": "2024-06-21T19:05:29.606575Z", + "iopub.status.busy": "2024-06-21T19:05:29.606307Z", + "iopub.status.idle": "2024-06-21T19:05:29.793795Z", + "shell.execute_reply": "2024-06-21T19:05:29.793230Z" } }, "outputs": [], @@ -1638,10 +1638,10 @@ "execution_count": 13, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:10.703968Z", - "iopub.status.busy": "2024-06-10T22:30:10.703794Z", - "iopub.status.idle": "2024-06-10T22:30:11.066269Z", - "shell.execute_reply": "2024-06-10T22:30:11.065613Z" + "iopub.execute_input": "2024-06-21T19:05:29.796676Z", + "iopub.status.busy": "2024-06-21T19:05:29.796288Z", + "iopub.status.idle": "2024-06-21T19:05:30.200616Z", + "shell.execute_reply": "2024-06-21T19:05:30.199965Z" } }, "outputs": [ @@ -1667,7 +1667,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -1675,7 +1675,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_c1429302cf6a9900fc5065de51b027f3 {\n", + " #map_4bdcc5ee53b1bcab02fc16a9f527a2cf {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -1784,14 +1784,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_c1429302cf6a9900fc5065de51b027f3" ></div>\n", + " <div class="folium-map" id="map_4bdcc5ee53b1bcab02fc16a9f527a2cf" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_c1429302cf6a9900fc5065de51b027f3 = L.map(\n", - " "map_c1429302cf6a9900fc5065de51b027f3",\n", + " var map_4bdcc5ee53b1bcab02fc16a9f527a2cf = L.map(\n", + " "map_4bdcc5ee53b1bcab02fc16a9f527a2cf",\n", " {\n", " center: [43.957839104999984, -72.5957405],\n", " crs: L.CRS.EPSG3857,\n", @@ -1800,87 +1800,85 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_c1429302cf6a9900fc5065de51b027f3);\n", + " L.control.scale().addTo(map_4bdcc5ee53b1bcab02fc16a9f527a2cf);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_e57705c46f7c91b9f6c91504ec6ed0b3 = L.tileLayer(\n", + " var tile_layer_e642f4ef3cffea09e5b8e6978d6e9fed = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_e57705c46f7c91b9f6c91504ec6ed0b3.addTo(map_c1429302cf6a9900fc5065de51b027f3);\n", + " tile_layer_e642f4ef3cffea09e5b8e6978d6e9fed.addTo(map_4bdcc5ee53b1bcab02fc16a9f527a2cf);\n", " \n", " \n", - " map_c1429302cf6a9900fc5065de51b027f3.fitBounds(\n", + " map_4bdcc5ee53b1bcab02fc16a9f527a2cf.fitBounds(\n", " [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_9d4b84b06554893f55ec694d5142cc6c_styler(feature) {\n", + " function geo_json_7ca67cd9077f75ac60937fc42c19583d_styler(feature) {\n", " switch(feature.id) {\n", - " case "0": case "1": case "4": case "14": case "18": case "23": case "25": case "29": case "30": case "34": case "36": case "38": case "41": case "42": case "44": \n", - " return {"color": "#5fd7d9", "fillColor": "#5fd7d9", "fillOpacity": 0.5, "weight": 2};\n", - " case "2": case "3": case "5": case "6": case "7": case "9": case "10": case "11": case "12": case "13": case "15": case "16": case "17": case "22": case "24": case "26": case "27": case "28": case "31": case "32": case "33": case "45": \n", + " case "0": case "2": case "3": case "4": case "7": case "15": case "17": case "18": case "19": case "22": case "23": case "24": case "25": case "32": case "33": case "35": case "36": case "37": case "38": case "40": case "41": case "42": case "44": case "45": case "46": \n", " return {"color": "#44f24e", "fillColor": "#44f24e", "fillOpacity": 0.5, "weight": 2};\n", - " case "19": case "20": case "21": case "40": \n", + " case "1": case "30": case "31": case "39": case "43": \n", + " return {"color": "#5fd7d9", "fillColor": "#5fd7d9", "fillOpacity": 0.5, "weight": 2};\n", + " case "20": case "21": \n", " return {"color": "#1f296b", "fillColor": "#1f296b", "fillOpacity": 0.5, "weight": 2};\n", - " case "35": case "37": case "39": case "43": \n", - " return {"color": "#2641f1", "fillColor": "#2641f1", "fillOpacity": 0.5, "weight": 2};\n", " default:\n", " return {"color": "#e8ac49", "fillColor": "#e8ac49", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_9d4b84b06554893f55ec694d5142cc6c_highlighter(feature) {\n", + " function geo_json_7ca67cd9077f75ac60937fc42c19583d_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_9d4b84b06554893f55ec694d5142cc6c_pointToLayer(feature, latlng) {\n", + " function geo_json_7ca67cd9077f75ac60937fc42c19583d_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_9d4b84b06554893f55ec694d5142cc6c_styler(feature)\n", + " let style = geo_json_7ca67cd9077f75ac60937fc42c19583d_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_9d4b84b06554893f55ec694d5142cc6c_onEachFeature(feature, layer) {\n", + " function geo_json_7ca67cd9077f75ac60937fc42c19583d_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_9d4b84b06554893f55ec694d5142cc6c.resetStyle(e.target);\n", + " geo_json_7ca67cd9077f75ac60937fc42c19583d.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_9d4b84b06554893f55ec694d5142cc6c_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_7ca67cd9077f75ac60937fc42c19583d_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_9d4b84b06554893f55ec694d5142cc6c = L.geoJson(null, {\n", - " onEachFeature: geo_json_9d4b84b06554893f55ec694d5142cc6c_onEachFeature,\n", + " var geo_json_7ca67cd9077f75ac60937fc42c19583d = L.geoJson(null, {\n", + " onEachFeature: geo_json_7ca67cd9077f75ac60937fc42c19583d_onEachFeature,\n", " \n", - " style: geo_json_9d4b84b06554893f55ec694d5142cc6c_styler,\n", - " pointToLayer: geo_json_9d4b84b06554893f55ec694d5142cc6c_pointToLayer,\n", + " style: geo_json_7ca67cd9077f75ac60937fc42c19583d_styler,\n", + " pointToLayer: geo_json_7ca67cd9077f75ac60937fc42c19583d_pointToLayer,\n", " });\n", "\n", - " function geo_json_9d4b84b06554893f55ec694d5142cc6c_add (data) {\n", - " geo_json_9d4b84b06554893f55ec694d5142cc6c\n", + " function geo_json_7ca67cd9077f75ac60937fc42c19583d_add (data) {\n", + " geo_json_7ca67cd9077f75ac60937fc42c19583d\n", " .addData(data);\n", " }\n", - " geo_json_9d4b84b06554893f55ec694d5142cc6c_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 143.0, "Estimated Percentile": 81.74, "Streamflow Category": "Above normal", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 157.0, "Estimated Percentile": 77.67, "Streamflow Category": "Above normal", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "2", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 3.71, "Estimated Percentile": 35.96, "Streamflow Category": "Normal", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "3", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 51.8, "Estimated Percentile": 65.78, "Streamflow Category": "Normal", "Streamgage Name": "SLEEPERS RIVER (SITE W-5) NEAR ST. JOHNSBURY, VT", "USGS Gage ID": "01135300", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 641.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.4353353, "dec_long_va": -72.03842899, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03926130000002, 44.36561470000003, -72.03926130000002, 44.36561470000003], "geometry": {"coordinates": [-72.03926130000002, 44.36561470000003], "type": "Point"}, "id": "4", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 1050.0, "Estimated Percentile": 85.68, "Streamflow Category": "Above normal", "Streamgage Name": "PASSUMPSIC RIVER AT PASSUMPSIC, VT", "USGS Gage ID": "01135500", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 487.79, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.3656147, "dec_long_va": -72.0392613, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.0417577, 44.15339689, -72.0417577, 44.15339689], "geometry": {"coordinates": [-72.0417577, 44.15339689], "type": "Point"}, "id": "5", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 4300.0, "Estimated Percentile": 56.8, "Streamflow Category": "Normal", "Streamgage Name": "CONNECTICUT RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01138500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 399.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.15339689, "dec_long_va": -72.0417577, "huc_cd": 1080101, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.06509150000001, 44.15034129999998, -72.06509150000001, 44.15034129999998], "geometry": {"coordinates": [-72.06509150000001, 44.15034129999998], "type": "Point"}, "id": "6", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 97.8, "Estimated Percentile": 41.41, "Streamflow Category": "Normal", "Streamgage Name": "WELLS RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01139000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 505.2, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.1503413, "dec_long_va": -72.0650915, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.33565327, 44.0928419, -72.33565327, 44.0928419], "geometry": {"coordinates": [-72.33565327, 44.0928419], "type": "Point"}, "id": "7", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 10.0, "Estimated Percentile": 33.15, "Streamflow Category": "Normal", "Streamgage Name": "EAST ORANGE BRANCH AT EAST ORANGE, VT", "USGS Gage ID": "01139800", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 1177.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0928419, "dec_long_va": -72.33565327, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6578821, 43.93450969, -72.6578821, 43.93450969], "geometry": {"coordinates": [-72.6578821, 43.93450969], "type": "Point"}, "id": "8", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 21.8, "Estimated Percentile": 24.34, "Streamflow Category": "Below normal", "Streamgage Name": "AYERS BROOK AT RANDOLPH, VT", "USGS Gage ID": "01142500", "__folium_color": "#e8ac49", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 630.13, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.93450969, "dec_long_va": -72.6578821, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7589899, 43.62229069000004, -72.7589899, 43.62229069000004], "geometry": {"coordinates": [-72.7589899, 43.62229069000004], "type": "Point"}, "id": "9", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 42.9, "Estimated Percentile": 75.72, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER NEAR WEST BRIDGEWATER, VT", "USGS Gage ID": "01150900", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 1148.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.62229069, "dec_long_va": -72.7589899, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.35425819, 43.60257076999994, -72.35425819, 43.60257076999994], "geometry": {"coordinates": [-72.35425819, 43.60257076999994], "type": "Point"}, "id": "10", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 254.0, "Estimated Percentile": 53.48, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER AT NORTH HARTLAND, VT", "USGS Gage ID": "01151500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 350.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.60257077, "dec_long_va": -72.35425819, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.51481258, 43.33340715999998, -72.51481258, 43.33340715999998], "geometry": {"coordinates": [-72.51481258, 43.33340715999998], "type": "Point"}, "id": "11", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 155.0, "Estimated Percentile": 50.66, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT NORTH SPRINGFIELD, VT", "USGS Gage ID": "01153000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 445.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.33340716, "dec_long_va": -72.51481258, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.48508889, 43.19174330000003, -72.48508889, 43.19174330000003], "geometry": {"coordinates": [-72.48508889, 43.19174330000003], "type": "Point"}, "id": "12", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 107.0, "Estimated Percentile": 44.82, "Streamflow Category": "Normal", "Streamgage Name": "WILLIAMS RIVER NEAR ROCKINGHAM VT", "USGS Gage ID": "01153550", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 303.26, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1917433, "dec_long_va": -72.48508889, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.775374, 43.108966500000015, -72.775374, 43.108966500000015], "geometry": {"coordinates": [-72.775374, 43.108966500000015], "type": "Point"}, "id": "13", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 145.0, "Estimated Percentile": 45.08, "Streamflow Category": "Normal", "Streamgage Name": "WEST RIVER AT JAMAICA, VT", "USGS Gage ID": "01155500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 660.63, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1089665, "dec_long_va": -72.775374, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.2564981, 42.912856039999994, -73.2564981, 42.912856039999994], "geometry": {"coordinates": [-73.2564981, 42.912856039999994], "type": "Point"}, "id": "14", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 221.0, "Estimated Percentile": 77.71, "Streamflow Category": "Above normal", "Streamgage Name": "WALLOOMSAC RIVER NEAR NORTH BENNINGTON, VT", "USGS Gage ID": "01334000", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 525.44, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 42.91285604, "dec_long_va": -73.2564981, "huc_cd": 2020003, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3115011, 43.62423239999999, -73.3115011, 43.62423239999999], "geometry": {"coordinates": [-73.3115011, 43.62423239999999], "type": "Point"}, "id": "15", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 112.0, "Estimated Percentile": 46.87, "Streamflow Category": "Normal", "Streamgage Name": "POULTNEY RIVER BELOW FAIR HAVEN, VT", "USGS Gage ID": "04280000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 102.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6242324, "dec_long_va": -73.3115011, "huc_cd": 4150401, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.0131628, 43.60367919999998, -73.0131628, 43.60367919999998], "geometry": {"coordinates": [-73.0131628, 43.60367919999998], "type": "Point"}, "id": "16", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 509.0, "Estimated Percentile": 68.48, "Streamflow Category": "Normal", "Streamgage Name": "OTTER CREEK AT CENTER RUTLAND, VT", "USGS Gage ID": "04282000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 474.35, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6036792, "dec_long_va": -73.0131628, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1678954, 44.013114879999996, -73.1678954, 44.013114879999996], "geometry": {"coordinates": [-73.1678954, 44.013114879999996], "type": "Point"}, "id": "17", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 676.0, "Estimated Percentile": 47.64, "Streamflow Category": "Normal", "Streamgage Name": "OTTER CREEK AT MIDDLEBURY, VT", "USGS Gage ID": "04282500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 335.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.01311488, "dec_long_va": -73.1678954, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.17067429, 44.061724900000016, -73.17067429, 44.061724900000016], "geometry": {"coordinates": [-73.17067429, 44.061724900000016], "type": "Point"}, "id": "18", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 223.0, "Estimated Percentile": 81.13, "Streamflow Category": "Above normal", "Streamgage Name": "NEW HAVEN RIVER @ BROOKSVILLE, NR MIDDLEBURY, VT", "USGS Gage ID": "04282525", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 239.29, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0617249, "dec_long_va": -73.17067429, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.32063889, 44.02861110000002, -73.32063889, 44.02861110000002], "geometry": {"coordinates": [-73.32063889, 44.02861110000002], "type": "Point"}, "id": "19", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 2.2, "Estimated Percentile": 100.0, "Streamflow Category": "All-time high for this day", "Streamgage Name": "EAST BR DEAD CREEK NEAR BRIDPORT, VT", "USGS Gage ID": "04282581", "__folium_color": "#1f296b", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 99.48, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0286111, "dec_long_va": -73.32063889, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3541667, 44.04916667000003, -73.3541667, 44.04916667000003], "geometry": {"coordinates": [-73.3541667, 44.04916667000003], "type": "Point"}, "id": "20", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 1.55, "Estimated Percentile": 100.0, "Streamflow Category": "All-time high for this day", "Streamgage Name": "WEST BR DEAD CREEK NEAR ADDISON, VT", "USGS Gage ID": "04282586", "__folium_color": "#1f296b", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 100.56, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.04916667, "dec_long_va": -73.3541667, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.18486940000001, 44.18572500000001, -73.18486940000001, 44.18572500000001], "geometry": {"coordinates": [-73.18486940000001, 44.18572500000001], "type": "Point"}, "id": "21", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 24.6, "Estimated Percentile": 100.0, "Streamflow Category": "All-time high for this day", "Streamgage Name": "LITTLE OTTER CK AT MONKTON RD, NR FERRISBURGH, VT", "USGS Gage ID": "04282629", "__folium_color": "#1f296b", "agency_cd": "USGS", "alt_acy_va": 0.06, "alt_datum_cd": "NAVD88", "alt_va": 236.62, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.185725, "dec_long_va": -73.1848694, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.2490117, 44.198109869999996, -73.2490117, 44.198109869999996], "geometry": {"coordinates": [-73.2490117, 44.198109869999996], "type": "Point"}, "id": "22", "properties": {"00060_Mean_cd": 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L.DomUtil.create('div');\n", " \n", @@ -1904,13 +1902,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_9d4b84b06554893f55ec694d5142cc6c.addTo(map_c1429302cf6a9900fc5065de51b027f3);\n", + " geo_json_7ca67cd9077f75ac60937fc42c19583d.addTo(map_4bdcc5ee53b1bcab02fc16a9f527a2cf);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -1935,10 +1933,10 @@ "execution_count": 14, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:11.068821Z", - "iopub.status.busy": "2024-06-10T22:30:11.068405Z", - "iopub.status.idle": "2024-06-10T22:30:11.103563Z", - "shell.execute_reply": "2024-06-10T22:30:11.102955Z" + "iopub.execute_input": "2024-06-21T19:05:30.203663Z", + "iopub.status.busy": "2024-06-21T19:05:30.203084Z", + "iopub.status.idle": "2024-06-21T19:05:30.245863Z", + "shell.execute_reply": "2024-06-21T19:05:30.245194Z" } }, "outputs": [ @@ -1964,7 +1962,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -1972,7 +1970,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_14cf4d819fe2058f8118f34f81006d0a {\n", + " #map_05b14ee4bf44a1624d7e72411d1a6a02 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -2081,14 +2079,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_14cf4d819fe2058f8118f34f81006d0a" ></div>\n", + " <div class="folium-map" id="map_05b14ee4bf44a1624d7e72411d1a6a02" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_14cf4d819fe2058f8118f34f81006d0a = L.map(\n", - " "map_14cf4d819fe2058f8118f34f81006d0a",\n", + " var map_05b14ee4bf44a1624d7e72411d1a6a02 = L.map(\n", + " "map_05b14ee4bf44a1624d7e72411d1a6a02",\n", " {\n", " center: [43.957839104999984, -72.5957405],\n", " crs: L.CRS.EPSG3857,\n", @@ -2097,87 +2095,85 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_14cf4d819fe2058f8118f34f81006d0a);\n", + " L.control.scale().addTo(map_05b14ee4bf44a1624d7e72411d1a6a02);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_ed81732a21a3e43dde2c8b4da6536070 = L.tileLayer(\n", + " var tile_layer_6d614f3e515db06c44fc7217607113f3 = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_ed81732a21a3e43dde2c8b4da6536070.addTo(map_14cf4d819fe2058f8118f34f81006d0a);\n", + " tile_layer_6d614f3e515db06c44fc7217607113f3.addTo(map_05b14ee4bf44a1624d7e72411d1a6a02);\n", " \n", " \n", - " map_14cf4d819fe2058f8118f34f81006d0a.fitBounds(\n", + " map_05b14ee4bf44a1624d7e72411d1a6a02.fitBounds(\n", " [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_c9f70a9f076d2b1a64756d780aad87ce_styler(feature) {\n", + " function geo_json_3466f708fbba75110f08d82974c1e0e9_styler(feature) {\n", " switch(feature.id) {\n", - " case "0": case "1": case "4": case "14": case "18": case "23": case "25": case "29": case "30": case "34": case "36": case "38": case "41": case "42": case "44": \n", - " return {"color": "#aacee0", "fillColor": "#aacee0", "fillOpacity": 0.5, "weight": 2};\n", - " case "2": case "3": case "5": case "6": case "7": case "9": case "10": case "11": case "12": case "13": case "15": case "16": case "17": case "22": case "24": case "26": case "27": case "28": case "31": case "32": case "33": case "45": \n", + " case "0": case "2": case "3": case "4": case "7": case "15": case "17": case "18": case "19": case "22": case "23": case "24": case "25": case "32": case "33": case "35": case "36": case "37": case "38": case "40": case "41": case "42": case "44": case "45": case "46": \n", " return {"color": "#e9e9e9", "fillColor": "#e9e9e9", "fillOpacity": 0.5, "weight": 2};\n", - " case "19": case "20": case "21": case "40": \n", + " case "1": case "30": case "31": case "39": case "43": \n", + " return {"color": "#aacee0", "fillColor": "#aacee0", "fillOpacity": 0.5, "weight": 2};\n", + " case "20": case "21": \n", " return {"color": "#292f6b", "fillColor": "#292f6b", "fillOpacity": 0.5, "weight": 2};\n", - " case "35": case "37": case "39": case "43": \n", - " return {"color": "#5699c0", "fillColor": "#5699c0", "fillOpacity": 0.5, "weight": 2};\n", " default:\n", " return {"color": "#ebd6ab", "fillColor": "#ebd6ab", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_c9f70a9f076d2b1a64756d780aad87ce_highlighter(feature) {\n", + " function geo_json_3466f708fbba75110f08d82974c1e0e9_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_c9f70a9f076d2b1a64756d780aad87ce_pointToLayer(feature, latlng) {\n", + " function geo_json_3466f708fbba75110f08d82974c1e0e9_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_c9f70a9f076d2b1a64756d780aad87ce_styler(feature)\n", + " let style = geo_json_3466f708fbba75110f08d82974c1e0e9_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_c9f70a9f076d2b1a64756d780aad87ce_onEachFeature(feature, layer) {\n", + " function geo_json_3466f708fbba75110f08d82974c1e0e9_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_c9f70a9f076d2b1a64756d780aad87ce.resetStyle(e.target);\n", + " geo_json_3466f708fbba75110f08d82974c1e0e9.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_c9f70a9f076d2b1a64756d780aad87ce_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_3466f708fbba75110f08d82974c1e0e9_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_c9f70a9f076d2b1a64756d780aad87ce = L.geoJson(null, {\n", - " onEachFeature: geo_json_c9f70a9f076d2b1a64756d780aad87ce_onEachFeature,\n", + " var geo_json_3466f708fbba75110f08d82974c1e0e9 = L.geoJson(null, {\n", + " onEachFeature: geo_json_3466f708fbba75110f08d82974c1e0e9_onEachFeature,\n", " \n", - " style: geo_json_c9f70a9f076d2b1a64756d780aad87ce_styler,\n", - " pointToLayer: geo_json_c9f70a9f076d2b1a64756d780aad87ce_pointToLayer,\n", + " style: geo_json_3466f708fbba75110f08d82974c1e0e9_styler,\n", + " pointToLayer: geo_json_3466f708fbba75110f08d82974c1e0e9_pointToLayer,\n", " });\n", "\n", - " function geo_json_c9f70a9f076d2b1a64756d780aad87ce_add (data) {\n", - " geo_json_c9f70a9f076d2b1a64756d780aad87ce\n", + " function geo_json_3466f708fbba75110f08d82974c1e0e9_add (data) {\n", + " geo_json_3466f708fbba75110f08d82974c1e0e9\n", " .addData(data);\n", " }\n", - " geo_json_c9f70a9f076d2b1a64756d780aad87ce_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 143.0, "Estimated Percentile": 81.74, "Streamflow Category": "Above normal", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 157.0, "Estimated Percentile": 77.67, "Streamflow Category": "Above normal", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "2", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 3.71, "Estimated Percentile": 35.96, "Streamflow Category": "Normal", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "3", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 51.8, "Estimated Percentile": 65.78, "Streamflow Category": "Normal", "Streamgage Name": "SLEEPERS RIVER (SITE W-5) NEAR ST. JOHNSBURY, VT", "USGS Gage ID": "01135300", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 641.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.4353353, "dec_long_va": -72.03842899, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03926130000002, 44.36561470000003, -72.03926130000002, 44.36561470000003], "geometry": {"coordinates": [-72.03926130000002, 44.36561470000003], "type": "Point"}, "id": "4", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 1050.0, "Estimated Percentile": 85.68, "Streamflow Category": "Above normal", "Streamgage Name": "PASSUMPSIC RIVER AT PASSUMPSIC, VT", "USGS Gage ID": "01135500", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 487.79, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.3656147, "dec_long_va": -72.0392613, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.0417577, 44.15339689, -72.0417577, 44.15339689], "geometry": {"coordinates": [-72.0417577, 44.15339689], "type": "Point"}, "id": "5", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 4300.0, "Estimated Percentile": 56.8, "Streamflow Category": "Normal", "Streamgage Name": "CONNECTICUT RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01138500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 399.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.15339689, "dec_long_va": -72.0417577, "huc_cd": 1080101, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.06509150000001, 44.15034129999998, -72.06509150000001, 44.15034129999998], "geometry": {"coordinates": [-72.06509150000001, 44.15034129999998], "type": "Point"}, "id": "6", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 97.8, "Estimated Percentile": 41.41, "Streamflow Category": "Normal", "Streamgage Name": "WELLS RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01139000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 505.2, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.1503413, "dec_long_va": -72.0650915, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.33565327, 44.0928419, -72.33565327, 44.0928419], "geometry": {"coordinates": [-72.33565327, 44.0928419], "type": "Point"}, "id": "7", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 10.0, "Estimated Percentile": 33.15, "Streamflow Category": "Normal", "Streamgage Name": "EAST ORANGE BRANCH AT EAST ORANGE, VT", "USGS Gage ID": "01139800", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 1177.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0928419, "dec_long_va": -72.33565327, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6578821, 43.93450969, -72.6578821, 43.93450969], "geometry": {"coordinates": [-72.6578821, 43.93450969], "type": "Point"}, "id": "8", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 21.8, "Estimated Percentile": 24.34, "Streamflow Category": "Below normal", "Streamgage Name": "AYERS BROOK AT RANDOLPH, VT", "USGS Gage ID": "01142500", "__folium_color": "#ebd6ab", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 630.13, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.93450969, "dec_long_va": -72.6578821, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7589899, 43.62229069000004, -72.7589899, 43.62229069000004], "geometry": {"coordinates": [-72.7589899, 43.62229069000004], "type": "Point"}, "id": "9", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 42.9, "Estimated Percentile": 75.72, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER NEAR WEST BRIDGEWATER, VT", "USGS Gage ID": "01150900", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 1148.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.62229069, "dec_long_va": -72.7589899, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.35425819, 43.60257076999994, -72.35425819, 43.60257076999994], "geometry": {"coordinates": [-72.35425819, 43.60257076999994], "type": "Point"}, "id": "10", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 254.0, "Estimated Percentile": 53.48, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER AT NORTH HARTLAND, VT", "USGS Gage ID": "01151500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 350.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.60257077, "dec_long_va": -72.35425819, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.51481258, 43.33340715999998, -72.51481258, 43.33340715999998], "geometry": {"coordinates": [-72.51481258, 43.33340715999998], "type": "Point"}, "id": "11", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 155.0, "Estimated Percentile": 50.66, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT NORTH SPRINGFIELD, VT", "USGS Gage ID": "01153000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 445.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.33340716, "dec_long_va": -72.51481258, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.48508889, 43.19174330000003, -72.48508889, 43.19174330000003], "geometry": {"coordinates": [-72.48508889, 43.19174330000003], "type": "Point"}, "id": "12", "properties": 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Category": "Normal", "Streamgage Name": "MISSISQUOI RIVER AT SWANTON, VT", "USGS Gage ID": "04294000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.05, "alt_datum_cd": "NAVD88", "alt_va": 106.9, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.91670937, "dec_long_va": -73.1284645, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.9919444, 44.96305556, -72.9919444, 44.96305556], "geometry": {"coordinates": [-72.9919444, 44.96305556], "type": "Point"}, "id": "42", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 3.64, "Estimated Percentile": 47.62, "Streamflow Category": "Normal", "Streamgage Name": "ROCK RIVER NEAR HIGHGATE CENTER, VT", "USGS Gage ID": "04294140", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 229.47, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.96305556, "dec_long_va": -72.9919444, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.83346858, 45.00282216999997, -72.83346858, 45.00282216999997], "geometry": {"coordinates": [-72.83346858, 45.00282216999997], "type": "Point"}, "id": "43", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 78.7, "Estimated Percentile": 87.16, "Streamflow Category": "Above normal", "Streamgage Name": "PIKE RIVER AT EAST FRANKLIN, NR ENOSBURG FALLS, VT", "USGS Gage ID": "04294300", "__folium_color": "#aacee0", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 397.54, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 45.00282217, "dec_long_va": -72.83346858, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2701041, 44.8689363, -72.2701041, 44.8689363], "geometry": {"coordinates": [-72.2701041, 44.8689363], "type": "Point"}, "id": "44", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 138.0, "Estimated Percentile": 71.59, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT COVENTRY, VT", "USGS Gage ID": "04296000", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 709.74, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8689363, "dec_long_va": -72.2701041, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2005556, 44.87138888999997, -72.2005556, 44.87138888999997], "geometry": {"coordinates": [-72.2005556, 44.87138888999997], "type": "Point"}, "id": "45", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 142.0, "Estimated Percentile": 52.31, "Streamflow Category": "Normal", "Streamgage Name": "BARTON RIVER NEAR COVENTRY, VT", "USGS Gage ID": "04296280", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 679.69, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.87138889, "dec_long_va": -72.2005556, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.18926840000002, 44.94032449, -72.18926840000002, 44.94032449], "geometry": {"coordinates": [-72.18926840000002, 44.94032449], "type": "Point"}, "id": "46", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 180.0, "Estimated Percentile": 43.88, "Streamflow Category": "Normal", "Streamgage Name": "CLYDE RIVER AT NEWPORT, VT", "USGS Gage ID": "04296500", "__folium_color": "#e9e9e9", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 681.82, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.94032449, "dec_long_va": -72.1892684, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_c9f70a9f076d2b1a64756d780aad87ce.bindTooltip(\n", + " geo_json_3466f708fbba75110f08d82974c1e0e9.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -2201,13 +2197,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_c9f70a9f076d2b1a64756d780aad87ce.addTo(map_14cf4d819fe2058f8118f34f81006d0a);\n", + " geo_json_3466f708fbba75110f08d82974c1e0e9.addTo(map_05b14ee4bf44a1624d7e72411d1a6a02);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -2237,10 +2233,10 @@ "execution_count": 15, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:11.105837Z", - "iopub.status.busy": "2024-06-10T22:30:11.105473Z", - "iopub.status.idle": "2024-06-10T22:30:11.573716Z", - "shell.execute_reply": "2024-06-10T22:30:11.573156Z" + "iopub.execute_input": "2024-06-21T19:05:30.248377Z", + "iopub.status.busy": "2024-06-21T19:05:30.247985Z", + "iopub.status.idle": "2024-06-21T19:05:30.616371Z", + "shell.execute_reply": "2024-06-21T19:05:30.615456Z" } }, "outputs": [], @@ -2262,10 +2258,10 @@ "execution_count": 16, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:11.576304Z", - "iopub.status.busy": "2024-06-10T22:30:11.575927Z", - "iopub.status.idle": "2024-06-10T22:30:11.745819Z", - "shell.execute_reply": "2024-06-10T22:30:11.745260Z" + "iopub.execute_input": "2024-06-21T19:05:30.619500Z", + "iopub.status.busy": "2024-06-21T19:05:30.619073Z", + "iopub.status.idle": "2024-06-21T19:05:30.810601Z", + "shell.execute_reply": "2024-06-21T19:05:30.809929Z" } }, "outputs": [], @@ -2298,10 +2294,10 @@ "execution_count": 17, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:11.748290Z", - "iopub.status.busy": "2024-06-10T22:30:11.747925Z", - "iopub.status.idle": "2024-06-10T22:30:11.785592Z", - "shell.execute_reply": "2024-06-10T22:30:11.785002Z" + "iopub.execute_input": "2024-06-21T19:05:30.813478Z", + "iopub.status.busy": "2024-06-21T19:05:30.813269Z", + "iopub.status.idle": "2024-06-21T19:05:30.861777Z", + "shell.execute_reply": "2024-06-21T19:05:30.858885Z" } }, "outputs": [ @@ -2327,7 +2323,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -2335,7 +2331,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_da664476319aece8a56888026758c551 {\n", + " #map_98eb13afecc6f9ed726a96fbe29af16b {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -2444,14 +2440,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_da664476319aece8a56888026758c551" ></div>\n", + " <div class="folium-map" id="map_98eb13afecc6f9ed726a96fbe29af16b" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_da664476319aece8a56888026758c551 = L.map(\n", - " "map_da664476319aece8a56888026758c551",\n", + " var map_98eb13afecc6f9ed726a96fbe29af16b = L.map(\n", + " "map_98eb13afecc6f9ed726a96fbe29af16b",\n", " {\n", " center: [43.957839104999984, -72.5957405],\n", " crs: L.CRS.EPSG3857,\n", @@ -2460,89 +2456,89 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_da664476319aece8a56888026758c551);\n", + " L.control.scale().addTo(map_98eb13afecc6f9ed726a96fbe29af16b);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_4e37781f848d80a21cab055f5bda43d1 = L.tileLayer(\n", + " var tile_layer_e6a9b6c6bfcb27196939f6e63f6296bf = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_4e37781f848d80a21cab055f5bda43d1.addTo(map_da664476319aece8a56888026758c551);\n", + " tile_layer_e6a9b6c6bfcb27196939f6e63f6296bf.addTo(map_98eb13afecc6f9ed726a96fbe29af16b);\n", " \n", " \n", - " map_da664476319aece8a56888026758c551.fitBounds(\n", + " map_98eb13afecc6f9ed726a96fbe29af16b.fitBounds(\n", " [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_6881ad58ed6eddb0bebbed4034e39d89_styler(feature) {\n", + " function geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_styler(feature) {\n", " switch(feature.id) {\n", - " case "0": case "36": case "39": case "40": case "41": case "44": \n", - " return {"color": "#2641f1", "fillColor": "#2641f1", "fillOpacity": 0.5, "weight": 2};\n", - " case "1": case "4": case "19": case "22": case "25": case "30": case "31": case "33": case "35": case "37": case "38": case "42": case "43": case "46": \n", - " return {"color": "#5fd7d9", "fillColor": "#5fd7d9", "fillOpacity": 0.5, "weight": 2};\n", - " case "2": case "3": case "5": case "6": case "9": case "10": case "11": case "12": case "13": case "14": case "15": case "16": case "17": case "18": case "23": case "24": case "26": case "27": case "28": case "29": case "34": case "45": \n", + " case "0": case "1": case "2": case "3": case "4": case "5": case "7": case "8": case "9": case "14": case "15": case "16": case "18": case "19": case "22": case "23": case "24": case "26": case "27": case "28": case "29": case "30": case "32": case "33": case "34": case "35": case "46": \n", " return {"color": "#44f24e", "fillColor": "#44f24e", "fillOpacity": 0.5, "weight": 2};\n", " case "20": \n", " return {"color": "#d3d3d3", "fillColor": "#d3d3d3", "fillOpacity": 0.5, "weight": 2};\n", - " case "21": case "32": \n", + " case "21": case "43": \n", " return {"color": "#1f296b", "fillColor": "#1f296b", "fillOpacity": 0.5, "weight": 2};\n", + " case "25": case "31": case "36": case "37": case "38": case "39": case "42": case "44": case "45": \n", + " return {"color": "#5fd7d9", "fillColor": "#5fd7d9", "fillOpacity": 0.5, "weight": 2};\n", + " case "40": case "41": \n", + " return {"color": "#2641f1", "fillColor": "#2641f1", "fillOpacity": 0.5, "weight": 2};\n", " default:\n", " return {"color": "#e8ac49", "fillColor": "#e8ac49", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_6881ad58ed6eddb0bebbed4034e39d89_highlighter(feature) {\n", + " function geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_6881ad58ed6eddb0bebbed4034e39d89_pointToLayer(feature, latlng) {\n", + " function geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_6881ad58ed6eddb0bebbed4034e39d89_styler(feature)\n", + " let style = geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_6881ad58ed6eddb0bebbed4034e39d89_onEachFeature(feature, layer) {\n", + " function geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_6881ad58ed6eddb0bebbed4034e39d89.resetStyle(e.target);\n", + " geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_6881ad58ed6eddb0bebbed4034e39d89_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_6881ad58ed6eddb0bebbed4034e39d89 = L.geoJson(null, {\n", - " onEachFeature: geo_json_6881ad58ed6eddb0bebbed4034e39d89_onEachFeature,\n", + " var geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0 = L.geoJson(null, {\n", + " onEachFeature: geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_onEachFeature,\n", " \n", - " style: geo_json_6881ad58ed6eddb0bebbed4034e39d89_styler,\n", - " pointToLayer: geo_json_6881ad58ed6eddb0bebbed4034e39d89_pointToLayer,\n", + " style: geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_styler,\n", + " pointToLayer: geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_pointToLayer,\n", " });\n", "\n", - " function geo_json_6881ad58ed6eddb0bebbed4034e39d89_add (data) {\n", - " geo_json_6881ad58ed6eddb0bebbed4034e39d89\n", + " function geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0_add (data) {\n", + " geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0\n", " .addData(data);\n", " }\n", - " geo_json_6881ad58ed6eddb0bebbed4034e39d89_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 18:00", "Discharge (cfs)": 193.0, "Estimated Percentile": 91.05, "Streamflow Category": "Much above normal", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#2641f1", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 18:00", "Discharge (cfs)": 223.0, "Estimated Percentile": 87.31, "Streamflow Category": "Above normal", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "2", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:55", "Discharge (cfs)": 3.53, "Estimated Percentile": 40.74, "Streamflow Category": "Normal", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "3", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 44.2, "Estimated Percentile": 56.91, "Streamflow Category": "Normal", "Streamgage Name": "SLEEPERS RIVER (SITE W-5) NEAR ST. JOHNSBURY, VT", "USGS Gage ID": "01135300", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 641.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.4353353, "dec_long_va": -72.03842899, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03926130000002, 44.36561470000003, -72.03926130000002, 44.36561470000003], "geometry": {"coordinates": [-72.03926130000002, 44.36561470000003], "type": "Point"}, "id": "4", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 18:15", "Discharge (cfs)": 1040.0, "Estimated Percentile": 81.92, "Streamflow Category": "Above normal", "Streamgage Name": "PASSUMPSIC RIVER AT PASSUMPSIC, VT", "USGS Gage ID": "01135500", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 487.79, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.3656147, "dec_long_va": -72.0392613, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.0417577, 44.15339689, -72.0417577, 44.15339689], "geometry": {"coordinates": [-72.0417577, 44.15339689], "type": "Point"}, "id": "5", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 4990.0, "Estimated Percentile": 73.12, "Streamflow Category": "Normal", "Streamgage Name": "CONNECTICUT RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01138500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 399.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.15339689, "dec_long_va": -72.0417577, "huc_cd": 1080101, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.06509150000001, 44.15034129999998, -72.06509150000001, 44.15034129999998], "geometry": {"coordinates": [-72.06509150000001, 44.15034129999998], "type": "Point"}, "id": "6", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:45", "Discharge (cfs)": 112.0, "Estimated Percentile": 51.52, "Streamflow Category": "Normal", "Streamgage Name": "WELLS RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01139000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 505.2, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.1503413, "dec_long_va": -72.0650915, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.33565327, 44.0928419, -72.33565327, 44.0928419], "geometry": {"coordinates": [-72.33565327, 44.0928419], "type": "Point"}, "id": "7", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:45", "Discharge (cfs)": 7.96, "Estimated Percentile": 23.31, "Streamflow Category": "Below normal", "Streamgage Name": "EAST ORANGE BRANCH AT EAST ORANGE, VT", "USGS Gage ID": "01139800", "__folium_color": "#e8ac49", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 1177.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0928419, "dec_long_va": -72.33565327, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6578821, 43.93450969, -72.6578821, 43.93450969], "geometry": {"coordinates": [-72.6578821, 43.93450969], "type": "Point"}, "id": "8", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:55", "Discharge (cfs)": 20.4, "Estimated Percentile": 23.43, "Streamflow Category": "Below normal", "Streamgage Name": "AYERS BROOK AT RANDOLPH, VT", "USGS Gage ID": "01142500", "__folium_color": "#e8ac49", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 630.13, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.93450969, "dec_long_va": -72.6578821, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.418149, 43.71423613999997, -72.418149, 43.71423613999997], "geometry": {"coordinates": [-72.418149, 43.71423613999997], "type": "Point"}, "id": "9", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 655.0, "Estimated Percentile": 42.27, "Streamflow Category": "Normal", "Streamgage Name": "WHITE RIVER AT WEST HARTFORD, VT", "USGS Gage ID": "01144000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 374.32, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.71423614, "dec_long_va": -72.418149, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7589899, 43.62229069000004, -72.7589899, 43.62229069000004], "geometry": {"coordinates": [-72.7589899, 43.62229069000004], "type": "Point"}, "id": "10", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 42.3, "Estimated Percentile": 75.86, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER NEAR WEST BRIDGEWATER, VT", "USGS Gage ID": "01150900", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 1148.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.62229069, "dec_long_va": -72.7589899, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.35425819, 43.60257076999994, -72.35425819, 43.60257076999994], "geometry": {"coordinates": [-72.35425819, 43.60257076999994], "type": "Point"}, "id": "11", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 283.0, "Estimated Percentile": 61.95, "Streamflow Category": "Normal", "Streamgage Name": "OTTAUQUECHEE RIVER AT NORTH HARTLAND, VT", "USGS Gage ID": "01151500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 350.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.60257077, "dec_long_va": -72.35425819, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.51481258, 43.33340715999998, -72.51481258, 43.33340715999998], "geometry": {"coordinates": [-72.51481258, 43.33340715999998], "type": "Point"}, "id": "12", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 190.0, "Estimated Percentile": 56.33, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT NORTH SPRINGFIELD, VT", "USGS Gage ID": "01153000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 445.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.33340716, "dec_long_va": -72.51481258, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.48508889, 43.19174330000003, -72.48508889, 43.19174330000003], "geometry": {"coordinates": [-72.48508889, 43.19174330000003], "type": "Point"}, "id": "13", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:45", "Discharge (cfs)": 87.9, "Estimated Percentile": 37.77, "Streamflow Category": "Normal", "Streamgage Name": "WILLIAMS RIVER NEAR ROCKINGHAM VT", "USGS Gage ID": "01153550", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 303.26, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1917433, "dec_long_va": -72.48508889, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.775374, 43.108966500000015, -72.775374, 43.108966500000015], "geometry": {"coordinates": [-72.775374, 43.108966500000015], "type": "Point"}, "id": "14", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 154.0, "Estimated Percentile": 49.0, "Streamflow Category": "Normal", "Streamgage Name": "WEST RIVER AT JAMAICA, 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2020003, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3115011, 43.62423239999999, -73.3115011, 43.62423239999999], "geometry": {"coordinates": [-73.3115011, 43.62423239999999], "type": "Point"}, "id": "16", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 116.0, "Estimated Percentile": 48.73, "Streamflow Category": "Normal", "Streamgage Name": "POULTNEY RIVER BELOW FAIR HAVEN, VT", "USGS Gage ID": "04280000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 102.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6242324, "dec_long_va": -73.3115011, "huc_cd": 4150401, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.0131628, 43.60367919999998, -73.0131628, 43.60367919999998], "geometry": {"coordinates": [-73.0131628, 43.60367919999998], "type": "Point"}, "id": "17", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:45", "Discharge (cfs)": 525.0, "Estimated Percentile": 71.86, "Streamflow Category": "Normal", "Streamgage Name": "OTTER CREEK AT CENTER RUTLAND, VT", "USGS Gage ID": "04282000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 474.35, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6036792, "dec_long_va": -73.0131628, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1678954, 44.013114879999996, -73.1678954, 44.013114879999996], "geometry": {"coordinates": [-73.1678954, 44.013114879999996], "type": "Point"}, "id": "18", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 852.0, "Estimated Percentile": 65.14, "Streamflow Category": "Normal", "Streamgage Name": "OTTER CREEK AT MIDDLEBURY, VT", "USGS Gage ID": "04282500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 335.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.01311488, "dec_long_va": -73.1678954, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.17067429, 44.061724900000016, -73.17067429, 44.061724900000016], "geometry": {"coordinates": [-73.17067429, 44.061724900000016], "type": "Point"}, "id": "19", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:30", "Discharge (cfs)": 216.0, "Estimated Percentile": 80.09, "Streamflow Category": "Above normal", "Streamgage Name": "NEW HAVEN RIVER @ BROOKSVILLE, NR MIDDLEBURY, VT", "USGS Gage ID": "04282525", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 239.29, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0617249, "dec_long_va": -73.17067429, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.32063889, 44.02861110000002, -73.32063889, 44.02861110000002], "geometry": {"coordinates": [-73.32063889, 44.02861110000002], "type": "Point"}, "id": "20", "properties": {"00060_3": 1.31, "00060_3_cd": "P", "00060_cd": null, "Date": "2024-06-10 17:45", "Discharge (cfs)": null, "Estimated Percentile": null, "Streamflow Category": "Not Ranked", "Streamgage Name": "EAST BR DEAD CREEK NEAR BRIDPORT, VT", "USGS Gage ID": "04282581", "__folium_color": "#d3d3d3", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 99.48, "coord_acy_cd": "5", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0286111, "dec_long_va": -73.32063889, "huc_cd": 4150402, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3541667, 44.04916667000003, -73.3541667, 44.04916667000003], "geometry": {"coordinates": [-73.3541667, 44.04916667000003], "type": "Point"}, "id": "21", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-10 17:00", "Discharge (cfs)": 1.15, "Estimated Percentile": 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{"bbox": [-72.2701041, 44.8689363, -72.2701041, 44.8689363], "geometry": {"coordinates": [-72.2701041, 44.8689363], "type": "Point"}, "id": "44", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-21 14:30", "Discharge (cfs)": 155.0, "Estimated Percentile": 76.04, "Streamflow Category": "Above normal", "Streamgage Name": "BLACK RIVER AT COVENTRY, VT", "USGS Gage ID": "04296000", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 709.74, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8689363, "dec_long_va": -72.2701041, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2005556, 44.87138888999997, -72.2005556, 44.87138888999997], "geometry": {"coordinates": [-72.2005556, 44.87138888999997], "type": "Point"}, "id": "45", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-21 14:30", "Discharge (cfs)": 270.0, "Estimated Percentile": 79.97, "Streamflow Category": "Above normal", "Streamgage Name": "BARTON RIVER NEAR COVENTRY, VT", "USGS Gage ID": "04296280", "__folium_color": "#5fd7d9", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 679.69, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.87138889, "dec_long_va": -72.2005556, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.18926840000002, 44.94032449, -72.18926840000002, 44.94032449], "geometry": {"coordinates": [-72.18926840000002, 44.94032449], "type": "Point"}, "id": "46", "properties": {"00060_3": null, "00060_3_cd": null, "00060_cd": "P", "Date": "2024-06-21 14:30", "Discharge (cfs)": 179.0, "Estimated Percentile": 47.29, "Streamflow Category": "Normal", "Streamgage Name": "CLYDE RIVER AT NEWPORT, VT", "USGS Gage ID": "04296500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 681.82, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.94032449, "dec_long_va": -72.1892684, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_6881ad58ed6eddb0bebbed4034e39d89.bindTooltip(\n", + " geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -2566,13 +2562,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_6881ad58ed6eddb0bebbed4034e39d89.addTo(map_da664476319aece8a56888026758c551);\n", + " geo_json_0ffc9a2b55f4c2b5680bcc8e9df9d7e0.addTo(map_98eb13afecc6f9ed726a96fbe29af16b);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -2601,10 +2597,10 @@ "execution_count": 18, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:11.787918Z", - "iopub.status.busy": "2024-06-10T22:30:11.787572Z", - "iopub.status.idle": "2024-06-10T22:30:12.470094Z", - "shell.execute_reply": "2024-06-10T22:30:12.469475Z" + "iopub.execute_input": "2024-06-21T19:05:30.864966Z", + "iopub.status.busy": "2024-06-21T19:05:30.864401Z", + "iopub.status.idle": "2024-06-21T19:05:31.547210Z", + "shell.execute_reply": "2024-06-21T19:05:31.546536Z" } }, "outputs": [], @@ -2636,10 +2632,10 @@ "execution_count": 19, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:12.472718Z", - "iopub.status.busy": "2024-06-10T22:30:12.472331Z", - "iopub.status.idle": "2024-06-10T22:30:12.532994Z", - "shell.execute_reply": "2024-06-10T22:30:12.532369Z" + "iopub.execute_input": "2024-06-21T19:05:31.550139Z", + "iopub.status.busy": "2024-06-21T19:05:31.549746Z", + "iopub.status.idle": "2024-06-21T19:05:31.612838Z", + "shell.execute_reply": "2024-06-21T19:05:31.612275Z" } }, "outputs": [ @@ -2665,10 +2661,10 @@ "execution_count": 20, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:30:12.535437Z", - "iopub.status.busy": "2024-06-10T22:30:12.535046Z", - "iopub.status.idle": "2024-06-10T22:31:14.389348Z", - "shell.execute_reply": "2024-06-10T22:31:14.388718Z" + "iopub.execute_input": "2024-06-21T19:05:31.615331Z", + "iopub.status.busy": "2024-06-21T19:05:31.614943Z", + "iopub.status.idle": "2024-06-21T19:06:34.418693Z", + "shell.execute_reply": "2024-06-21T19:06:34.418029Z" } }, "outputs": [ @@ -2705,10 +2701,10 @@ "execution_count": 21, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:14.391775Z", - "iopub.status.busy": "2024-06-10T22:31:14.391389Z", - "iopub.status.idle": "2024-06-10T22:31:14.828292Z", - "shell.execute_reply": "2024-06-10T22:31:14.827700Z" + "iopub.execute_input": "2024-06-21T19:06:34.421301Z", + "iopub.status.busy": "2024-06-21T19:06:34.420935Z", + "iopub.status.idle": "2024-06-21T19:06:34.882908Z", + "shell.execute_reply": "2024-06-21T19:06:34.882367Z" } }, "outputs": [], @@ -2742,10 +2738,10 @@ "execution_count": 22, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:14.830811Z", - "iopub.status.busy": "2024-06-10T22:31:14.830426Z", - "iopub.status.idle": "2024-06-10T22:31:14.866894Z", - "shell.execute_reply": "2024-06-10T22:31:14.866337Z" + "iopub.execute_input": "2024-06-21T19:06:34.885575Z", + "iopub.status.busy": "2024-06-21T19:06:34.885372Z", + "iopub.status.idle": "2024-06-21T19:06:34.922955Z", + "shell.execute_reply": "2024-06-21T19:06:34.922325Z" } }, "outputs": [ @@ -2771,7 +2767,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -2779,7 +2775,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_576a15786e920a9422072fa716890e66 {\n", + " #map_9afd5073095c5479ce440e351226417f {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -2888,14 +2884,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_576a15786e920a9422072fa716890e66" ></div>\n", + " <div class="folium-map" id="map_9afd5073095c5479ce440e351226417f" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_576a15786e920a9422072fa716890e66 = L.map(\n", - " "map_576a15786e920a9422072fa716890e66",\n", + " var map_9afd5073095c5479ce440e351226417f = L.map(\n", + " "map_9afd5073095c5479ce440e351226417f",\n", " {\n", " center: [43.957839104999984, -72.5957405],\n", " crs: L.CRS.EPSG3857,\n", @@ -2904,85 +2900,83 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_576a15786e920a9422072fa716890e66);\n", + " L.control.scale().addTo(map_9afd5073095c5479ce440e351226417f);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_e14e52da8aa9e0018c67a107453aba99 = L.tileLayer(\n", + " var tile_layer_5675f8d14dc5d64343a87dc347361910 = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_e14e52da8aa9e0018c67a107453aba99.addTo(map_576a15786e920a9422072fa716890e66);\n", + " tile_layer_5675f8d14dc5d64343a87dc347361910.addTo(map_9afd5073095c5479ce440e351226417f);\n", " \n", " \n", - " map_576a15786e920a9422072fa716890e66.fitBounds(\n", + " map_9afd5073095c5479ce440e351226417f.fitBounds(\n", " [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_3601c01428bed048bea1c390eb0522c1_styler(feature) {\n", + " function geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_styler(feature) {\n", " switch(feature.id) {\n", - " case "0": case "1": case "2": case "3": case "7": case "9": case "10": case "11": case "12": case "13": case "14": case "15": case "16": case "17": case "18": case "22": case "23": case "24": case "25": case "26": case "27": case "28": case "29": case "31": case "32": case "33": case "34": case "35": case "36": case "39": case "41": case "43": case "44": case "45": \n", + " case "0": case "1": case "2": case "3": case "4": case "5": case "7": case "11": case "13": case "16": case "17": case "18": case "19": case "22": case "23": case "24": case "25": case "26": case "28": case "29": case "30": case "31": case "32": case "33": case "34": case "35": case "36": case "37": case "38": case "39": case "40": case "41": case "42": case "43": case "44": case "45": case "46": \n", " return {"color": "#44f24e", "fillColor": "#44f24e", "fillOpacity": 0.5, "weight": 2};\n", - " case "4": case "30": case "37": case "38": case "40": case "42": \n", - " return {"color": "#5fd7d9", "fillColor": "#5fd7d9", "fillOpacity": 0.5, "weight": 2};\n", - " case "19": case "20": case "21": \n", + " case "20": case "21": \n", " return {"color": "#1f296b", "fillColor": "#1f296b", "fillOpacity": 0.5, "weight": 2};\n", " default:\n", " return {"color": "#e8ac49", "fillColor": "#e8ac49", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_3601c01428bed048bea1c390eb0522c1_highlighter(feature) {\n", + " function geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_3601c01428bed048bea1c390eb0522c1_pointToLayer(feature, latlng) {\n", + " function geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_3601c01428bed048bea1c390eb0522c1_styler(feature)\n", + " let style = geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_3601c01428bed048bea1c390eb0522c1_onEachFeature(feature, layer) {\n", + " function geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_3601c01428bed048bea1c390eb0522c1.resetStyle(e.target);\n", + " geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_3601c01428bed048bea1c390eb0522c1_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_3601c01428bed048bea1c390eb0522c1 = L.geoJson(null, {\n", - " onEachFeature: geo_json_3601c01428bed048bea1c390eb0522c1_onEachFeature,\n", + " var geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1 = L.geoJson(null, {\n", + " onEachFeature: geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_onEachFeature,\n", " \n", - " style: geo_json_3601c01428bed048bea1c390eb0522c1_styler,\n", - " pointToLayer: geo_json_3601c01428bed048bea1c390eb0522c1_pointToLayer,\n", + " style: geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_styler,\n", + " pointToLayer: geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_pointToLayer,\n", " });\n", "\n", - " function geo_json_3601c01428bed048bea1c390eb0522c1_add (data) {\n", - " geo_json_3601c01428bed048bea1c390eb0522c1\n", + " function geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1_add (data) {\n", + " geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1\n", " .addData(data);\n", " }\n", - " geo_json_3601c01428bed048bea1c390eb0522c1_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 108.26, "Estimated Percentile": 68.73, "Streamflow Category": "Normal", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 92.53, "Estimated Percentile": 53.15, "Streamflow Category": "Normal", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "2", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 3.97, "Estimated Percentile": 42.82, "Streamflow Category": "Normal", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "3", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-09", "Discharge (cfs)": 45.87, "Estimated Percentile": 60.97, "Streamflow Category": "Normal", "Streamgage 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4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1387381, 44.47893866999997, -73.1387381, 44.47893866999997], "geometry": {"coordinates": [-73.1387381, 44.47893866999997], "type": "Point"}, "id": "34", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 634.29, "Estimated Percentile": 30.66, "Streamflow Category": "Normal", "Streamgage Name": "WINOOSKI RIVER NEAR ESSEX JUNCTION, VT", "USGS Gage ID": "04290500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 191.17, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47893867, "dec_long_va": -73.1387381, "huc_cd": 4150403, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6762308, 44.622828700000014, -72.6762308, 44.622828700000014], "geometry": {"coordinates": [-72.6762308, 44.622828700000014], "type": "Point"}, "id": "35", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 233.43, "Estimated Percentile": 42.06, "Streamflow Category": "Normal", "Streamgage Name": "LAMOILLE RIVER AT JOHNSON, VT", "USGS Gage ID": "04292000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 506.1, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.6228287, "dec_long_va": -72.6762308, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.0726365, 44.679214769999994, -73.0726365, 44.679214769999994], "geometry": {"coordinates": [-73.0726365, 44.679214769999994], "type": "Point"}, "id": "36", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 641.57, "Estimated Percentile": 50.39, "Streamflow Category": "Normal", "Streamgage Name": "LAMOILLE RIVER AT EAST GEORGIA, VT", "USGS Gage ID": "04292500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 288.9, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.67921477, "dec_long_va": -73.0726365, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1437467, 44.77976739999997, -73.1437467, 44.77976739999997], "geometry": {"coordinates": [-73.1437467, 44.77976739999997], "type": "Point"}, "id": "37", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 2.64, "Estimated Percentile": 33.17, "Streamflow Category": "Normal", "Streamgage Name": "MILL RIVER AT GEORGIA SHORE RD, NR ST ALBANS, VT", "USGS Gage ID": "04292750", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 117.95, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.7797674, "dec_long_va": -73.1437467, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.15083330000002, 44.85611110000002, -73.15083330000002, 44.85611110000002], "geometry": {"coordinates": [-73.15083330000002, 44.85611110000002], "type": "Point"}, "id": "38", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 0.93, "Estimated Percentile": 51.6, "Streamflow Category": "Normal", "Streamgage Name": "JEWETT BROOK AT VT 38, NEAR ST. ALBANS, VT", "USGS Gage ID": "04292810", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 111.53, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8561111, "dec_long_va": -73.1508333, "huc_cd": 4150405, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.38538628, 44.97282336999996, -72.38538628, 44.97282336999996], "geometry": {"coordinates": [-72.38538628, 44.97282336999996], "type": "Point"}, "id": "39", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 117.29, "Estimated Percentile": 50.37, "Streamflow Category": "Normal", "Streamgage Name": "MISSISQUOI RIVER NEAR NORTH TROY, VT", "USGS Gage ID": "04293000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 581.38, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.97282337, "dec_long_va": -72.38538628, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.696521, 44.960045989999976, -72.696521, 44.960045989999976], "geometry": {"coordinates": [-72.696521, 44.960045989999976], "type": "Point"}, "id": "40", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 380.29, "Estimated Percentile": 53.78, "Streamflow Category": "Normal", "Streamgage Name": "MISSISQUOI RIVER NEAR EAST BERKSHIRE, VT", "USGS Gage ID": "04293500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 402.51, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.96004599, "dec_long_va": -72.696521, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.1284645, 44.91670937000002, -73.1284645, 44.91670937000002], "geometry": {"coordinates": [-73.1284645, 44.91670937000002], "type": "Point"}, "id": "41", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 583.43, "Estimated Percentile": 38.12, "Streamflow Category": "Normal", "Streamgage Name": "MISSISQUOI RIVER AT SWANTON, VT", "USGS Gage ID": "04294000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.05, "alt_datum_cd": "NAVD88", "alt_va": 106.9, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.91670937, "dec_long_va": -73.1284645, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.9919444, 44.96305556, -72.9919444, 44.96305556], "geometry": {"coordinates": [-72.9919444, 44.96305556], "type": "Point"}, "id": "42", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 3.28, "Estimated Percentile": 46.32, "Streamflow Category": "Normal", "Streamgage Name": "ROCK RIVER NEAR HIGHGATE CENTER, VT", "USGS Gage ID": "04294140", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 229.47, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.96305556, "dec_long_va": -72.9919444, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.83346858, 45.00282216999997, -72.83346858, 45.00282216999997], "geometry": {"coordinates": [-72.83346858, 45.00282216999997], "type": "Point"}, "id": "43", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 31.16, "Estimated Percentile": 51.98, "Streamflow Category": "Normal", "Streamgage Name": "PIKE RIVER AT EAST FRANKLIN, NR ENOSBURG FALLS, VT", "USGS Gage ID": "04294300", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 397.54, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 45.00282217, "dec_long_va": -72.83346858, "huc_cd": 4150407, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2701041, 44.8689363, -72.2701041, 44.8689363], "geometry": {"coordinates": [-72.2701041, 44.8689363], "type": "Point"}, "id": "44", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 103.29, "Estimated Percentile": 54.41, "Streamflow Category": "Normal", "Streamgage Name": "BLACK RIVER AT COVENTRY, VT", "USGS Gage ID": "04296000", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 709.74, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8689363, "dec_long_va": -72.2701041, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2005556, 44.87138888999997, -72.2005556, 44.87138888999997], "geometry": {"coordinates": [-72.2005556, 44.87138888999997], "type": "Point"}, "id": "45", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 147.71, "Estimated Percentile": 52.94, "Streamflow Category": "Normal", "Streamgage Name": "BARTON RIVER NEAR COVENTRY, VT", "USGS Gage ID": "04296280", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 679.69, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.87138889, "dec_long_va": -72.2005556, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.18926840000002, 44.94032449, -72.18926840000002, 44.94032449], "geometry": {"coordinates": [-72.18926840000002, 44.94032449], "type": "Point"}, "id": "46", "properties": {"00060_Mean_cd": "P", "Date": "2024-06-20", "Discharge (cfs)": 215.71, "Estimated Percentile": 56.68, "Streamflow Category": "Normal", "Streamgage Name": "CLYDE RIVER AT NEWPORT, VT", "USGS Gage ID": "04296500", "__folium_color": "#44f24e", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 681.82, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.94032449, "dec_long_va": -72.1892684, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_3601c01428bed048bea1c390eb0522c1.bindTooltip(\n", + " geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -3006,13 +3000,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_3601c01428bed048bea1c390eb0522c1.addTo(map_576a15786e920a9422072fa716890e66);\n", + " geo_json_dfdcdb58a2d3ea70c1e999d64e3b07f1.addTo(map_9afd5073095c5479ce440e351226417f);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -3041,10 +3035,10 @@ "execution_count": 23, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:14.869258Z", - "iopub.status.busy": "2024-06-10T22:31:14.868817Z", - "iopub.status.idle": "2024-06-10T22:31:15.205059Z", - "shell.execute_reply": "2024-06-10T22:31:15.204539Z" + "iopub.execute_input": "2024-06-21T19:06:34.925136Z", + "iopub.status.busy": "2024-06-21T19:06:34.924940Z", + "iopub.status.idle": "2024-06-21T19:06:35.396520Z", + "shell.execute_reply": "2024-06-21T19:06:35.395952Z" } }, "outputs": [], @@ -3071,10 +3065,10 @@ "execution_count": 24, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:15.207593Z", - "iopub.status.busy": "2024-06-10T22:31:15.207394Z", - "iopub.status.idle": "2024-06-10T22:31:15.370056Z", - "shell.execute_reply": "2024-06-10T22:31:15.369410Z" + "iopub.execute_input": "2024-06-21T19:06:35.399230Z", + "iopub.status.busy": "2024-06-21T19:06:35.399041Z", + "iopub.status.idle": "2024-06-21T19:06:35.576639Z", + "shell.execute_reply": "2024-06-21T19:06:35.573421Z" } }, "outputs": [], @@ -3107,10 +3101,10 @@ "execution_count": 25, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:15.372541Z", - "iopub.status.busy": "2024-06-10T22:31:15.372338Z", - "iopub.status.idle": "2024-06-10T22:31:15.409492Z", - "shell.execute_reply": "2024-06-10T22:31:15.408881Z" + "iopub.execute_input": "2024-06-21T19:06:35.579367Z", + "iopub.status.busy": "2024-06-21T19:06:35.579157Z", + "iopub.status.idle": "2024-06-21T19:06:35.618548Z", + "shell.execute_reply": "2024-06-21T19:06:35.617897Z" } }, "outputs": [ @@ -3136,7 +3130,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -3144,7 +3138,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_d60ac4f1c97f8b309ab2bcff8271b778 {\n", + " #map_cde444164cb7dca3ce483517f9de5413 {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -3251,14 +3245,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_d60ac4f1c97f8b309ab2bcff8271b778" ></div>\n", + " <div class="folium-map" id="map_cde444164cb7dca3ce483517f9de5413" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_d60ac4f1c97f8b309ab2bcff8271b778 = L.map(\n", - " "map_d60ac4f1c97f8b309ab2bcff8271b778",\n", + " var map_cde444164cb7dca3ce483517f9de5413 = L.map(\n", + " "map_cde444164cb7dca3ce483517f9de5413",\n", " {\n", " center: [43.957839104999984, -72.5957405],\n", " crs: L.CRS.EPSG3857,\n", @@ -3267,28 +3261,28 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_d60ac4f1c97f8b309ab2bcff8271b778);\n", + " L.control.scale().addTo(map_cde444164cb7dca3ce483517f9de5413);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_4e8538d48bb7ab09f82f32cad86bbb83 = L.tileLayer(\n", + " var tile_layer_eddd5b298ccb157005e0f773e78f87d0 = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_4e8538d48bb7ab09f82f32cad86bbb83.addTo(map_d60ac4f1c97f8b309ab2bcff8271b778);\n", + " tile_layer_eddd5b298ccb157005e0f773e78f87d0.addTo(map_cde444164cb7dca3ce483517f9de5413);\n", " \n", " \n", - " map_d60ac4f1c97f8b309ab2bcff8271b778.fitBounds(\n", + " map_cde444164cb7dca3ce483517f9de5413.fitBounds(\n", " [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_880d5ccb492c0a1747f2509d441c95ed_styler(feature) {\n", + " function geo_json_121d3e7b9dfe680b8395545d2872e6fc_styler(feature) {\n", " switch(feature.id) {\n", " case "0": case "4": case "26": case "28": case "29": case "39": case "40": case "44": \n", " return {"color": "#af2327", "fillColor": "#af2327", "fillOpacity": 0.5, "weight": 2};\n", @@ -3302,52 +3296,52 @@ " return {"color": "#fecb6e", "fillColor": "#fecb6e", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_880d5ccb492c0a1747f2509d441c95ed_highlighter(feature) {\n", + " function geo_json_121d3e7b9dfe680b8395545d2872e6fc_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_880d5ccb492c0a1747f2509d441c95ed_pointToLayer(feature, latlng) {\n", + " function geo_json_121d3e7b9dfe680b8395545d2872e6fc_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_880d5ccb492c0a1747f2509d441c95ed_styler(feature)\n", + " let style = geo_json_121d3e7b9dfe680b8395545d2872e6fc_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_880d5ccb492c0a1747f2509d441c95ed_onEachFeature(feature, layer) {\n", + " function geo_json_121d3e7b9dfe680b8395545d2872e6fc_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_880d5ccb492c0a1747f2509d441c95ed.resetStyle(e.target);\n", + " geo_json_121d3e7b9dfe680b8395545d2872e6fc.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_880d5ccb492c0a1747f2509d441c95ed_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_121d3e7b9dfe680b8395545d2872e6fc_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_880d5ccb492c0a1747f2509d441c95ed = L.geoJson(null, {\n", - " onEachFeature: geo_json_880d5ccb492c0a1747f2509d441c95ed_onEachFeature,\n", + " var geo_json_121d3e7b9dfe680b8395545d2872e6fc = L.geoJson(null, {\n", + " onEachFeature: geo_json_121d3e7b9dfe680b8395545d2872e6fc_onEachFeature,\n", " \n", - " style: geo_json_880d5ccb492c0a1747f2509d441c95ed_styler,\n", - " pointToLayer: geo_json_880d5ccb492c0a1747f2509d441c95ed_pointToLayer,\n", + " style: geo_json_121d3e7b9dfe680b8395545d2872e6fc_styler,\n", + " pointToLayer: geo_json_121d3e7b9dfe680b8395545d2872e6fc_pointToLayer,\n", " });\n", "\n", - " function geo_json_880d5ccb492c0a1747f2509d441c95ed_add (data) {\n", - " geo_json_880d5ccb492c0a1747f2509d441c95ed\n", + " function geo_json_121d3e7b9dfe680b8395545d2872e6fc_add (data) {\n", + " geo_json_121d3e7b9dfe680b8395545d2872e6fc\n", " .addData(data);\n", " }\n", - " geo_json_880d5ccb492c0a1747f2509d441c95ed_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 53.4, "Estimated Percentile": 4.88, "Streamflow Category": "Severe hydrologic drought", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#af2327", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 39.4, "Estimated Percentile": 5.07, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "2", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 2.95, "Estimated Percentile": 8.97, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "3", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 24.4, "Estimated Percentile": 7.46, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "SLEEPERS RIVER (SITE W-5) NEAR ST. JOHNSBURY, VT", "USGS Gage ID": "01135300", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 641.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.4353353, "dec_long_va": -72.03842899, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03926130000002, 44.36561470000003, -72.03926130000002, 44.36561470000003], "geometry": {"coordinates": [-72.03926130000002, 44.36561470000003], "type": "Point"}, "id": "4", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 305.0, "Estimated Percentile": 4.33, "Streamflow Category": "Severe hydrologic drought", "Streamgage Name": "PASSUMPSIC RIVER AT PASSUMPSIC, VT", "USGS Gage ID": "01135500", "__folium_color": "#af2327", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 487.79, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.3656147, "dec_long_va": -72.0392613, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.0417577, 44.15339689, -72.0417577, 44.15339689], "geometry": {"coordinates": [-72.0417577, 44.15339689], "type": "Point"}, "id": "5", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 2580.0, "Estimated Percentile": 22.14, "Streamflow Category": "Below normal", "Streamgage Name": "CONNECTICUT RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01138500", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 399.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.15339689, "dec_long_va": -72.0417577, "huc_cd": 1080101, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.06509150000001, 44.15034129999998, -72.06509150000001, 44.15034129999998], "geometry": {"coordinates": [-72.06509150000001, 44.15034129999998], "type": "Point"}, "id": "6", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 75.1, "Estimated Percentile": 9.76, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "WELLS RIVER AT WELLS RIVER, VT", "USGS Gage ID": "01139000", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.12, "alt_datum_cd": "NAVD88", "alt_va": 505.2, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.1503413, "dec_long_va": -72.0650915, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.33565327, 44.0928419, -72.33565327, 44.0928419], "geometry": {"coordinates": [-72.33565327, 44.0928419], "type": "Point"}, "id": "7", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 9.9, "Estimated Percentile": 19.31, "Streamflow Category": "Below normal", "Streamgage Name": "EAST ORANGE BRANCH AT EAST ORANGE, VT", "USGS Gage ID": "01139800", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.07, "alt_datum_cd": "NAVD88", "alt_va": 1177.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.0928419, "dec_long_va": -72.33565327, "huc_cd": 1080103, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.6578821, 43.93450969, -72.6578821, 43.93450969], "geometry": {"coordinates": [-72.6578821, 43.93450969], "type": "Point"}, "id": "8", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 22.2, "Estimated Percentile": 11.0, "Streamflow Category": "Below normal", "Streamgage Name": "AYERS BROOK AT RANDOLPH, VT", "USGS Gage ID": "01142500", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.13, "alt_datum_cd": "NAVD88", "alt_va": 630.13, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.93450969, "dec_long_va": -72.6578821, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.418149, 43.71423613999997, -72.418149, 43.71423613999997], "geometry": {"coordinates": [-72.418149, 43.71423613999997], "type": "Point"}, "id": "9", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 502.0, "Estimated Percentile": 8.35, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "WHITE RIVER AT WEST HARTFORD, VT", "USGS Gage ID": "01144000", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 374.32, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.71423614, "dec_long_va": -72.418149, "huc_cd": 1080105, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.7589899, 43.62229069000004, -72.7589899, 43.62229069000004], "geometry": {"coordinates": [-72.7589899, 43.62229069000004], "type": "Point"}, "id": "10", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 18.0, "Estimated Percentile": 10.0, "Streamflow Category": "Below normal", "Streamgage Name": "OTTAUQUECHEE RIVER NEAR WEST BRIDGEWATER, VT", "USGS Gage ID": "01150900", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 1148.59, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.62229069, "dec_long_va": -72.7589899, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.35425819, 43.60257076999994, -72.35425819, 43.60257076999994], "geometry": {"coordinates": [-72.35425819, 43.60257076999994], "type": "Point"}, "id": "11", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 163.0, "Estimated Percentile": 8.5, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "OTTAUQUECHEE RIVER AT NORTH HARTLAND, VT", "USGS Gage ID": "01151500", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 350.27, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.60257077, "dec_long_va": -72.35425819, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.51481258, 43.33340715999998, -72.51481258, 43.33340715999998], "geometry": {"coordinates": [-72.51481258, 43.33340715999998], "type": "Point"}, "id": "12", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 116.0, "Estimated Percentile": 20.75, "Streamflow Category": "Below normal", "Streamgage Name": "BLACK RIVER AT NORTH SPRINGFIELD, VT", "USGS Gage ID": "01153000", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 445.36, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.33340716, "dec_long_va": -72.51481258, "huc_cd": 1080106, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.48508889, 43.19174330000003, -72.48508889, 43.19174330000003], "geometry": {"coordinates": [-72.48508889, 43.19174330000003], "type": "Point"}, "id": "13", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 69.9, "Estimated Percentile": 26.12, "Streamflow Category": "Other", "Streamgage Name": "WILLIAMS RIVER NEAR ROCKINGHAM VT", "USGS Gage ID": "01153550", "__folium_color": "#e3e0ca", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 303.26, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1917433, "dec_long_va": -72.48508889, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.775374, 43.108966500000015, -72.775374, 43.108966500000015], "geometry": {"coordinates": [-72.775374, 43.108966500000015], "type": "Point"}, "id": "14", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 210.0, "Estimated Percentile": 45.78, "Streamflow Category": "Other", "Streamgage Name": "WEST RIVER AT JAMAICA, VT", "USGS Gage ID": "01155500", "__folium_color": "#e3e0ca", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 660.63, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.1089665, "dec_long_va": -72.775374, "huc_cd": 1080107, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.2564981, 42.912856039999994, -73.2564981, 42.912856039999994], "geometry": {"coordinates": [-73.2564981, 42.912856039999994], "type": "Point"}, "id": "15", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 84.5, "Estimated Percentile": 7.61, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "WALLOOMSAC RIVER NEAR NORTH BENNINGTON, VT", "USGS Gage ID": "01334000", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 525.44, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 42.91285604, "dec_long_va": -73.2564981, "huc_cd": 2020003, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.3115011, 43.62423239999999, -73.3115011, 43.62423239999999], "geometry": {"coordinates": [-73.3115011, 43.62423239999999], "type": "Point"}, "id": "16", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 57.9, "Estimated Percentile": 8.81, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "POULTNEY RIVER BELOW FAIR HAVEN, VT", "USGS Gage ID": "04280000", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 102.37, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6242324, "dec_long_va": -73.3115011, "huc_cd": 4150401, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-73.0131628, 43.60367919999998, -73.0131628, 43.60367919999998], "geometry": {"coordinates": [-73.0131628, 43.60367919999998], "type": "Point"}, "id": "17", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 217.0, "Estimated Percentile": 9.79, "Streamflow Category": "Moderate hydrologic drought", "Streamgage Name": "OTTER CREEK AT CENTER RUTLAND, VT", "USGS Gage ID": "04282000", "__folium_color": "#fd9941", "agency_cd": "USGS", "alt_acy_va": 0.01, "alt_datum_cd": "NAVD88", "alt_va": 474.35, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 43.6036792, 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"A", "Date": "2023-05-30", "Discharge (cfs)": 53.8, "Estimated Percentile": 3.29, "Streamflow Category": "Severe hydrologic drought", "Streamgage Name": "BLACK RIVER AT COVENTRY, VT", "USGS Gage ID": "04296000", "__folium_color": "#af2327", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 709.74, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.8689363, "dec_long_va": -72.2701041, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.2005556, 44.87138888999997, -72.2005556, 44.87138888999997], "geometry": {"coordinates": [-72.2005556, 44.87138888999997], "type": "Point"}, "id": "45", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 131.0, "Estimated Percentile": 21.74, "Streamflow Category": "Below normal", "Streamgage Name": "BARTON RIVER NEAR COVENTRY, VT", "USGS Gage ID": "04296280", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.1, "alt_datum_cd": "NAVD88", "alt_va": 679.69, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.87138889, "dec_long_va": -72.2005556, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.18926840000002, 44.94032449, -72.18926840000002, 44.94032449], "geometry": {"coordinates": [-72.18926840000002, 44.94032449], "type": "Point"}, "id": "46", "properties": {"00060_Mean_cd": "A", "Date": "2023-05-30", "Discharge (cfs)": 128.0, "Estimated Percentile": 10.0, "Streamflow Category": "Below normal", "Streamgage Name": "CLYDE RIVER AT NEWPORT, VT", "USGS Gage ID": "04296500", "__folium_color": "#fecb6e", "agency_cd": "USGS", "alt_acy_va": 0.09, "alt_datum_cd": "NAVD88", "alt_va": 681.82, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.94032449, "dec_long_va": -72.1892684, "huc_cd": 4150500, "site_tp_cd": "ST"}, "type": "Feature"}], "type": "FeatureCollection"});\n", "\n", " \n", " \n", - " geo_json_880d5ccb492c0a1747f2509d441c95ed.bindTooltip(\n", + " geo_json_121d3e7b9dfe680b8395545d2872e6fc.bindTooltip(\n", " function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -3371,13 +3365,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_880d5ccb492c0a1747f2509d441c95ed.addTo(map_d60ac4f1c97f8b309ab2bcff8271b778);\n", + " geo_json_121d3e7b9dfe680b8395545d2872e6fc.addTo(map_cde444164cb7dca3ce483517f9de5413);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "metadata": {}, @@ -3406,10 +3400,10 @@ "execution_count": 26, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:15.411759Z", - "iopub.status.busy": "2024-06-10T22:31:15.411335Z", - "iopub.status.idle": "2024-06-10T22:31:15.869830Z", - "shell.execute_reply": "2024-06-10T22:31:15.869145Z" + "iopub.execute_input": "2024-06-21T19:06:35.621038Z", + "iopub.status.busy": "2024-06-21T19:06:35.620648Z", + "iopub.status.idle": "2024-06-21T19:06:35.987425Z", + "shell.execute_reply": "2024-06-21T19:06:35.986852Z" } }, "outputs": [], @@ -3429,10 +3423,10 @@ "execution_count": 27, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:15.872375Z", - "iopub.status.busy": "2024-06-10T22:31:15.872166Z", - "iopub.status.idle": "2024-06-10T22:31:16.248480Z", - "shell.execute_reply": "2024-06-10T22:31:16.247854Z" + "iopub.execute_input": "2024-06-21T19:06:35.990005Z", + "iopub.status.busy": "2024-06-21T19:06:35.989815Z", + "iopub.status.idle": "2024-06-21T19:06:36.374756Z", + "shell.execute_reply": "2024-06-21T19:06:36.374081Z" } }, "outputs": [ @@ -3479,10 +3473,10 @@ "execution_count": 28, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:16.250616Z", - "iopub.status.busy": "2024-06-10T22:31:16.250412Z", - "iopub.status.idle": "2024-06-10T22:31:16.292434Z", - "shell.execute_reply": "2024-06-10T22:31:16.291983Z" + "iopub.execute_input": "2024-06-21T19:06:36.377186Z", + "iopub.status.busy": "2024-06-21T19:06:36.376825Z", + "iopub.status.idle": "2024-06-21T19:06:36.417977Z", + "shell.execute_reply": "2024-06-21T19:06:36.417344Z" } }, "outputs": [], @@ -3511,10 +3505,10 @@ "execution_count": 29, "metadata": { "execution": { - "iopub.execute_input": "2024-06-10T22:31:16.294760Z", - "iopub.status.busy": "2024-06-10T22:31:16.294282Z", - "iopub.status.idle": "2024-06-10T22:31:16.330005Z", - "shell.execute_reply": "2024-06-10T22:31:16.329456Z" + "iopub.execute_input": "2024-06-21T19:06:36.420608Z", + "iopub.status.busy": "2024-06-21T19:06:36.420241Z", + "iopub.status.idle": "2024-06-21T19:06:36.458442Z", + "shell.execute_reply": "2024-06-21T19:06:36.457631Z" } }, "outputs": [ @@ -3540,7 +3534,7 @@ " <script src="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js"></script>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css"/>\n", - " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css"/>\n", + " <link rel="stylesheet" href="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap-glyphicons.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css"/>\n", " <link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css"/>\n", " <link rel="stylesheet" href="https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css"/>\n", @@ -3548,7 +3542,7 @@ " <meta name="viewport" content="width=device-width,\n", " initial-scale=1.0, maximum-scale=1.0, user-scalable=no" />\n", " <style>\n", - " #map_848dba73481684e77f4a51ef9baa7491 {\n", + " #map_ffa11f94653c052465e0319d9c6cd5cd {\n", " position: relative;\n", " width: 100.0%;\n", " height: 100.0%;\n", @@ -3653,14 +3647,14 @@ " </div>\n", " \n", " \n", - " <div class="folium-map" id="map_848dba73481684e77f4a51ef9baa7491" ></div>\n", + " <div class="folium-map" id="map_ffa11f94653c052465e0319d9c6cd5cd" ></div>\n", " \n", "</body>\n", "<script>\n", " \n", " \n", - " var map_848dba73481684e77f4a51ef9baa7491 = L.map(\n", - " "map_848dba73481684e77f4a51ef9baa7491",\n", + " var map_ffa11f94653c052465e0319d9c6cd5cd = L.map(\n", + " "map_ffa11f94653c052465e0319d9c6cd5cd",\n", " {\n", " center: [43.957839104999984, -72.5957405],\n", " crs: L.CRS.EPSG3857,\n", @@ -3669,28 +3663,28 @@ " preferCanvas: false,\n", " }\n", " );\n", - " L.control.scale().addTo(map_848dba73481684e77f4a51ef9baa7491);\n", + " L.control.scale().addTo(map_ffa11f94653c052465e0319d9c6cd5cd);\n", "\n", " \n", "\n", " \n", " \n", - " var tile_layer_1a0afc653e6ad594d63f2a1421e5fda9 = L.tileLayer(\n", + " var tile_layer_a3fa3ccb3ae4b8ab248cbc6feeb748a4 = L.tileLayer(\n", " "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png",\n", - " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxNativeZoom": 20, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", + " {"attribution": "\\u0026copy; \\u003ca href=\\"https://www.openstreetmap.org/copyright\\"\\u003eOpenStreetMap\\u003c/a\\u003e contributors \\u0026copy; \\u003ca href=\\"https://carto.com/attributions\\"\\u003eCARTO\\u003c/a\\u003e", "detectRetina": false, "maxZoom": 20, "minZoom": 0, "noWrap": false, "opacity": 1, "subdomains": "abc", "tms": false}\n", " );\n", " \n", " \n", - " tile_layer_1a0afc653e6ad594d63f2a1421e5fda9.addTo(map_848dba73481684e77f4a51ef9baa7491);\n", + " tile_layer_a3fa3ccb3ae4b8ab248cbc6feeb748a4.addTo(map_ffa11f94653c052465e0319d9c6cd5cd);\n", " \n", " \n", - " map_848dba73481684e77f4a51ef9baa7491.fitBounds(\n", + " map_ffa11f94653c052465e0319d9c6cd5cd.fitBounds(\n", " [[42.912856039999994, -73.3541667], [45.00282216999997, -71.8373143]],\n", " {}\n", " );\n", " \n", " \n", - " function geo_json_9d189e1a8faf3bbf7464fe1c45462599_styler(feature) {\n", + " function geo_json_c206e8ba17a90059c797d093e945b979_styler(feature) {\n", " switch(feature.id) {\n", " case "0": case "1": case "7": case "15": case "17": case "25": case "26": case "34": case "35": case "37": case "41": case "46": \n", " return {"color": "#4aded0", "fillColor": "#4aded0", "fillOpacity": 0.5, "weight": 2};\n", @@ -3702,52 +3696,52 @@ " return {"color": "#ffffff", "fillColor": "#ffffff", "fillOpacity": 0.5, "weight": 2};\n", " }\n", " }\n", - " function geo_json_9d189e1a8faf3bbf7464fe1c45462599_highlighter(feature) {\n", + " function geo_json_c206e8ba17a90059c797d093e945b979_highlighter(feature) {\n", " switch(feature.id) {\n", " default:\n", " return {"fillOpacity": 0.75};\n", " }\n", " }\n", - " function geo_json_9d189e1a8faf3bbf7464fe1c45462599_pointToLayer(feature, latlng) {\n", + " function geo_json_c206e8ba17a90059c797d093e945b979_pointToLayer(feature, latlng) {\n", " var opts = {"bubblingMouseEvents": true, "color": "#3388ff", "dashArray": null, "dashOffset": null, "fill": true, "fillColor": "#3388ff", "fillOpacity": 0.2, "fillRule": "evenodd", "lineCap": "round", "lineJoin": "round", "opacity": 1.0, "radius": 5, "stroke": true, "weight": 3};\n", " \n", - " let style = geo_json_9d189e1a8faf3bbf7464fe1c45462599_styler(feature)\n", + " let style = geo_json_c206e8ba17a90059c797d093e945b979_styler(feature)\n", " Object.assign(opts, style)\n", " \n", " return new L.CircleMarker(latlng, opts)\n", " }\n", "\n", - " function geo_json_9d189e1a8faf3bbf7464fe1c45462599_onEachFeature(feature, layer) {\n", + " function geo_json_c206e8ba17a90059c797d093e945b979_onEachFeature(feature, layer) {\n", " layer.on({\n", " mouseout: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " geo_json_9d189e1a8faf3bbf7464fe1c45462599.resetStyle(e.target);\n", + " geo_json_c206e8ba17a90059c797d093e945b979.resetStyle(e.target);\n", " }\n", " },\n", " mouseover: function(e) {\n", " if(typeof e.target.setStyle === "function"){\n", - " const highlightStyle = geo_json_9d189e1a8faf3bbf7464fe1c45462599_highlighter(e.target.feature)\n", + " const highlightStyle = geo_json_c206e8ba17a90059c797d093e945b979_highlighter(e.target.feature)\n", " e.target.setStyle(highlightStyle);\n", " }\n", " },\n", " });\n", " };\n", - " var geo_json_9d189e1a8faf3bbf7464fe1c45462599 = L.geoJson(null, {\n", - " onEachFeature: geo_json_9d189e1a8faf3bbf7464fe1c45462599_onEachFeature,\n", + " var geo_json_c206e8ba17a90059c797d093e945b979 = L.geoJson(null, {\n", + " onEachFeature: geo_json_c206e8ba17a90059c797d093e945b979_onEachFeature,\n", " \n", - " style: geo_json_9d189e1a8faf3bbf7464fe1c45462599_styler,\n", - " pointToLayer: geo_json_9d189e1a8faf3bbf7464fe1c45462599_pointToLayer,\n", + " style: geo_json_c206e8ba17a90059c797d093e945b979_styler,\n", + " pointToLayer: geo_json_c206e8ba17a90059c797d093e945b979_pointToLayer,\n", " });\n", "\n", - " function geo_json_9d189e1a8faf3bbf7464fe1c45462599_add (data) {\n", - " geo_json_9d189e1a8faf3bbf7464fe1c45462599\n", + " function geo_json_c206e8ba17a90059c797d093e945b979_add (data) {\n", + " geo_json_c206e8ba17a90059c797d093e945b979\n", " .addData(data);\n", " }\n", - " geo_json_9d189e1a8faf3bbf7464fe1c45462599_add({"bbox": [-73.3541667, 42.912856039999994, -71.8373143, 45.00282216999997], "features": [{"bbox": [-71.8975942, 44.63394194999998, -71.8975942, 44.63394194999998], "geometry": {"coordinates": [-71.8975942, 44.63394194999998], "type": "Point"}, "id": "0", "properties": {"00060_Mean_cd": "A", "Date": "2023-07-10", "Discharge (cfs)": 552.0, "Estimated Percentile": 97.71, "Streamflow Category": "95-98%", "Streamgage Name": "EAST BRANCH PASSUMPSIC RIVER NEAR EAST HAVEN, VT", "USGS Gage ID": "01133000", "__folium_color": "#4aded0", "agency_cd": "USGS", "alt_acy_va": 0.21, "alt_datum_cd": "NAVD88", "alt_va": 943.34, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.63394195, "dec_long_va": -71.8975942, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-71.8373143, 44.51172310000001, -71.8373143, 44.51172310000001], "geometry": {"coordinates": [-71.8373143, 44.51172310000001], "type": "Point"}, "id": "1", "properties": {"00060_Mean_cd": "A", "Date": "2023-07-10", "Discharge (cfs)": 868.0, "Estimated Percentile": 97.14, "Streamflow Category": "95-98%", "Streamgage Name": "MOOSE RIVER AT VICTORY, VT", "USGS Gage ID": "01134500", "__folium_color": "#4aded0", "agency_cd": "USGS", "alt_acy_va": 0.16, "alt_datum_cd": "NAVD88", "alt_va": 1103.46, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.5117231, "dec_long_va": -71.8373143, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.16176670000002, 44.49061087, -72.16176670000002, 44.49061087], "geometry": {"coordinates": [-72.16176670000002, 44.49061087], "type": "Point"}, "id": "2", "properties": {"00060_Mean_cd": "P", "Date": "2023-07-10", "Discharge (cfs)": 5.94, "Estimated Percentile": null, "Streamflow Category": "Not Ranked", "Streamgage Name": "POPE BROOK TRIBUTARY (W-9), NR NORTH DANVILLE, VT", "USGS Gage ID": "01135100", "__folium_color": "#d3d3d3", "agency_cd": "USGS", "alt_acy_va": 0.08, "alt_datum_cd": "NAVD88", "alt_va": 1720.57, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.49061087, "dec_long_va": -72.1617667, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.12454310000001, 44.47616706999998, -72.12454310000001, 44.47616706999998], "geometry": {"coordinates": [-72.12454310000001, 44.47616706999998], "type": "Point"}, "id": "3", "properties": {"00060_Mean_cd": "A, e", "Date": "2023-07-10", "Discharge (cfs)": 124.0, "Estimated Percentile": 100.0, "Streamflow Category": "\\u003e= 99%", "Streamgage Name": "POPE BROOK (SITE W-3) NEAR NORTH DANVILLE, VT", "USGS Gage ID": "01135150", "__folium_color": "#0b24fb", "agency_cd": "USGS", "alt_acy_va": 0.14, "alt_datum_cd": "NAVD88", "alt_va": 1141.03, "coord_acy_cd": "S", "dec_coord_datum_cd": "NAD83", "dec_lat_va": 44.47616707, "dec_long_va": -72.1245431, "huc_cd": 1080102, "site_tp_cd": "ST"}, "type": "Feature"}, {"bbox": [-72.03842899, 44.435335300000034, -72.03842899, 44.435335300000034], "geometry": {"coordinates": [-72.03842899, 44.435335300000034], "type": "Point"}, "id": "4", "properties": {"00060_Mean_cd": "A", "Date": "2023-07-10", "Discharge (cfs)": 1170.0, "Estimated Percentile": 99.41, "Streamflow Category": "\\u003e= 99%", "Streamgage Name": 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function(layer){\n", " let div = L.DomUtil.create('div');\n", " \n", @@ -3771,13 +3765,13 @@ " ,{"className": "foliumtooltip", "sticky": true});\n", " \n", " \n", - " geo_json_9d189e1a8faf3bbf7464fe1c45462599.addTo(map_848dba73481684e77f4a51ef9baa7491);\n", + " geo_json_c206e8ba17a90059c797d093e945b979.addTo(map_ffa11f94653c052465e0319d9c6cd5cd);\n", " \n", "</script>\n", "</html>\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen>" ], "text/plain": [ - "" + "" ] }, "metadata": {}, diff --git a/examples/streamflow_duration_hydrograph_examples.html b/examples/streamflow_duration_hydrograph_examples.html index 74fbae9..eb40415 100644 --- a/examples/streamflow_duration_hydrograph_examples.html +++ b/examples/streamflow_duration_hydrograph_examples.html @@ -4,7 +4,7 @@ - Streamflow Duration Hydrographs — hyswap 0.1.dev1+gfc756e4 documentation + Streamflow Duration Hydrographs — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/genindex.html b/genindex.html index 00de26a..706c28f 100644 --- a/genindex.html +++ b/genindex.html @@ -3,7 +3,7 @@ - Index — hyswap 0.1.dev1+gfc756e4 documentation + Index — hyswap 0.1.dev1+g2530dee documentation @@ -15,7 +15,7 @@ - + diff --git a/index.html b/index.html index 9fa0070..79fc0f7 100644 --- a/index.html +++ b/index.html @@ -4,7 +4,7 @@ - Welcome — hyswap 0.1.dev1+gfc756e4 documentation + Welcome — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/meta/calculations.html b/meta/calculations.html index 9b8cecb..83312ef 100644 --- a/meta/calculations.html +++ b/meta/calculations.html @@ -4,7 +4,7 @@ - Calculations Quick-Reference — hyswap 0.1.dev1+gfc756e4 documentation + Calculations Quick-Reference — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/meta/contributing.html b/meta/contributing.html index bd36baa..0574198 100644 --- a/meta/contributing.html +++ b/meta/contributing.html @@ -4,7 +4,7 @@ - Contributing Guidelines — hyswap 0.1.dev1+gfc756e4 documentation + Contributing Guidelines — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/meta/disclaimer.html b/meta/disclaimer.html index 67bafae..c9352b0 100644 --- a/meta/disclaimer.html +++ b/meta/disclaimer.html @@ -4,7 +4,7 @@ - Disclaimer — hyswap 0.1.dev1+gfc756e4 documentation + Disclaimer — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/meta/glossary.html b/meta/glossary.html index 9ebfec5..3a4e6de 100644 --- a/meta/glossary.html +++ b/meta/glossary.html @@ -4,7 +4,7 @@ - Glossary — hyswap 0.1.dev1+gfc756e4 documentation + Glossary — hyswap 0.1.dev1+g2530dee documentation @@ -16,7 +16,7 @@ - + diff --git a/meta/installation.html b/meta/installation.html index 631cc72..618cd60 100644 --- a/meta/installation.html +++ b/meta/installation.html @@ -4,7 +4,7 @@ - Installation — hyswap 0.1.dev1+gfc756e4 documentation + Installation — 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